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Page 1: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Ecologically Acceptable Flows Phase II

Volume 1: Habitat Time Series Analysis

R&D Technical Report W19

M.J.Dunbar, C.R.N.Elliott, M.C.Acreman & A.Gustard

Research Contractor:Institute of Hydrology

This report is an official document preparedunder contract between the Institute ofHydrology and the Environment Agency. Itshould not be quoted without permission of theInstitute of Hydrology and the EnvironmentAgency

R&D Technical Report W19

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Publishing OrganisationEnvironment AgencyRivers HouseWaterside DriveAztec WestAlmondsburyBristol 8S12 4UD

Tel: 01454 624400 Fax: 01454 624409

@Environment Agency 1996

All rights reserved. No part of this document may be produced, stored ina retrieval system, ortransmitted, in any form or by any means, electronic, mechanical, photocopying, recording orotherwise without the prior permission of the Environment Agency.

The views expressed in this document are not necessarily those of the Environment Agency.Its officers, servants or agents accept no liability whatsoever for any lossor damage arisingfrom the interpretation or use of the information, or reliance upon views contained herein.

Dissemination status

Statement of useThis report forms part of Environment Agency R&D Project 282 Phase II'EcologicallyAcceptable Flows'. It details work carried out by the Institute of Hydrology to combine theoutputs from the habitat modelling procedures undertaken in Phase I of the project, with flowtime series data from the National River Flow Archive (NRFA), to developthe techniques forpredicting habitat availability on a temporal basis.

•Research contractorThis document was produced under R&D project 282 by:

•Instituteof HydrologyWallingfordOxon. OXIO 8BBUK

•Tel: 01491 838800Fax: 01491 692424

Environment Agency's Project ManagerThe Environment Agency's Project Manager for R&D Project 282 was:Dr Ten-yNewman - EA South Western Region

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Internal: Released to RegionsExternal: Released to Public Domain

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EXECUTIVE SUMMARYThis report forms part of Environment Agency R&D Project 282 Phase Il 'EcologicallyAcceptable Flows'. It details work carried out by the Institute of Hydrology to combine theoutputs from the habitat modelling procedures undertaken in Phase I of the project, with flowtime series data from the National River Flow Archive (NRFA), to develop the techniques forpredicting habitat availability on a temporal basis. In the Phase I project, the Physical HabitatSimulation (PHABSIM) system, a computer model of instream physical habitat developed inthe United States and applied world-wide, was investigated for use in the UK. PHABS1Mhydraulic models for nine British rivers wcre produced. Then, using a habitat model, thehydraulic output was combined with habitat suitability indices for fish (brown trout Salmotrutta, roach Rutilus rutilus and dace Leucisus cephalus), plus suitable invertebrate andmacrophyte groups to produce theoretical relationships between physical habitat area (WUA)and river discharge (Q).

It is logical to assume that future population levels in an instream aquatic community will be influenced not only by physical habitat at that future time, but also by the patterns of physical habitat leading up to it. Thus extending the 'traditional' PHABSIM model results (theWeighted Usable Area versus Discharge curve) to temporal predictions of habitat is a crucialstep in relating model output to changes in fish and invertebrate populations. In this study, theapplication of several existing low-flow analysis techniques to the temporal analysis ofinstream physical habitat have been investigated. Calibrated PHABSIM habitat models werecombined with flow time series data from the National River Flow Archive (NRFA), in orderto predict habitat availability on a temporal basis. Where possible, comparisons have beenmade between results from different rivers.

•Naturally, the flow regime of a river will be an important factor in determining temporalpatterns of habitat. In this study, the greater flow variability in upland catchments (comparedto less flashy lowland sites) was reflected in higher habitat variability. However, usingcurrently available habitat suitability indices, the non-linear relationship between habitat anddischarge also has profound influence on the form of a habitat time series. This additionalsource of variation has been shown to be especially important for fish life stages, whichgenerally show optimum habitat at intermediate flows.

•A fundamental method for analysis of time series of river flows is to derive a cumulativefrequency diagram, this is often known as the flow duration curve. Following this concept, habitat duration curve analysis was undertaken for the nine UK rivers. This report discusses the methods used to create the curves and further analysis that can aid in their interpretation.These methods are of particular use in the analysis of how alternative flow regimes affecthabitat available to individual life stages of a species. Techniques for aggregation of dailyhabitat values to monthly and annual statistics are discussed, as is the use of single - yearhabitat duration curves.

The study discusses how variations in the flow regime and the habitat - discharge relationshipaffect the shape of a habitat duration curve. Plotting corresponding flow values on a habitatduration curve can aid in its interpretation, particularly when intermediate habitat values mayarise from both high and low flows. For this type of flow - habitat relationship, numbers offlows outside the model calibration, combined with relative habitat values at the model limits,

•EA Technical Report W19

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can have a significant influence on the shape of the habitat duration curve. This emphasisesthe importance of a robust PHABSIM calibration, using the widest possible flow range.

Application of another low-flow technique, flow-spell analysis is also discussed, as aremodifications to aid in habitat time-series interpretation. Habitat-spell analysis characterisesthe lengths of time the habitat drops below a certain threshold value, andit has been suggestedthat analysis of these deficit periods could provide further insight into possible critical habitatlimitations. Further development of this promising technique is required. This report alsobriefly reviews options for further research into the sensitivity of habitat time series tovariations both in habitat suitability data, and in the transfer of gauged flow time-series toungauged study sites.

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Contents

Executive Summary

Introduction1.1Background

1.2IFIM and PHABS1M rationale and concepts1.3Analysis of flow and habitat time series

1.3.1Habitat time series1.3.2Summary habitat statistics1.3.3Habitat duration curves1.3.4Points to note in duration curve analysis of habitat data1.3.5Flow and habitat spell analysis

2Review of PHABSIM output from Ecologically Acceptable Flows Phase 12.1Background

2.2Missing values and out of range flows

3Methodology

3.1Time series analysis3.2Duration curve analysis3.3Combination of flow data with habitat duration curves3.4Single-year duration curves3.5Flow and habitat spell analysis

4 Results

4.1River Exe at Warren Farm4.2River Wye at Pant Mawr (including comparison with Exe)4.3River Hodder at Hodder Bank4.4River Blithe at Hamstall Ridware4.5River 1tchen a's of Highbridge4.6River Lymington u/s of Balmer Lawn4.7Millstream at WE East Stoke4.8River Lambourn at Hunt's Green (including comparison with 1tchen)4.9River Gwash at Belmesthorpe4.10River Lymington: habitat duration curves combined with flow data4.11River Gwash: plotting missing values on time scries and duration curves4.12Lamboum and Wye: comparison of single-year duration curves4.13Lambourn and Wye: flow and habitat spell analysis

5Conclusions and Recommendations

References

A ppendicesASummary habitat statistics

Relationships between Weighted Usable Area (WUA) and Discharge (Q)Habitat time series and duration curvesFurther analysis: missing values, adding flow to a habitat duration curve; single-yearduration curves, flow & habitat spell analysis

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List of tables

2.1 Nine PHABS1M sites calibration flows; model ranges; out of rangeand missing flows 8

3.1 Summary of gauging stations close to study sitcs II3.2 Output for combined habitat / flow duration curve 13

4.1 Lambourn and Wye: variation in 95 percentile flow and habitat 23

A 1 Summary of gauged flow and habitat statistics 30

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List of figures

1.1 PHABSIM model 3I 1.2 Development of a habitat time series 41.3 Habitat duration curve 6D 1.4 Flow & habitat spell analysis 6

IP 2.1 Location of study sites 9

3.1 Summary of time periods of gauging station data 10

ID 4.1 Rivers Exc and Wye: comparison of flow frequencies and habitat 164.2 River Blithe: adult dace habitat 1811, 4.3 River Itchen: habitat time series for spawning brown trout, Nov and Dec 1970-73 194.4 River Lambourn: habitat duration curve for adult brown trout 204.5 River Gwash: WUA v Q curve for adult brown trout 22

5.1 Variations in Weighted Usable Area v Discharge relationship 27

B1 River Exe at Warren Farm: habitat vs discharge relationships 3582 River Wye at Pant Mawr: habitat vs discharge relationships 36B3 River Blithe at Hamstall Ridware: habitat vs discharge relationships 37B4 River lichen upstream of Highbridge: habitat vs discharge relationships 38B5 River Lymington u/s of Balmer Lawn: habitat vs discharge relationships 39B6 Millstream at WE East Stoke: habitat vs discharge relationships 40

0 B7 River Lambourn at Hunt's Green: habitat vs discharge relationships 4188 River Gwash at Belmesthorpe: habitat vs discharge relationships 4241CI.1 River Exe: time series for flow, total habitat, adult and juvenile brown trout 44C1.2 River Exe: time series for fry and spawning brown trout 45CI.3 River Exe: time series for Chlorperlidae (A), Leuctridae (A) 46C1.4 River Exe: duration curves for flow, total habitat, all life stages of brown trout 47C1.5 River Exe: duration curves for Chlorperlidae (A), Leuctridae (A) 48C2A River Wye: time series for flow, total habitat, adult and juvenile brown trout 49C2.2 River Wye: time series for fry and spawning brown trout 50C2.3 River Wye: time series for Lcuctridae (A), Polycentropusflavomaculatus, Ranunculus 51C24 River Wye: duration curves for flow, total habitat, all life stages of brown trout 52C2.5 River Wye: duration curves for Leuctridae (A), Rolycentropus flavomaculatus,

Ranunculus 53C3.1 River Blithe: time series for flow, total habitat, adult and juvenile dace 54C3.2 River Blithe: time scries for fry and spawning dace 55C3.3 River Blithe: time series for flow, total habitat, adult and juvenile roach 56C3.4 River Blithe: time series for fry and spawning roach 57C3.5 River Blithe: time series for Gammaridac (A), Leuctridae (A) 58C3.6 River Blithe: duration curves for flow, total habitat, all life stages of dace 59C3.7 River Blithe: duration curves for flow, total habitat, all life stages of roach 60 C3.8 River Blithe: duration curves for Leuctridae (A) Rolycentropus flavomaculatus,

Nasturtium61

C4.1 River ltchen: time series for flow, total habitat, adult and fry / juvenile brown trout 62C4.2 River lichen: time series for spawning brown trout 63C4.3 River lichen: time series for Gammarus pulex, Ephemeridae(A) 64C4.4 River Itchen: duration curves for flow, total habitat, all life stages of brown trout 65 C4.5 River Itchen: duration curves for Gammarus puler, Ephemeridae (A), Ranunculus,

Nasturtium66

C5A River Lymington: time series for flow, total habitat, adult and juvenile brown trout 67C5.2 River Lymington: time series for fry, spawning brown trout 68C5.3 River Lymington: time series for Gammaridae (A), Leuctridac (A) 690

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C6.1C6.2C6.3C6.4C6.5C6.6C6.7C6.8C7.1C7.2C7.3C7.4C7.4

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River Lymington: duration curves for flow, total habitat, all life stagesof brown troutRiver Lymington: duration curves for Gammaridae (A), Leuctridae (A), Ranunculus.NasturtiumMillstream: time series for flow, total habitat, adult and juvenile daceMillstream: time series for fry, spawning dace,Millstream: time series for flow, total habitat, adult and juvenile roachMillstream: time series for fry, spawning roachMillstream: time series for Gammaridae (A), Leuctridae (A)Millstream: duration curves for flow, total habitat, all life stagesof daceMillstream: duration curves for flow, total habitat, all life stagesof roachMillstream: duration curves for Gammaridae (A), Leuctridae (A), RanunculusRiver Lambourn: time series for flow, total habitat, adult and fry/juvenile brown troutRiver Lamboum: time series for spawning brown troutRiver Lamboum: time series for Gammaridae (A), Ryacophilia dorsalisRiver Lambourn: duration curves for flow, total habitat, all life stagesof brown troutRiver Lambourn: duration curves for Gammaridae (A), Ryacophilia dorsalis,Ranunculus, NasturtiumRiver Gwash: time series for flow, total habitat, adult andjuvenile brown troutRiver Gwash: time series for fry, spawning brown troutRiver Gwash: time series for Gammaridae (A), Sericostomatidae (A)River Gwash: duration curves for flow, total habitat, all life stagesof brown troutRiver Gwash: duration curves for Gammaridac (A), Sericostornatidae (A), Nasturtium

River Lymington: habitat duration curve with flows for brown trout fryRiver Lymington: flow duration curve with habitat for brown trout fryRiver Lymington: habitat duration curve with flows for NasturtiumRiver Lymington: flow duration curve with habitat for NasturtiumRiver Lymington: habitat duration curve with flows for RanunculusRiver Lymington: flow duration curve with habitat for Ranunculus

River Gwash: time series for adult trout with out-of range values set to model limitsRiver Gwash: duration curve for adult trout with and without out-of range valuesset tomodel limitsRiver Wye: yearly flow duration curves (1966-1977)River Wye: yearly habitat duration curves for adult brown trout (1966-1977)River Wye: yearly habitat duration curves for fry brown trout (1966-1977)River Larnbourn: yearly flow duration curves (1966-1977)River Lambourn: yearly habitat duration curves for adult brown trout (1966-1977)River Lambourn: yearly habitat duration curves for fry / juvenile brown trout (1966-1977)River Wye: flow & habitat spell analysis, adult, juvenile and fry brown trout.River Lambourn: flow & habitat spell analysis, adult and fryrjuvenile brown trout

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•Abbreviations usedIH Institute of HydrologyNBS US National Biological ServiceIFE Institute of Freshwater Ecology, WarehamMF mean flowNWA National Water ArchiveNRFA National River Flow ArchiveQ River discharge (mcasurcd in cumecs)

Other conventionsHabitat suitability curves developed for invertebrates in Project 132.1Phase I was taken from the RIVPACS

ID database. Species names denote criteria developed from data on occurrence of that species,while generic names (e.g. Leuctridae (A)) refer to curves developed with data on abundance of that genus, aswell as occurrence.•EA Technical Report W19 vii•

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AcknowledgementsWe would like to thank the staff of the Environment Agency and the Institute of FreshwaterEcology for habitat suitability data and advice. We are also grateful to the staff of theEnvironment Agency for providing river flow data. We acknowledge the US NationalBiological Service Instream Flow Group, for the development of PHABSIM and for theirassistance in applying the model in the UK. The authors would also like to thank theircolleagues at IH for their assistance including Andy Young, Ann Sekulin and Sam Green.

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1.INTRODUCTION•

1.1BackgroundFollowing concern over low flow conditions arising from recent droughts in the UK, anational low flows assessment by the NRA (1993) identified a priority list of 40 locationsperceived as suffering from excessive abstraction. This, coupled with the requirementunder 1989 Water Act for the NRA to set Minimum Acceptable Flows when requested bythe Secretary of State, has prompted the need to develop operational tools for managingaquatic communities in British rivers on a national scale.

•A previous NRA R&D project (Johnson et at 1993a) completed by the Institute ofHydrology, investigated the potential for the use in the UK of PHABSIM, a computermodel of instream physical habitat, developed in the United States. This model can beused to predict the reduction in habitat available to various target species resulting fromlow river flows.

• In addition to its routine application in the United States, PHABSIM is the subject ofprevious studies and ongoing research in several countries world-wide including Canada(Shirvell & Morantz 1983), New Zealand (Scott & Shirvell 1987), Norway (Heggenes1990) and France (Souchon et al. 1989). In the UK, under commissions from MAFF(Johnson et al, 1993c, Elliott et at 1995b), PHABSIM has also been used in theenvironmental assessment of two flood defence schemes in the Thames catchment.

•In NRA South Western Region, the Institute of Hydrology has applied PHABSIM tosalmonid habitat at two sites on the river Allen (to assess the impact of the historicalgroundwater abstraction regime which has reduced river flows) (Johnson et aL 1995c),the rivers Bray and Barle (Johnson et aL 1994b), and the river Piddle (Johnson and Elliott19956). An initial investigation into the use of PHABSIM to predict juvenile cyprinidhabitat on the Thames, has recently been completed (Elliott et at 1995), and WorcesterCollege of Further Education is currently working on two PHABSIM studies on the riversKennett and Tavy, the latter in collaboration with IH.

For this project the Environment Agency has commissioned the Institute of Hydrology tocombine the calibrated habitat models from the Phase I R&D project (Johnson et al.1993a) with flow time series data from the National River Flow Archive (NRFA), inorder to predict habitat availability on a temporal basis. In particular, the use of thehabitat duration curve to predict impacts across the range of flows experienced in a riverhas been examined. Extending the PHABSIM model to temporal predictions of habitat isa crucial step in relating model output to fish and invertebrate populations.

•This report also investigates the application of several other existing low-flow analysistechniques to the temporal analysis of instream physical habitat, and provides suggestionsas to how these techniques could be further improved for habitat analysis.

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1.2 IFIM and PHABSIM rationale and conceptsThe Physical HABitat SIMulation system (PHABSIM) is part of a wider framework, theInstream Flow Incremental Methodology (IFIM), developed ai the US Fish and WildlifeService by an interdisciplinary team of scientists (Stalnaker 1993, Bovee 1995).

IFIM is a framework for analysing spatial and temporal changes in habitat characteristicssuch as streamflow and channel geometry. Its most commonly-used component isPHABSIM, but it also includes models for water quality, water temperature or indeed anyother model which simulates characteristic features which could influence habitat. It alsoincludes mechanisms for analysing the institutional aspects of water resource issues, plusthe all-important scoping and planning process, along withtechniques for negotiation andresolution.

PHABSIM is a computer model running under the MS-DOS operating system thatprovides an estimate of physical habitat loss or gain resulting from changes in discharge.It is calibrated by making accurate field survey measurements of channel geometry attransect sites on a river system, along with measurements of watcr surface level at two ormore flows, and stream velocities at onc or more flows (Trihey & Wegner 1981, Bovee1982, Johnson et at 1991). Output from PHABSIM is in the form of a Weighted UsableArca (WUA) versus Discharge (Q) curve, for each species / life stage of interest. Thisgraph shows how habitat (represented by WUA) varies with streamflow. Thcre has beenmuch debate as to the interpretation of these curves (Orth 1987, Mathur a al. 1985, Scott& Shirvell 1987, Gore & Nestler 1988), however it is certain that one cannot simplychoose an ecologically acceptable minimum by choosing the flow corresponding tomaximum available habitat. Further analysis is required. One such approach, as outlinedhere, is to carry out time series analysis on the predictions of available habitat within ariver.

The underlying concepts of PHABSIM are:

It is habitat-based, with potential usable habitat being simulated for unobservedflow or channel conditions.

Target species exhibit a quantifiable preference/avoidance behaviour to one ormore of the physical microhabitat variables; velocity,depth, cover or substrate.

Prcferred conditions can be represented by a suitability index which has beendeveloped in an unbiased manner.

Individuals select the most preferred conditions within a stream, but will use lessfavourable areas with decreasing frequency/preference.

Species populations respond to changes in environmental conditions thatconstitute habitat for the species.

The purpose of the PHABS1M system is the simulation of the relationship betweenstreamflow and available physical habitat where physical habitat is defined by themicrohabitat variables depth, velocity and substrate/cover. The two basic components of

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PHABSIM arc the hydraulic and habitat simulations within a stream reachusing definedhydraulic parameters and habitat suitability criteria, as displayed in Figure 1.1 below.

• XSEC2 WSL21

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WSL1

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CHANNEL INDEX ANDSIMULATION DEPTHS

AND VELOCITY100

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Figure 1.1 PHABS1M

The PHABSIM hydraulic simulation model is calibrated with field survey data and isable to model depths and velocities (along with substrate and / or cover as unchangingparameters), at calibration and non-calibration flows. The PHABSIM habitat model thenreceives these data and combines them with habitat suitability indices for target species /life stages. For each target life stage, it produces a single index, the Weighted UsableArea (WUA) at each modelled flow.

It is clear that in conducting a PHABS1Mstudy, an ideal goal would be to relate changesin aquatic populations to change in the flow regime. Although some studies havesuccessfully demonstrated that PHABSIM may be capable of achieving this goal, it mustbe appreciated that PHABSIM alone is not capable of this task since it predictschange ina weighted measure of physical habitat area (WUA) available to aquatic species and docsnot predict change in biomass. In some instances a linear relationship between biomassand WUA has been demonstrated (Milhous, 1988, Jowett, 1992) but it is clear that over aperiod of years, this will not be the case in most rivers since for some of thetime, factorsother than physical habitat may be limiting to populations. However in the analysisof the impacts of low flows, lack of physical habitat will clearly be a key factor.

In the absence of equivalent population models, one accepts the limitation of using WUAas the key variable and attempts to take into account, as rigorously as possible, factorswhich are likely to influence the relationship between WUA and populations. Gore andNestler (1988) make the following statement with regard to this issue:

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"PHABSIM is a vehicle for presenting biological information in a format suitable forentry into the water resources planning process. It is not nor was it ever intended to be,a replacement for population studies, a replacement for basicreseurch into the subtletiesoffish or benthic ecology, nor a replacement for biological innovation or common sense.As such, PHABSIM has been found to be a defensible technique for adjudicating flowreservations".

1.3 Analysis of flow and habitat time series

1.3.1. Habitat time seriesA time series is a sequence of events, arranged in order of occurrence. In this study,historical time series of flows taken from gauging station data held either by the NationalRiver Flow Archive (NRFA) at the Institute of Hydrology, or regional EA offices, werecombined with PHABSIM habitat model output to predict the temporal patterns of habitatthat would have occurred during the period of record.

The major premise of habitat time series analysis is that habitat is a function ofstreamflow:

Habitat(t) = f(Q(t))

where t=time

Time series of available habitat (as represented by WUA)may be used to analyse theimpacts on river biota of alternate flow regimes; this is a major advantage of PHABSIMover multi-variate statistical models. It provides the first stage in linking the 'traditional'PHABSIM output - the WUA v Discharge curve, with the recognition that single andmultiple critical events can limit physical habitat, and thushave major impacts on riverbiota. A more complete assessment of- the effects of a hydrological regime requiresconsideration of all life stages, and where required, targeting the analysis to crucial timeperiods. For example, for fish species, critical flows during spawning or fry developmentwill affect recruitment and thus have a knock-on effect on the adult population, even ifadult habitat is good in following years.

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Figure 1.2. Development of a habitat time series

1.3.2. Summary habitat statisticsOnce a daily habitat time series has been calculated, the user may wish toaggregate dailyvalues to monthly or even yearly, in order to examine habitat changes on a long-termbasis. Commonly-used summary statistics include (Milhous 1990b):

Mean habitatMedian habitatIndex-A: mean of all the habitats between 50% and 90% exceedance, i.e. the majorityof the low flow eventsIndex-B: mean of all habitats between 10% and 90%Minimum habitat : not recommended in most casesMaximum / optimum habitatAn exceedance statistic e.g. 90, 95 percentile habitat (see section 4.12 for example)Number of days below threshold, or total threshold deficit (see section 4.13 forexample)

1.3.3. Habitat duration curvesHabitat time series may be subjected to further analysis using the techniques developedfor river flow analysis. The first example of this is the habitat duration curve (Milhous1986, Gordon McMahon and Finlayson 1992, Vogel and Fennessey 1995). A durationcurve, whether for flow, habitat or another instream variable, displays the relationshipbetween the variable and the percentage of time it is exceeded.

Duration curves are constructed by sorting the data (time series of flows or habitat values)from highest to lowest, and expressing each data point as a percentage of the total numberof values.

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When a flow-duration curve from UK catchments are plotted with a normal probability(x) axis and logarithmic flow (y) axis, the curve approximates to a straight line indicatingthat the logarithm of discharge follows a normal distribution. However this is less oftenthe case for habitat duration curves.

Duration curves arc particularly useful for assessing the impacts of alternative flowregimes. Johnson et aL (1993b, 1994b, 1995b) demonstrated their use on several rivers inthe EA South Western region.

Left portion of curve,optimum habitat

5 10 20 30 50 70 80 90 95% of time e ceededRight portion of curve,

infrequent low habitatCentral portion of curve.events (in this case intermediate habitat arising from caused by lowest flows)flows both lower and higher thanoptimum

Figure 1.3. Example of a habitat duration curve

1.3.4. Points to note in duration curve analysis of habitat dataIt is important to note that a habitat duration curve shows exceedance percentiles forvalues of habitat, ranked from highest to lowest. It does notsimply show flow exceedancepercentiles mapped to their corresponding habitat values. It is also important to note thatespecially for fish life stages, there is not generally a continuous increasing relationshipbetween habitat and flow. Instead, habitat often increases with flow up to a certain flow,and then decreases. There are many examples of this in the results of R&D project B2.l.The results of this phenomenon are that some central portion of the habitat duration curvewill be made up of habitat arising from both high and low flows. This is unlike a flowduration curve, where high flows are always on the left and low on the right. Instead,'optimum habitat' arising from intermediate flows forms the left hand side of the curve(see Figure 1.3), combinations of intermediate habitat arising from either higher or lowerthan optimum flows comprise the central portion, and depending on the range of thecalibrated model and range of flows in the time series, the right hand portion willcomprise of low habitat figurcs arising from either the highest or lowest flows.

While not detracting from the use of habitat duration curves in the evaluation of theimpacts of alternate flow regimes, caution should be exercised in their interpretation. It ispossible to plot values of flow on a habitat duration- curve-to aid in interpretation, thisprocedure is further discussed in section 4.6 below.

30

20

I0

5

3

2

50!

: Summer Winter

WUA

(%

habitat

available)

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In this study, habitat-discharge curves for invertebrates and macrophytes exhibit eithercontinuous increasing or continuous decreasing behaviour. This one-to-one mapping offlow and habitat makes interpretation of their habitat duration curves morestraightforward.

Duration curves also do not give information about the temporal distribution of low flow or habitat events, i.e. whether they occur together or separately. Other techniques such asflow & habitat spell analysis have been developed for this purpose. •

•1.3.5. Flow and habitat spell analysisThis technique, described in the Low Flow Studies Report (IH, 1980) characterises periods of flow below a certain threshold value. Its advantage over the flow durationcurve is that it considers the temporal distribution of low flow events. This technique hasbeen applied to simulated habitat (Capra, Breil and Souchon, 1995). The methodology isdiscussed in Section 3 below.

•••••••••

100

3-:,,...I tou ITO

ft •is 8 10

sO

io

to= • .•

i 41' ' •-•....W

0 2 4 0 a 10 12 14

Time CurmAMin mantas Ont.ana(%Ot IOW ttudred datial)

•Figure1.4.Flow/habitat veil analysis.

120

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2. REVIEW OF PHABSIM OUTPUT FROM PHASE I OFTHE ECOLOGICALLY ACCEPTABLE FLOWS PROJECT

2.1. BackgroundDuring NRA R&D Project EAF Phase I, calibration datawere collected from ten sites,each representing one ecological group defined using data from the RIVPACS database(Wright et at 1988, Johnson et at 1993a). It was not possibleto calibrate the PHABSIMmodel for the Great Ouse / Lees Brook, so this site is not considered further iii this report.

The following table indicates the calibration flows (CI, C2, C3) for the remaining studysites along with the lower and upper limits of the model (MLowand MHigh). It also liststhe out-of-range flows for summer and winter separately, when the time series of dailymean flows was run through the model. The time series were 16 years (5844 days) exceptwhere stated.

Table 2.1. Table of calibration flows, model ranges and out-of-range flows for EAFPhase I sites

Site CI

(m3/s)

C2 C3 MLow MHigh no. flows below lower

limit

no. flows above

upper limit

no. flowsmissing

S W

SW S WExcatWarren 0.87 0.21 0.12 0a57 1.70 359 3 0 13 0 0Earm

(Usingtimeseriestransferredfrom

Bark at Ilrushford)

Wyc at Pant Mawr 0.55 1.87 263 a 14 4.53 203 23 128 352 0 33Hodder at Hodder 2.24 2.83 5 27 0.42 12.74

Bank

BlitheatHamstall 0.46 0.59 0.48 0.142 2.83 0 0 63 301 344 247Ridwarclichenu/sof 3.41 5.1

0.42 7.64 0 0 III 560 0 0Ilighbridge

Lymingtonat 0.38 0.09 0.59 0.057 2 69 203 0 102 459 42 0Balmer Lawn

Millstream at IFE 0.52 1.77 2.01 0.11 4.53 189 60 0 0 0 0East Stoke

Lambourn at Hunt's 0.55 0.68 0.78? 0.42 5.66 121 41 0 0 0 0Green

Gwashat 0.37 1.17 1.35 014 1.70 0 0 132 385 0 0Belmesthorpe

s=summer, w=winter

2.2. Influence of missing values and out of range flows on time seriesand duration curvesOf particular note are the numbers of flows above the modelrange for almost all sites (allexcept the Lambourn and Millstream). Given the time that would be required to re-calibrate the models to obtain more complete calibrations, and as this report is mostlyconcerned with the analysis of low flow events, this was notconsidered a major problem.

Currently, the IH PHABSIM time series analysis software simply ignores missing values.In contrast, the flow-spell analysis software developed for -IH (1980) and Gustard,Bullock and Dixon (1992) interpolates between the known values that bound a region of

-

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missing data. The influence of the missing data on the form of habitat duration curves isinvestigated below.

I. Exe at Pixton

Wye at Pant Mawr

•4. Blithe at Hamstall Ridware

Hodder at Hodder Bank

• 5. Itchen at Highbridge and AllbrookLymington at Balmer LawnMillstream at IFE East StokeLambourn at Hunt's Green

Gwash at Belmesthorpc•••

3

sc>4

2 •9

1

Figure 2.1 Location of study sites

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3. METHODOLOGY

3.1. Time series analysisUnlike the wealth of literature on procedures for other parts of the PHABS1M process(e.g. collection of suitability data, hydraulic modelling), information on time-seriesprocedures is limited, whether in published papers (Capra et at 1995), the US-specific

'how-to' manual (Milhous 1990b), or UK applied studies from IH (Johnson et oL 1993b,

1994b, 1995b).

In Project B2.I, a computer data file containing the relationship between WUA and Q foreach species/life stage was produced for each study site by running hydraulic simulationoutput through the habitat simulation software. The IH PHABSIM software suite includesa program, WUAQT, which combines a flow time series with the WUA v Q file (known

as a ZHAQFM file), to produce a time series of flow, habitat for all life stages of aspecies, and total habitat. The latter is effectively a measure of total river area per 1000mlength of river. The software can currently analyse daily and monthly mean flow data.WUAQT performs an interpolation on the data in the ZHAQFM file in order to matchany flow within the model range to a habitat value.

The bulk of the analysis was performed on datasets of daily mean flows for each studysite of 16 years duration (1966-1981 inclusive). This period was chosen *asthe longestavailable that covered all required gauging stations, although later changes to proceduresfor the Exe and Hodder required use of different time periods for those two sites. Studysites for NRA R&D EAF Phase I were chosen to be close to NRFA stations, and six ofthc nine sites (Wye at Pant Mawr, Blithe at Hamstall Ridware, lichen U/S of Highbridge,Lymington U/S of Balmer Lawn, Frome at I.F.E. East Stoke(the Millstream), and Gwashat Belmesthorpe) were within 1.5km of the station. The others were situated as follows:

Site Distance from stationR. Exe at Warren Farm - 15 kmR. Hodder at Hodder Bank 12 kmR. Lamboum at Hunt's Green 4 km

ErWPtcton

WyelP ant M/VeT

BlItheM RI*. I-

ttchenMighbrklga

LymIngtonfEtatner Law r

MastreanVIFE Eag IF

LamtournWetfordIf

Gwasheelmesthape si-1

Barlellkustdad I-I

'4'

I0 50 60 70 80

Figure 3.1 Summary of data availability for each gauging station

90 Year

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The Micro Low Flows software package (Young, 1992) was used to estimate time seriesat these sites by correcting the gauged flows by a factor representing the difference incatchment characteristics, i.e. (estimated mean flow at site)/(estimated flow at gaugingstation).

Table 3.1 Summary of gauging stations close to the PHABSIM sites.

Mean Q10flow

4.42 11.0 2.52 0.579

1.65 3.94 0.86 0.166

1.23 2.81 0.586 0.320

5.26 7.68 4.80 2.92

0.99 2.55 0.431 0.049

15km from site.Wimblcball reservoira major influence

<1km from site.Natural

At site. Both gaugeand site influenced byBlithefield reservoir

At site. Currentlyminor artificialinfluences

I.5km &Usof sitc

Q50 Q95 NotesRiver Catchment Station Data

tYPe

Exe Upland impervious 45009 BCsandstone

Wye Upland, peat over 55010 AAslates / shales

llodder Peat moorland overmillstone grit andcarboniferouslimestone

Blithe Sandstone and clay 28002 BC

lichen Chalk, very 42010 AApermeable

Lyinington Impervious, clay, 42003 AAsand and gravel

Millstream Chalk, some sand /gravel / clay

EA station only, data obtained from BlandfordForum office

Lambourn Chalk downland 39031 BA 1.02 1.68 0.882 0.409 4km u/s of sitc

39019 AB 1.69 2.76 1.49 0.749 4km cl/sof sitc belowconfluence

Gwash Clay / limestone 31006 AA 0.79 1.45 0.632 0.289 I .5km dis of site

Source: National River Flows Archive and 1H Report 108

Output was calculated as follows:

Flow: daily flow expressed as a percentage of the mean flow of the dataset

Total habitat:

Habitat for species /life stage

daily values expressed as m'/1000m of river. This is effectively the area of riverwhich would be available to a species that had no restrictions in its preference. It ismeasureof total river area per 1000m of river, regardless of habitat quality.

daily values expressed as percentage of total habitat at that flow. This procedureis analogous to the standardisation of flows above.

By expressing habitat for each species / life stage in this way, one is able not only tocompare relative areas of habitat in rivers of different sizes, but also retain the ability tocompare areas of habitat between different species / life stages in the same river.

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Note that this procedure does not make any judgements about biomass of various lifestages, or that the biomass of 1 unit of WUA for one life stage at carrying capacity isequivalent to the biomass of one unit of WUA for another. Bovee (1982) discussesmethods that may be used to deduce this relationship, and thus assess how critical levelsof habitat for each life stage may influence population levelson an ongoing basis.

In order to provide a visual image of how habitat is distributed in space and time, timeseries of daily mean flows, along with total habitat and habitatfor all fish and invertebratespecies / life stages are presented in Appendix C. Although 16 years oltime series datawere used in the analysis, either eleven or three years of dataare presented for illustrativepurposes in Appendix C. The number of years displayed was reduced from eleven tothree for the flashier catchments to maintain legibility.

3.2. Duration curve analysisTime series of habitat were then analysed to indicate the proportions of time each habitatvalue was exceeded (duration curve analysis). This was performed using the HABDCprogram, an IH addition to the US PHABS1M software. During the project, the HABDCsoftware was altered to make it more user-friendly. It now accepts a list of habitat time-series files (usually one per species) from the WUAQT programand also enables durationcurves for summer (April-September), winter (October to March), or any user-definableperiod, to be calculated from an annual time series. Output from HABDC is in the formof a data file indicating habitat and percentage exceedance, and plots which appear on-screen and may be printed.

Clearly it is advisable that analysis of habitat time series of certain life stages be restrictedto the months in which these life stages actually occur. The following time periods wereselected as a compromise between a realistic portrayal of the conditions that would beexperience by the life stage and the desire to keep to the simplest possible analysis.

Brown trout (Salmo trutta)

Adult & Juvenile

Fry / Juvenile (Wessex

curves)

Fry

Spawning

Dace (Leucisus cephalus)

Adult & Juvenile

Fry

Spawning

Roach (Radius mutt's)

Adult & Juvenile

Fry

Spawning

All invertebrates

All macrophytes

Summer and winter

Summer and winter

Summer only

November-December

Summer and winter

Summer only

March-April

Summer and winter

Summer only

April-June

Summer and winter

Summer only

Duration curves all species / life stages are presented in Appendix C, along with curvesfor flow and total habitat. Also presented in Appendix A are 5%, 50% and 95%exceedance percentiles for summer and winter habitat for all fish life stages, and as ameasure of habitat variability, the ratio (5th percentile)/(95thpercentile) habitat.

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0

0

03.3. Combination of flow data with habitat duration curvesAs mentioned above, the nature of some WUA v Q relationships - i.e. rising to a peakWUA then falling, can make interpretation of duration curves difficult. An example isgiven in Appendix D (figures DI-D3) of some habitat duration curves from the riverLymington where flow is also plotted on a habitat duration curve. The III duration curvesoftware currently does not allow this, instead a habitat duration curve was constmcted

0 from first principles in a spreadsheet, using methods from Low Flow Studies (IH, 1980).Corresponding flows for each sorted habitat value were retained as in the following table:

Table 3.2 Output for combined habitat /flow duration curve

• Percentile habitat corresponding

flow

ft 0.50 31.77 28.007

•0.70 0.89

31.75 31.75

27.808 27.808

• 1.08 31.75 27.808

1.47 31.75 27.808

• 2.01 31.7 28.801

2.52 31.7 27.312• 2.94 31.66 27.014

3.52 31.63 26.716• 3.91 31.58 29.794

4.45 31.57 29.894• 5.00 31.52 25.723

5.50 31.47 30.788• 6.00 31.47 25.325

• 6.47 31.46 30.887

7.01 31.42 24.829

3.4. Single year duration curvesHabitat duration curves for single years may also be calculated using the IH PHABSIM software, by extracting individual years of data to separate files and passing each individually to the HABDC program. Results for two life stages for brown trout on theWye and Lamboum are presented in Appendix D (figures D6-D12).

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3.5. Flow and habitat spell analysisSoftware to perform flow/habitat spell analysis is not provided with the standard IH orUS releases of PHABSIM. IH has in-house software for low-flows analysis runningunder the Unix operating system on Sun workstations. For this project, individual timeseries of habitat for life stages of brown trout in the Wye and Lambourn were treated as'flow data and transferred in the correct format to the IH Unix system. When data areinput from a file (as opposed to the NRFA or FRIEND river flow archives), only onedataset (i.e. one file) may be analysed per program run. Theprogram is able to interpolatemissing values if required, alternatively it can ignore years where there.are more than acertain number of missing values. For this project the threshold was set to a whole year,to ensure that years were never discarded and interpolation of missing values alwaysoccurred. Thresholds are specified as percentages of the mean 'flows. Although thismethod works well for flows, it may not be the best way to specify habitat thresholds,indeed Capra et aL (1995) specified percentages of optimum habitat. Nevertheless, forthis analysis, percentages were selected as 100, 80, 50, 30 and 10% of mean flow orhabitat as appropriate.

Output is in the form:

Gauge xx MF 23.538 from 1966 to 1981 minimum duration 1 yield (tMF)100.0SPELL FROM TO(days)455. 17 11 1975 13 2 1977226. 28 6 1973 8 2 1974199. 18 8 1978 4 3 1979178. 29 7 1970 22 1 1971143. 19 9 1969 8 2 1970

Gauge xx MF 23.538 from 1966 to 1981 minimum duration 1 yield (tMF) 80.0SPELL FROM TO(days)420. 5 12 1975 27. 1 1977._ .90. 7 10 1973 4 1 197420. 20 11 1978 9 12 1978

The software only outputs the longest period below the threshold in each year, so doesnot compare directly with the method proposed by Capra et al. (1995).

The spell values are plotted as spell (continuous duration under threshold) on the y-axisand cumulative continuous duration (% of total studied duration) on the x-axis. Thetheory behind this, explained in Capra et aL (1995) is that a highly-impacted river willhave a long curve that has a shallow slope, i.e. a high proportion of long periods belowthe threshold. A curve with fewer days below threshold will be shorter, while a lower orsteeper curve of the same length along the x-axis indicates an equivalent number of daysimpacted, but that there are more periods of a shorter duration. Results are presented inAppendix D. -

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•••

4. RESULTS•This section refers to statistics presented in Appendix A, Weighted Usable Area vDischarge curves in Appendix B, time series and duration curves in Appendix C andfurther example charts (flows plotted on habitat duration curves, effects ofmissing valuesand flow/habitat-spell analysis) in Appendix D.Habitat model output was taken directly from Project 82.I, which used suitability data developed by IFE Wareham. The only exception was for brown trout on.the.rivers lichen and Lambourn, where the habitat model was re-run using suitability data collected by thethen Wessex NRA, as outlined below.

•4.1. River Exe at Warren FarmThree gauging stations were considered for transfer to the study site: Excat Pixton, Brayat Leehamford and Bark at Brushford. Although it has a larger catchment, the latter wasconsidered to be the only station with a natural regime comparable to the study site, sowas chosen. A complete time series for the 13rushford station from 1982-1992 wasavailable from a previous study (Johnson et al. 1994b), so was used for thisanalysis.

•The habitat model for the Exe was re-run and with the hydraulic model calibrated to halfthe low-flow limit used in the B2.I study, was still within US National BiologicalService(NBS) guidelines of 0.2x the lowest calibration flow. As the time series isa best estimate,rather than direct from a close gauging station, there is perhaps a higher potential error inthe results of the time series analysis for this site. However the methods usedto obtain thebest estimate are current state of the art, and errors in this element are likely to becomparable or lower than those introduced in other parts of the modelling process.

•The most important aspect of this analysis is that the majority of flows are at the lowerend of the calibration, (Figure 4.1 illustrates flow frequencies plotted on the WUA v Qcurve for adult brown trout). For adult and juvenile brown trout (fig C1.4), this results induration curves which are flat to the left of the 10-20% area point, becoming steepertowards the right, and for thc summer curve, flattening slightly around the 95 percentilemark (both summer 95 percentile of 1.6%). The left flat area is caused by flowscorresponding to the peak of the WUA v Q curve, while the slightly higherWUA valuefor adults is a direct consequence of the higher peak of the WUA v Q curve.

On the other hand, fry brown trout produce a generally flatter curve with summer habitatsabove the 10% area level being greater than equivalent winter percentiles. This is due tothe model indicating that this life stage has a preference for low discharges.

Spawning trout habitat drops to 0 between 0.4 and 0.5 cumecs, which leads to the rapidtail off of spawning habitat to the right of the 30 percentile level.

4.2. River Wye at Pant Mawr (including comparison with the Exe)Adult and juvenile brown trout show a similar level of optimum habitat tothat on the Exe(20%), but less steep curves (summer 95 percentile of 9.0% area and 7.0% arearespectively). A possible reason for this is that for the Wye, the mean flowis much higherthan the optimum habitat level, while for the Exe it is lower (see Figure 4.1 and B2). The

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results suggest that abstraction above the Exe site would have more serious consequencesthan abstraction above the Wye.

The 95 percentile fry habitat is also much higher on the Wye, perhaps reflecting theflatter WUA Vs Q curve (i.e. less variable habitat).

Duration curves for invertebrates show some similarity between the NVyeand the Exe, butthe maximum available habitat is higher on the Wye. This is perhaps a reflection of themore simple nature of the WUA v Q curves for these species (compared to trout).However the results are insensitive to the fact that on the Wye, the mean flow is close tothe peak of the curves, while for the Exe, it is well to the left - on the steep portion of thecurve.

The duration curve for Ranunculus again shows a maximum habitat of around 50% oftotal river area, and compared to Leuctridae (A), the central portion of the curve is shiftedto the right.

River Exe at Warren FarmWUA % (total habitat) Numbersof days wrth flow

25 1,000

20 - 800

Adult brown trout WUA

Flow freguendes

15 600

10 4400

5 • ••• o 209

0100 200 300 . . 400-

Discharge (%MF)

WUA % (total habitat)

River Wye at Pant MawrNumbersof days with flow

25

1.600

Adult brown trout WIJA

.•"

-1,400

20

1,200 Flow frequency

15

1,000

800

10-

- 600

400

5-

00000000 200

00000000000000000000000000000000

0

o 100 200 300 400

Discharge (%MF)

Figure 4.1. Rivers Exe and Wye: comparison of flow frequencies and habitat Note: the flowfrequencies are grouped into 25% class intervals, so 12.5 represents flows between 0-25% etc.

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•••

4.3. River Hodder at Hodder BankAs with the Exe, the closest gauging station to the site (71002, just below StocksReservoir), is a significant distance (— 15km) from the site. In this case it is above thesite, with several tributaries joining the river system in-between. A record for a moresuitable station, Hodder at Hodder Bridge (71008), is currently being investigated fortransfer to this site, assisted by the methods outlined in III Report 108.

4.4. River Blithe at Hamstall Ridware. -

The river has a relatively constant base flow, with some very high but short peakdischarges which greatly exceed the mean flow. The flows are 'un-natural', beingdownstream of Blithefield reservoir, but with the gauging station close to the study site,using the gauged flows will provide an accurate assessment of the conditions experiencedat the study site. Unfortunately, there is a high number of missing flows (591, 10% of thedataset), and (364 flows above the range of the model, a further 6% of the dataset).

The model shows high levels of adult and juvenile roach habitat for all percentiles, andhigh levels of roach fry habitat for all but thc most infrequent events. From the WUA v Qcurve for fry, it can be seen that the high model limit corresponds to a lower WUA thanthe low model limit. This indicates that the drop off of habitat above 90% is due to highflows. The spawning habitat duration curve is influenced primarily by the distribution offlows in the spawning months, as the WUA v Q curve increases gradually with flow.

Time series analysis suggests that adult dace habitat is extremely limited, particularly inthe summer months, suggesting that combinations of adequate velocity and depth areunavailable. Juvenile dace tolerate lower depths and velocities than the adults, so thecorresponding curves show rather more habitat at intermediate percentiles, however thedrop off at low flows is still significant. Increasing the model simulation limits in the highflow range would show increasing levels of adult habitat, however the magnitude of thischange is not known. Fry dace are shown to tolerate lower velocities well, and stillexhibit available habitat at the 95 percentile suggesting that higher flows perhaps makemarginal habitats available at the edges.

Invertebrates show generally high levels of habitat, reflecting the high levels of habitatthroughout the modelled range.

•••411

••••

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Adult Dace

50....... I Summer Winter

. I 20

10

5

2

1

0 5WUA

(%

habitat

available)

0 2

0.15 10 20 30 50 70 80 90 95

% of time exceeded

Figure 4.2. River Blithe: adult dace habitat

4.5. River Hellen u/s of HighbridgeFor brown trout, time series analysis was first performed using the suitability datagathered by IFE for R&D Project B2.I. However as can be seen from the WUA vdischarge relationship plot (Figure B4, 'IFE B2.I curves), this results in there beingvirtually zero habitat at mean flow and above. It was suggested that this situation was notrealistic, and in particular, the habitat suitability curve fordepth was suggesting that largeareas of the river were 'unsuitable.

Instead, the habitat model was re-run using brown trout suitability data collected by thethen NRA Wessex Region for applied studies on chalk streams in south-west England(Johnson et aL 1993b, 1994b, 19956). This produced habitat-flow relationships whichwere likely to be more-realistic; these relationships were then-used for subsequent-timeseries analysis.

The 'Wessex' curves suggest that the river provides suitable habitat for adult brown troutat all flows. Absolute levels of fiy/juvenile habitat are similar, but slightly lower.Spawning habitat is high at the optimum spawning flow (15% of area), but suffers aprogressive reduction beyond the 10th percentile, reaching 1.4% area at the 95 percentilelevel. An examination of the WUA v Q relationship and the suitability data suggests thatlower habitat levels are caused by higher flows, and particularly deeper water (see section4.8.2 for discussion).

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WUA (% total habitat)

is

14 •

12

10 I.

SpewOs. Imo ksb4a4

Flow (%MF)

140

ICO

SO

"

40OH1 In 01/11a2 01/11173

Figure 4.3. River Itchen: time series of habitat for spawning brown trout, November and41 December 1970-73.

The invertebrates each have high levels of habitat at all flows (50 percentile > 50% area),as does Ranunculus (50 percentile 30% area). Nasturtium has lower maximum habitat(9%), which decreases to <3% at the 95 percentile, probably due to lower suitability indeep water.

4.6. River Lymington at Balmer LawnFor adult brown trout, optimum habitat (10% arca) occurs for 10% of the time. For therest of the time, habitat drops to a low of 0.42% area at the 95 percentile. Juveniles followa similar pattern, only with an optimum of 4% area. Fry levels seem to bevery high, withoptimum conditions occurring for 75% of the time. Beyond this, the reduction in habitatis caused by high flows. Spawning habitat is optimal (5% area) for 10% of the time, anddrops to a 95 percentile level of 0.2% area.

For invertebrates, Gammaridae (A) summer habitat levels are above 10%area for 95% ofthe time. On the other hand, Leuctridae suffer a significant fall off on habitat,dropping toless than 1% area at the 95 percentile. A glance at the WUA v Q curve suggests that thisdrop is due to low habitat levels at low flows. Nasturtium and Ranunculus show similarduration curves, despite having very different WUA v Q relationships (see section 4.10for discussion).

4.7. Millstream at I.F.E East StokeAdult dace show a marked decline in habitat from a high optimum (40%) above the 5thpercentile in summer and 30th percentile in winter, with habitat dropping below 1% oftotal habitat at 75% (summer) and 92% (winter). As on the river Blithe, this is probablyduc to the adult's preference for water above 40 cm depth and 30 cm/s velocity.Juvenilesshow a similar tail-off, but from a lower optimum (15% of total habitat). The summer andwinter curves are more similar than for adults. For fry, as with dace and other species onother rivers, summer habitat is maintained at a more consistent level, even at low flows.Spawning habitat is consistently high, except at low flows, reflecting its wide preferencecurves.

Adult, juvenile and fry roach again show relatively high levels of habitat at low flows, and greater summer habitat at medium percentiles. This reflects their tolerance of lower flows, specifically lower velocity. Lower fry habitat at the 95 percentile may represent

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lower tolerance of high flows. Low base levels of spawning habitat may be influenced bythe narrow substrate preference curves, along with water shallower than 50cm. As levelsof vegetation are not specifically modelled, results should be treated with caution.

The invertebrates show very shallow curves, demonstrating relatively insensitiveresponse to flow, except at very low flows. High levels of Ranunculus habitat reflect thedistribution of the WUA v Q curve optimum around the meanflow.

4.8. River Lambourn at Hunt's GreenAs with the Itchen, the 'Wessex NRA' suitability data forbrown trout in chalk streamswas used in the time series analysis. Compared to output using the IFE B2.I curves, useof these curves indicates greater habitat availability at high flows, and slightly less habitatat the lowest modelled flows.

The high base flow on the Lambourn produces 95 percentile habitat levels that are arelatively high proportion of the optimum, for all brown trout life stages. Similar resultsare obtained for invertebrates and macrophytes.

Adult Trout

I

Summer Winter

50

30

20

10

5

3

2WUA

(%

habitat

available)

5 10 20 30 50 70 80 90 95% of time exceeded

Figure 4.4. River Lambourn: habitat duration curve for adult brown trout

Comparison of Lambourn and lichenA combination of a high base flow, coupled with the natureof thc 'Wessex NRN browntrout suitability curves, leads to quite flat habitat duration curves for adult, andfry/juvenile life stages. In contrast, spawning habitat at high percentiles (e.g. 95) is stillhigh on the Lambourn, but declines on the Itchen. Possible reasons for this include eitherthat it is not appropriate to apply the 'Wessex' brown troutcurves to rivers the size of theItchen, or that there was indeed little suitable spawning areaat the study site.

4.9. River Gwash at BelmesthorpeFor both adult and juvenile brown trout, optimum habitat levels are present for 30% ofthe time in summer and 20% in winter. As with other rivers, the magnitude of optimumhabitat area for adults is greater than for juveniles. Examining the WUA v Q curve for fry

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•trout shows a dramatic decrease in habitat area with increasing flow, with an optimum of 10% of total area at 25% MF, declining to 1% area at 100% MF. This is reflected in the duration curve, which shows a 95% summer percentile of just 0.2% area available. Dropoff for spawning habitat is even more dramatic, with a dramatic and rapid reduction inhabitat available above the 50th percentile.

Invertebrate and macrophyte habitat levels are maintained well, and at the 95th percentileshow a relatively small drop from the optimum.

4.10. River Lymington: habitat duration curves combined with flowdata(See figures Dl-D3)

41' The duration curves for Ranunculus, Nasturitum and brown trout fry on the Lymingtonillustrate the care that must be taken in using duration curves to interpret habitat timeseries.Plotted on the duration curve is not only habitat, but the flows corresponding to eachhabitat percentile (note that this is not thc same as flow exceedance percentiles). Therelationship for Nasturtium is relatively simple, with high flows producing low habitatand vice-versa. A similarly shaped curve is produced for Ranunculus, yet in this case,high habitat levels come from intermediate flows, intermediate habitat levels from acombination of high and low flows, and the lowest habitat from low flows. Likewise thebrown trout fry curve produces similar high habitat from intermediate flows, but in thiscase the lowest habitat is caused by high flows.

4.11. River Gwash: plotting missing values on time series and durationcurves(See figures D4&5).The IH duration curve suite of software considers habitat values arising fromflows out ofrange of the model (i.e. at the low and high flow ends) to be 'undefined. The significanceof periodic very low and high flow events for PHABSIM analysis has never beenthoroughly analysed. There has been some suggestion (Milhous 1990b), that the biotawould not respond to events shorter than a month, but with no clear supporting evidence;this was then used to justify the choice on a monthly time period for time series analysis.Alternatively, one could suggest that acute low flow periods of only a few days could alsohave an effect on a stream population. Clearly the use of monthly mean flows, ifappropriate would be a way of drastically reducing the number of out of range flows.What is certain is that ignoring out-of-range flows is not a very satisfactory solution.Other possible solutions include:

• Ensuring a widest possible range of calibration flows, resulting in fewestpossible out-of-range flows.Ensuring the most accurate possible calibration, from accurate field measurementsand care in the calibration itself. Aside from giving better results over the range ofcalibration flows, a good calibration will be more forgiving when extrapolated outsidethe calibration flows.

• In the absence of the above, the potential for simply setting out-of range flows to thelimits of the model is examined here.

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The rationale behind setting out-of range flows to model limits is simply that whenconstructing a duration curve of habitat, inclusion of habitat at high exceedancepercentiles (set to model limit) will result in a more accurateduration curve for the rangeof flows within the model. For example on the river Gwash, there are 132 summer flowsand 385 winter flows outside model range, a total of 8.8%of the data. Considering adultbrown trout, as habitat at high flows is at a low percentage of the optimum, ignoring thisdata must have an impact. The impact on the duration curve will be in two forms,incorrect percentiles at the extreme right of the duration curve and inaccurate percentilesfor ALL OTHER HABITAT VALUES.

As the WUA at the high limit of the model is lower than the WUA at the lower limit, onecan be sure that all these flows will correspond to the right hand limit of the durationcurve chart. Figure 135illustrates duration curves for adultbrown trout with and withoutthe out-of range flows set to the model limit.

From Table 2.1, it can be seen that 132/5844 = 2% of summer flows and 7% of winterflows are beyond the high limit of the Gwash habitat model. Figure 135.2illustrates theeffect of their inclusion, set to the habitat value at the highlimit. The flat portions on theright of the summer and winter curves reflects these valueswhich are estimates, but stillincorrect. However due to the inclusion of all flows, valuesto the left of the 98 percentilefor the summer graph, and 93 percentile for the winter graph, are at their correctpercentiles. This is not true for the duration curve in fig 1)5.1.

Comparing the two graphs, one can now see for example that when the missing data isincluded, 80 percentile summer habitat is reduced from 4%area to 2% area.

River Gwash, adult brown troutWIJA % (total habitat)

20

15

Adult

10 -

High model limit

gives lower habitatvatue than lowermodel limit

50 100 150 200

Discharge (%MF)

Figure 4.5. River Gwash: WUA v Q curvefor adult brown trout

It should be noted that this process as outlined above wasonly valid when the habitatvalue of the limit beyond which the out-of range flows are incorporated is lower than thehabitat value for the other limit of the graph. Otherwise, a series of 'incorrect' values willbe incorporated into some central portion of the duration curve, which is of little use.

5-

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••

To conclude, to avoid bias in the construction of duration curves, it is necessary to ensurethe widest possible model calibration. In the absence of the widest possible calibrationlimits, a well-calibrated model could be extended beyond the limits currently advised inorder to minimise bias in the duration curve.•4.12. Lambourn and Wye: comparison of single - year duration curves(Sec figures D6-DI I)In order to try to overcome the loss of temporal precision that comes from_producingaduration curve from a long time series, yearly duration curves of flow, adultand juvenilebrown trout habitat were plotted for the Lambourn (lowland site, high base flow) andWye (upland site, flashy catchment). The time period was 1966-1977. The Wye shows aremarkably stable yearly habitat regime, while the habitat on the Lamboum seems to beclearly impacted during 1976, and to a lesser extent 1977. In both cases, 95 percentilehabitat shows less variation than 95 percentile flow.

Table 4.1. Lambournand Wye: Variationin 95percentileflow andhabitat•

Wyeflow (% MF) adult (WUA)fry (WUA)

Lambournflow (% MF)adult (WUA)fry / juv(WUA)

min.

max.4.8 0976) 23 (1967)9.0 (1974) 10 (1963)6.7 (1974) 9.4 (1976)

22 0976) 80 0968)14 (1976) 24 (1968)10 (1976) 23 0968)

4.13. Lambourn and Wye: flow and habitat spell analysis(See figures D12&D13)The graphs show that the narrower range of habitat data (compared to flowdata) meansthat it is especially important to choose the correct thresholds. Thresholds within 10% ofeach other may give widely differing results.

The Lambourn is dominated by a few years in which habitat drops below the thresholdsfor long periods. For adult trout, the curve for the 100% mean habitat threshold is high(up to 550 days) and long (up to nearly 50% of total duration). The fry/juvenile troutcurve is shorter and lower, suggesting that the adult trout may be most impacted by lowflows.

•On the Wye however, for adult trout the cumulative duration of flows below 100% meanhabitat is shorter (8% of time period) and the longest time period is also shorter(75 days).

•Comparing flow and habitat deficit periods, it appears that habitat deficits seem to beshorter but more frequent.

• Modification of the IH flow-spell software to considering all periods below threshold ineach separate year, plus the ability to specify percentages of optimum habitatwould forma useful part of future PHABSIM development work.

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5. CONCLUSIONS AND RECOMMENDATIONS

Analysis of time series is a major step towards an understanding of how physical habitatmay limit or alter river wildlife, as the biota will be influenced not only by currentphysical habitat, but also past physical habitat events. Unlike the wealth of literature onprocedures for other parts of the PHABSIM process (e.g.collection of suitability data,hydraulic modelling), information on time-series procedures is limited. This reportprovides a methodology for application of physical habitat time series in UK Fivers.

The additional programs WUAQT and HABDC written at IH and provided on the EArelease of the PHABSIM software provide the basis for time series analysis of habitatdata. WUAQT produces a time series of habitat from a time series of flow, whileHABDC produces duration curves, of habitat for a species / life stage, flow and totalhabitat.

This initial study has concentrated on the temporal relationships between daily physicalhabitat and daily mean flow for nine quite different UK rivers. In order to aid comparisonbetween rivers, habitat has always been expressed as a percentage of total habitat area inthe river in question, and flow as percentage of the mean flow. Due to the nature of thedata collection program, only broad comparisons between river types was possible.Comparisons between sites has been restricted by the different species present, and in thecase of brown trout, the lack of UK-specific suitability curvestransferable to all sites.

To some extent, a river's habitat time series will reflect the flow regime. For example inthis report, the flashier upland streams show steeper habitatduration curves than do chalkstreams. However, habitat for a life-stage is also fundamentally linked to the shape of theWUA v Q curve. Depending on the shape of the curve (combined with characteristics ofthe flow regime), on some rivers, small changes in flow may produce large changes inavailable habitat, in contrast on other rivers, large changes in flow may produce smallchanges in habitat. Figure 5.1 illustrates the properties of a WUA v Q curve that mayparticularly influence habitat time series. A fundamental property of PHABSIM is thatthere will be a flow corresponding to an 'optimum' habitat, this leads to significantdifferences in the shape of a habitat time series compared to the flow time scries for ariver.

Habitat duration curves are a valuable analysis tool, particularly in the assessment ofalternative flow regimes. However their limitations, particularly thc influence of missing /out of range data, and the potential relationship between one habitat value and two ormore flows must be recognised. When applying PHABSIM,all possible attempts shouldbe made to ensure the widest and best model calibration tominimise the number of out-ofrange flows.

Depending on the combination of flow regime and WUA v Q relationship, seasonalhabitat duration curves may be similar to or different fromwhole-year habitat curves.

In this study, habitat was highest for the invertebrate groups, with optima reaching over 50% area for Leuctridae and Polycentropus flavomaculatus on the river Wye, and for Ephemeridae and Gammarus pulex on the river Itchen. Although invertebrate habitat in

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this study was generally high, even at high (95+) exceedance percentiles, this is partly areflection of the broadly-based nature of the suitability curves. It would not preclude thepossibility of greater habitat reduction for other specific invertebrate species in the studyrivers. Habitat for macrophyte species was also consistently high.

•Habitat calculated for fish species was much more variable, with optima varying between40% area (adult dace in Millstream) and 1.6% area (spawning trout on Gwash).Variability in habitat, calculated as (5 percentile habitat)/(95 percentile habitat) variedbetween 1.3 (adult trout on Lamboum) to 1300 (adult dace on Blithe and Millstream). On

111 the cyprinid streams, dace habitat showed a consistent, severe reduction in habitat at low flows, while roach habitat levels were maintained at low flows. For brown trout, dace androach, spawning habitat levels were difficult to interpret, and widely differing WUA v Qrelationships produced comparable spawning habitat duration curves. This suggests thatsignificant information was being lost in the construction of the duration curves.

Differences between life stages on the same river showed some consistency, often whereadult habitat was highest, juvenile habitat was lower and fry habitat lowest, and vice-versa, although there were some exceptions. For brown trout on the Exe, Wye,Lymington, roach on the Blithe and Millstream and dace on the Blithe, fry habitat levelsat high exceedance percentiles were greater than corresponding percentiles for adults,consistent with a greater preference for fry for low flows. Fry dace on the Millstream andbrown trout on the Gwash showed the opposite tendency.

Differences in the known territory requirements of different life stages would provide auseful comparison, especially regarding the areas required for spawning.

This report has highlighted the requirement for greater information on transfer of habitatsuitability curves between different rivers (both within and between ecological groups).

Recommendations for software enhancementCertain additional features in the HABDC software would be highly desirable, inparticular the ability to produce separate duration curves for each year in a time series. Itwill also be possible to enhance the IH flow spell analysis software to produce data on allperiods below threshold in each year of a time series. This could be combined with thetransfer of the software to the PC platform, in preparation for its incorporation into afuture UK version of PHABSIM.

Recommendations for further data analysis

More information is required on how habitat varies in rivers of the same ecologicalgroup, and to compare rivers of different ecological groups. This could be combined withan investigation of 'regional' suitability curves.

•Another useful line of work would be a sensitivity analysis of the effects of alteringpreference curves on both WUA v Q relationships in different rivers, and time seriesmethods such as duration curves. One way of achieving this could be with a set of'parameterised' suitability curves, specified by mean and standard deviation.

Sensitivity analysis of the influence of systematic errors in the flow time-series on habitatduration curves (and low habitat spells) would also be useful, especially given the•EA Technical Report W19 25

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requirement to sometimes transfer a flow time-series from a gauged to ungauged site.Topics in forthcoming 11-1research on low flow estimation such as flow time seriessynthesis and seasonal duration curve estimation are highly relevant to this work (NRAR&D Note 330, Gustard et al. 1995).

Better ways must be sought to display information such as habitat duration and spellcurves. There is certainly scope for further modification and adaptation of existing lowflow' analysis methods as applied to quantitative habitat analysis.

Although not attempted in this report, there may be some merit in applying regionalhabitat suitability data to a river model even where species are not found (or rarelyfound), for example brown trout in the Millstream. This would indicate whether physicalhabitat, or some other factor such as water quality or inter-species competition waslimiting.

This report has only touched on the influence of critical periods of habitat. The use of'effective habitat' analysis (Bovee 1982) should be investigated in the UK as a precursorto linking WUA more closely with biomass estimates fromfish surveys.

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An example WUA v Q curve

•30 30

25 25

20 20

• 15 15

•10• 10

5- 5

-

Absolute values of habitatwuA i4 (ln babrtat) WUA%(totaltablet)

-

• oo so 100 150 200

so 100 150Chscharge(%MF) Oncharge(SWF)

Shape of cone at low flows Shape of curve at highflows

WUA%(totaltabnat) WSIA%(totalballet)

200

•30

25

30

25

• 20

20

• 15•

15

10

10

5 -

5 -

0 0

'

0

o so leo 150 200 0 50

t

100 150 200Discharge(%MF) Discharge(%MF)

Slope of curve Doubte-peaked areW1JA%(totalbat>nat) WUA%(totalbabas!)30 30

•25 25

20 • 20

15 - 15

10 _Apr 10 45 - s -

o ' oo

100 150 200 o 100 150 200

Discharge(%MF) Ducharge(%W)

Figure 5.1. Variations in WUA v Q relationship

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REFERENCES

Armitage, P.D. & Ladle, M. (1989) Habitat preferences of target species for applicationin PHABSIM testing. A report to the Institute of Hydrology,pp 56.

Bartholow, J.M. & Waddle, TJ. (1986) Introduction to Stream Network Analysis.Instream Flow Information Paper No. 22. U.S.D.I. Fish and Wildlife Service Biol. Rep.86(8).

Bartholow a al. (1993). A Salmonid Population Model with Emphasis on HabitatLimitations. Rivers 4, 265-279.

Bovee, K.D. (1982) A Guide to Stream Habitat Analysis Using the Instream FlowIncremental Methodology. U.S. Fish and Wildlife Service, lnstream Flow InformationPaper No. 12, FWS/OBS - 82/26.

Boyce, K.D. (1986). Development and Application of HabitatSuitability Criteria for Usein The Instream Flow Incremental Methodology, US Fish& Wildlife Service InstreamFlow Information Paper No. 21.

Bovee, K.D. (editor) (1995). A comprehensive overview of the Instream FlowIncremental Methodology. National Biological Service, FortCollins, Colorado.

Bullock, A., Gustard, A. and Grainger, E.S. (1991) Instream Flow Requirements ofAquatic Ecology in Two British Rivers. 111Report No. 115.

Capra H., Breil, H. and Souchon, Y. (1995). A new tool to interpret magnitude andduration of fish habitat variations. Regulated Rivers: Research and Management, Vol 10,281-289.

Cheslak, E.F. and Jacobson, A.S (1990). Integrating the Instream Flow IncrementalMethodology with a Population Response Model. Rivers I 264-288.

Elliott, C.R.N., Dunbar, M.J. and Gowing, I.M. (I 995a). Assessment of the Potential useof the Physical Habitat Simulation System (PHABSIM) to Assess the Impact of FlowModification on Juvenile Fish Habitat in the River Thames. Draft Final Report. Instituteof Hydrology Report to EA Thames Region.

Elliott, C.R.N. and Johnson, I.W. (1995b). Assessment and Design of HabitatImprovement / Restoration Procedures. Institute of Hydrology Report to MAFF, ProjectFD0505.

Gordon, N.D. McMahon, T.A., Finlayson, B.L. (1992). Stream Hydrology, anIntroduction for Ecologists. John Wiley and Sons, Chichester,UK.

Gore, J.A. (1989) Models for predicting benthic macroinvertebrate habitat suitabilityunder regulated flows. In 'Alternatives in Regulated RiverManagement' (eds. Gore, J.A.& Petts, G.E.), CRC Press Inc, Baton Rouge, Florida, 253-265.

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Gore, J.A. & Nestler, J.M. (1988) Instream Flow Studies in Perspective. RegulatedRivers: Research & Management 2, 93-101.

Gustard, A., Cole, G., Marshall, D.C.W., & Bayliss, A.C. (1987) A study ofcompensation flows in the United Kingdom, Institute of Hydrology Report No 99.

Gustard, A., Bullock, A, Dixon, J.M. (1992). Low Flow Estimation in the UnitedKingdom. Institute of Hydrology Report No. 108.

Gustard, A., Young, A., Bullock, A. (1995). Scoping Study to Develop Design Tools forLow Flow Estimation. NRA R&D Note 330. Institute of Hydrology.

Harvey et al. (1993). A Physical Process-biological Response Model for SpawningHabitat Formation for the Endangered Colorado Squawfish. Rivers 4, 114-131.

Hearne, J.W., Armitage, P.D. (1993) Implications of thc annual macrophyte growthcycle on habitat in rivers, Regulated Rivers, in press.

Heggenes, J., (1990) Habitat Utilization and Preferences in Juvenile Atlantic Salmon(Salmo solar) in Streams. Regulated Rivers: Research and Management, Vol.5, 341-354.

Institute of Hydrology, (1980) Low Flow Studies. Institute of Hydrology Report.•

Jager et al. (1993). An Individual-based Model for Smallmouth Bass Reproduction andYoung-of-year Dynamics in Streams. Rivers 4, 91-113.

IDJohnson, I.W., Elliott, C.R.N., Gustard, A., Armitage, P.D., Beaumont, W., Ladle, M.,(1991) Data requirements and data collection procedures for application of the instreamflow incremental methodology in the UK, Institute of Hydrology report to the NationalRivers Authority.

•Johnson, I.W., Elliott, C.R.N., Gustard, A., Armitage, P.D., Ladle, M, Dawson, F.H.,Beaumont, W. (1993a) National Rivers Authority Project 82.I Ecologically acceptableflows Report. Institute of Hydrology report to the National Rivers Authority.

Johnson, I.W., Elliott, C.R.N., Gustard, A., Clausen, B. (1993b) River Allen instreamflow requirements, Draft final report, Institute of Hydrology report to the National RiversAuthority.

Johnson, I.W., Elliott, C.R.N., Gustard, A., Yaqoob, S., Fairhurst, A., Blackburn, J.H.,Armitage, P.D., and Ladle, M. (1993c). Quantitative Environmental Assessment of RiverFlood Defence Schemes. Final Report. MAFF Project FD0503. Institute of Hydrology.

Johnson 1.W., Elliott C.R.N. and Gustard A. (1994a). A guide to field data collection techniques for application of the Instream Flow Incremental Methodology using thePhysical Habitat Simulation System (PHABSIM). Institute of Hydrology.

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Johnson I.W., Elliott C.R.N., Gustard, A. (1994b). Ecologically acceptable flow regimes:River Bray at Leehamford, River Bade at Perry Weir. Final Report to National RiversAuthority South Western Region.

Johnson I.W. and Law, F.M. (I 995a). Computer models for Quantifying the Hydro-Ecology of British Rivers. J.CIWEM 9, 290-297.

Johnson I.W. and Elliott C.R.N. (1995b). Habitat Modelling and Instream FlowRequirements: River Piddle. Draft Project Report. Instituteof Hydrology:

Johnson I.W., Elliott, C.R.N. and Gustard A.G. (1995c). Modelling the effect ofgroundwater abstraction on salmonid habitat availability in the River Allen, Dorset,England. Regulated Rivers, Research and Management 10229-238.

Jowett G. (1992). Models of the abundance of large brown trout in New Zealand rivers.North Am. J. Fish. Manage. 12, 417-432

Lamb, B.L. & Doerksen, H.R. (1987). Instream Water Use in the United States-WaterLaws & Methods for Determining Flow Requirements. National Water Summary 1987-Water Supply & Use: lnstream Water Use, 109-116

Mann, R.H.K, (1973) Observations on the age, growth, reproduction and food of theroach Rutilus rutilus (L.) in two rivers in southern England.J. Fish Biol. 5, 707-736

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Milhous, R.T. (1986). Development of a Habitat Time Series.Journal of Water ResourcesPlanning and Management, 112, 145-8

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Milhous, R.T. (1990a). User's Guide to the Physical HabitatSimulation System - Version2. Instream Flow Information Paper No. 32. U.S.D.I. Fishand Wildlife Service Biol. Rep.90

Milhous, R.T., Bartholow J.M., Updike M.A. and Moos, A.M. (1990b). ReferenceManual for Generation and Analysis of Habitat Time Series - Version II. Instream FlowInformation Paper no. 27.S Fish and Wildlife Service Biol.Rep. 90(16).

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Nestler, J.M., Milhous, R.T., Layzer, J.B. (1989). Instream Habitat Modeling Techniques.In: Alternatives in Regulative River Management, J.A. Gore and G.E. Petts (Editors).CRC Press, Boca Raton Florida, pp295-315.

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Petts, G.E. (1990). Application of the Instream Flow Incremental Methodology in theUnited Kingdom. Report by the Freshwater Environments Group, Dcpartment ofGeography, Loughborough University of Technology.

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Souchon, Y., Trocherie, F., Fragnoud, E., Lacombe, C,. (1989) Instreann FlowIncremental Methodology: Applicability and New Developments. Revue Des SciencesDe L'Eau, 2, 807-830.

Trihey, E.W. & Wegner, D.L. (1981) Field Data Collection Procedures for use with thePhysical Habitat Simulation System of the Instream Flow Group. Cooperative InstreamFlow Service Group, Fort Collins, Colorado.

•Vogel, R.M., Fennessey, N.M. (1995). Flow duration curves II. A review of applicationsin water resources planning. Water Resources Bulletin 31, 1029-1039.

•Winfield, I.J., Towsend, C.R., (1991) The role of Cyprinid fishes in ecosystems.Cyprinid fishes, systematics, biology and exploitation, Ed Winfield, I.J., Nelson, J.S. Pub.London, Chapman & Hall, pg 552-571.

Young, A.R. (1992). Micro Low Flows 1.31. User Guide and Technical Reference.Institute of Hydrology.

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APPENDIX A. SUMMARY OF GAUGED FLOW DATA ANDHABITAT STATISTICS

Exe(MF0.183,X=flow)Trout (X=WUA)AdultJuvenileFrySpawning (Nov-Dec)Wye (MF=1.7 cumces,X=flow)Trout (X=WUA)AdultJuvenileFrySpawning (Nov-Dec)Blithe(MF1.04 cumecs, X=flow)Dace (X=WUA)

AdultJuvenileFry

Spawning(March-April)Roach (X=WUA)AdultJuvenileFry

Spawning(April-June)

Itchen(ME5.40 cumecs, X=Q%MF)Trout (X=WUA)

AdultFry / Juvenile

Spawning (Nov-Dec)Lymington (ME 1.01comas. X=4::)%MF)Trout (X-TWUA)

AdultJuvenileFry

Spawning (Nov-Dec)Millstream (MF 0.93cumecs, X=Q%MF)Dace (X=WUA)AdultJuvenileFry

Spawning (March-April)Roach (X=WUA)AdultJuvenileFry

Spawning(April-June)

SummerX mean

10.79.6115.9

67.1

15.3 13.5 14.0

66.8

2.274.168.7114.2

19.018.023.0069

90 _5

-23.617.1

53.9

2.77 1.33 26.5

14.37.065.51412

17.016.516.0

0.635

X5

22.918.919.7

20.0 19.4 18.1

12.59.7211.119.0

23.922.424.31.92

-25.9 21.5

10.2 3.85 31.5

40.113.38.2

50.2

20.620.923.21.08

XSO

31.7

7.016.8818.7

33.9

15.8 12.2 15.0

48.0

0.353.969.4512.0

19.318.024.00.48

84

25.0 19.3

11.2

0.890.89

29.76

59.3

7.587.145.7647.6

18.418.119.00.57

X95

8 2

1.60 1.61 8.60

6.91

8.96 7.04 7.37

30.0

0.010.674.361.74

13.914.018.00 17

53.0

17.78.21

4. 77

0.260.26

7.6

10 2

0.030.452.8218 3

7.397.444.920.44

X51X95

1412

2.3

2.2 2.8 2.5

130015

2.5106

1.7 1.614 7 1

1.5 2.6

4015

4.1

130030

3.02.7

2.8 2.8 4.72 5

Winter X mean

15.3 12.9

2.2

133

14.9 12.0

2.06133

6.33 5.83

20.7 19.5

HO

22.815.57 98146

5 44 2 03

1.66

21.9 6.13

15.1 14.3

X5

.-n/a

19.2

20.0 19.4

4.04

30.3 11.2

25.3 24.5

25.9 21.5 14.2

10.54.1

5.17

40.413.0

20.4 20.7

XSO

100

_16.2 12.3

1.0773.1

14.3 10.9

2.06 67.4

1.60 5.77

21.0 19.5

105

24.316.97.3883.8

5.51.73

0.82114

32.0 7.45

17.2 15.3

22.6

33.0

X95

27.9

4.34 3.90

0.08

10.05.84

0.04

0.031.12

14.9 14.8

59.0

16.47.131.3914.3

0.42 0.42

0.13 25.3

0.45 0.44

6.97 7.09

X51X95

n/a 4.9

..)

3.3

100

100010

1.7 1.7

1.63.010

25 10

22

90 30

2.9 2.9

444444444444•4

4

•4

•4

•4

4

••••

EA Technical Report W19 32

Page 45: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

DLa m bourn(N4 F=1.31cumces, X=Q•41‘111Trout (X=WUA)

105.3

99.4 34.1

94.9

76.1 40.2

Adult 24.5 26.5 25.5 19.8 1.3 22.6 26.4 23.2 17.1 1.5D Fry / Juvenile 23.1 26.9 24.3 15.9 1.7 20.2 26.6 20.4 12.2 2.2

Spawning (Nov-Dec)

12.1 14.2 12.0 9.99 1.4

D Cwash(MF=0.90tu men, X=Q%MF)

85.1

69.8 30.7

115.5

85 31.9

• Trout (X=WUA)

Adult 10.4 17.7 9.33 3.50 5.0 9.06 17.5 7.71 1.51 12• Juvenile 6.5 9.09 6.59 2.33 3.9 5.77 9.07 ...5.73 1.28 7.1

Fry 5.25 10.8 4.86 0.16 68

D Spawning (Nov-Dec)

1.60 2.61 1.98 0 nia

•••••

EA Technical Report WI9 33

Page 46: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

APPENDIX B. RELATIONSHIPS BETWEEN WEIGHTEDUSABLE AREA (WUA) AND DISCHARGE (Q)

-

34

Page 47: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

• WJA(11510X4o)

WUA (m2/1000m)

Brown TrOUt(IFE B2A Curves)

WUA (% total available habitat)

Brown Trout (WE Bit Cuntes)Wua % (WM50480

1.CCO

25

AMA AMA

800

Arena 20

Juvenis

• 503

15

SP4444800 -•

SpaTenng• 400

0 10•

•200 0

5

L.

0

0

0 05

15

2 0200

400600 800•

DuscharGA(0454040

Nunn, (%MF)

Invertebrates

Invertebrates

• WUA(AW103041)

WUA(%lotshab01)

1KO

50

CNorop Ch 10/0P

• 1.403 1.200

Mut& 40

I.e uar

•• 1OW

30

-

20

• &CO

403

10

• 200

0

000 5

Dwol004(44.0.04)15

20200

400500orscrwoo(/8519

eoa

Total habitat

WUA080000TO

• 4=0

TotMb

3020

• LOCO

• LOCO-

00 05 15 2

Chschamo(54A455)

Figure Bl. River Exe: habitat vs discharge relationships

EA Technical Report W19 35

Page 48: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WLIA (m./1000n)

3.0D3

WUA (m2/1000m)

Brown Trout (WE 82.1 Curves)

WUA

25

WUA (% total available habitat)

Brown Trout (IFE 82.1 Curves)(Io!al 444431)

AduilAdv.

2.500

Juvenal, 20

Intonate

2003r

• Fry

15 -

1.500

SP ‘4:4'4410

Spating

10

1.000

4-

500

5 -

o

0

o 1 13 • 5 50 100150 203 250 300

Dtscharge Ions)

DI$4.41434(14MF)

MIA (rn510004)

12.000

10.000

13.000

6.030 -

2.000

00 I 2 3

13.schato• (area)

Lew

Poty F1av

• Flamm

5

Invertebrates and MacrophyteWUA total +.1,0”

aoLa..=70 -

Poly Flay

• Rarunc

50 1W 150 200 250 303Drscharge(10.1F)

Invertebrates and Macrophyte

eTh

60 -

50

40 -

30

20•

10

0

Total habltatWUA (mU1000m)

16.000

14.000

12.000

10000

8.003

6.003

2.000

00 2 3 • 5

Dacharge (cornea)

Figure B2. River Wye: habitat vs discharge relationships .

EA Technical Report WI9 36

Page 49: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••••••tt•••••••••••••••••••••••

WUA (m2/1000m)

RoachWUAW/103.3”1

3.500

3.000

2.500

2.00

1500

1,C00

500

000 51I 322.53

own ripe (cuss)

Dacewto, toT1:1003n4

5.000

4,00

3000

2003

1.003

00 SII S22 5

°whole lesassa)

Invaebbntes and MacrophyteWILAW/112C0m)

5000

&OM

1.030

oo0511 522 53

Der." rip (earoks)

Total habitatVIVA (MIID:°m)

WUA (% total habitat)

RoachMIA1%MS N•3120

320

300

300

Mut

inia

•SpoWnec•

33

25

20

15

MIA

Amnia

07

SCOActo

10

5

050100193203250

Osthrge (%1.49

Dac•WUA (% mad harm)

Mon

June.%

Spavesre

40

30

10

AtkOl

SSTS@

PT

SPSna0

10

30050100150203250

Csulurp (%149

Invertebrates and MeciophyteWUA (%10141liabtag

Gwent/

Poly Flay

5o

40

30

Gower

Poky Flaw

Nt

20

10

ooso100150200250

Dischato• (10.10

River Blithe

14.030

12,030Tot HS

10.030

8.00

LOX

I.033

2.00

0o0 SIIS22 53

0 Ww9t 13200,3s)

Figure 83. Habitat vs Discharge Relationships:

EA Technical Report W19 37

Page 50: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA (mV1000m) WUA (% total habitat)

MIA (W/1000m)

5.000

4.030

Brown Trout (Wessex NRA Curves)

%WA (t tots lublet)

30

25

Brown Trout (Wessex NRA Curves)

tha

FrOw

ADA

ry/Ju•

3.000

30•041830 20

0404.3433

2 000 •

15

IC

0

0

D4020 40 6040100 120 (40

Ordwo• loath)

Man, os kw)

Brown TroutE 132.1 Cries)

Brown Trout ((FE 621 Cries)

WUA 01W1000m)

SALM(% 100 ho.b1011

3.500

20

0001Ada

3.000

2 SCO

4u4•4141

Ns*

2 COO

10

1 500

SOO

0 2 4DO2040 60 SO icein 140 160

Cledwg• (OarneC3)

CtSCIIV40 fth 44)

Invertebrates

Invert abet es

MIA we/1000ov

MIA Esttete nattist)

12.000

70

EpsomE4Sunt

10 000

C.34440/60

carewt.

• SO

40

6.000

30

4 000

20 .

2 000

10•

° 0 2 40020

Dectthaos (agree)40 40 so100120

causens (% 34.)

HO tee

Macrophyles

Macrophytes

WuA wW1000/16

YAM (NoMY hob, 0

7 020

40

RthourcRVILCIL

6.000

Nifty

none5 000

030

0000

20

3 000

2.000

10

1.000

00 2 4 a00 20 a 4010100(20 140 160

Dectwo• (omen

01schoor 111411)

Total habitat

%VW (l1/10:0e)

Total nab

•Dadante lona)

Figure 84. River ltchen: habitat vs DisCharge Relatibiz§hips

EA Technical Report W19 38

20.000

15 000

102:03

3 OM

Page 51: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA (m2/1000m) WUA (% total available habitat)

503- r

0o 0 5 1 I 5 2 2.5 3

Disch440. (comma)

Invertebrates

2.500

2.000

1.500

1....

W.th (nWICOOrn)

3.503

3 OCO

2.003

1.503

1.000 -

SCO

VILA (% Iota hamm)

30

25

20

• 00 5 1 1.5 2 2.5

Orschwas (cameo)

050 100 150 203 250 300

13Khan (%&IF)

Roust.

Namur

40

30

20

Ramon

Nastur.

0

Macrophytes MacrophytesWJA (% total habtra)

50

0o 05 I 1.5 2 2 5 3

Dn.?) (1610)

Total habitat

50 100 150 200 250 300

Dactarge (SWF)

WJa (rIIVIOCCan)

121:03

10.0O3

Brown Trout (IFE B2.1 Curves)IALIA (m1/1030m)

3.000

. .

0 0 5 1 1.5 2 2.5 3

aschage (mews)

Figure 135.River Lymington: habitat vs discharge relationships

•EA TechnicalReportWI9

•39

0

5

050 100 I SO 203 250 3C0

Oncharge (WS)

Invertebrates

15

10

5 .

Adult

Ammar,

• Fry

spe5rov

Brown Trout (IFE 82.1 Curves)WJA%(total babb31)

as

30

25

20

IS

10

Mutt

anima°

• Fry

sparang

(Th

Tot nab

Page 52: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA (m2/1000m) WUA (% total habitat)

W1JA (rn510D0rn)

1.400

1200

1.000

1300

600

400

200 -

Roach RoachWJA total t atria)

25Mull

-extender 20

0Fry

15

Spawning

10

5-

Mull

Juvenile

Fry

•Spawning

0 01 2 3 4 5 0 103 200 300 400 500

01.1C11enjeCarnal:a) Discharge (%1.16)

WIJA (rn3/100011)

3.500

3.003

2.000 -

1.500

1.000

Dace DaceVMA (%total hetet%)

eoMull

soJuvenile

Fry 43

Spawning 30ice

20

Mull

Juvenile

Fry •

Speowng

500 10

01 2 3 4 5 0 103 200 300 400 503

Drscharge (carnets) Discharge (%131F)

Invertebrates and MacrophyteWUA (m1/1000n6

3.500

3.000 -

2.000 (

1.500

•1003

Invertebrates and MacrophyteWJA Iota Nag)

eo

50

40

o anunat

Levee.

0 Swum.

Lauer.

RanunC.

20 •

500 10 •

0 0 . .1 2 1 4 5 O 103 20() 300 500

Dndiarge (cameo) Discturge (%I•1F)

Total habitat'ANA (mq100Orn)

13000

6.000 •

Tot MO.

4.000

2,000

0 •

1 2 3 4 5

Discharge Cann)

Figure B6. Millstream: habitat vs discharge relationships-

EA Technical ReportW19 40

Page 53: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••

•••

WUA (rn2/1000m)

Brown Trout (Wnsex NRA Curves)Wa 0•1410054

4.003

2 OW

1KO

00345

Crodurpr (ons)

Brown TrOut (WE Et2.1Own)OW11030e0

2303

2 ow

1103

I CCO

00234 5

Ceenewelona)

1/1vOrtObrenWa 001 02001

SOO

4403

3.000

2.003

1,00)

0 0234

Ctch4,74(ono.)

Mac201141Y1o0. 1413A111r1C031

S.=

S.CCO

45033500

2.000

1.003

00I23 4

000 •1011010•011

Total habitaAU* (s*103011120030

15MO

WUA

WUAMa. nabon))

20

25

20

15•

10

5

0

0100

MAC% tail Paten)

20

IS

10

00ICO

WU..col SSC)

35

33

25 •

20

15

10

0

0103

%SAC%Kul mow/53

.0

(% total habitat)

Brown Trout Messax URA Curves)

200303400Deems ClskW)

Brown Trout (ISE B2.1 Cry's)

201300400Cuero Metal

Invertebrate,

•21:0KOCO ChOarge15 1.1F)

Mactollthetos

•203300603Dollop fit MI)

500

503

500

ASS

rytfree•

• SP•4"•11

MIA

Frrs

Sean

Sawa

it5Pwring

Gen

Itrry Dew •

RIry.Ca •

ftrut

N40.1

fir

Rtessis

Nag 0

20

2,,

10

aoo 100 500

Tam we

•10000

002 3 •

Wen Conga)

Figure B7. River Lambourn: habitat vs discharge relationships

EA Technical Report W19 41

Page 54: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA (m2/1000m)

Brown Trout (WE 132.1Curves)WtJA (rn'/1000m)

1 400

1.200

1.000

800

600

100

200

000.511.52

Discharge (cornea)

Adult

Juvenile

• Fry

Spawning

WUA(% total available habitat)

Brown Trout (IFE 62.1 Curves)W1JA % (total Data)

20

Adult

15Juvenile

Fry

910Spawning

5

0050100150200

Drscharge (%P.AF)

Invertebrates and MacrophyteVAJA (mV1000m)

3.000

2.500

2000

1.500

1.000 C 3

500

00.511 52

Discharge (cumecs)

Invertebrates and MacrophyteNAM (% total habitat)

10

30

20r

_110 •

0

010100150200

Discharge (%154F)

Gam mar

Samos.

Wastur.

Gunnar.

Sark.

• Nastur.

Total habitatAIDA (m11000m)

8000

6000

Tot hab

1.000

2.000

00 0.5 1 1.5 2

Discharge (cornea)

Figure B8. Habitat vs Discharge Relationships: River Gwash

EA Technical Report W19 42

Page 55: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

•••

APPENDIX C. HABITATTIME SERIES AND DURATION• CURVES

Page 56: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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ll

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li4oa

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Page 57: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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••

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Page 58: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 59: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Exe - brown troutFlow Total HabitatArea

3,900

3,700

3,500I

3,300 1

3,100

2,900

2,700

2,500

5 020 30 50 70 80 90 95% of time exceeded

Flow

(%

MF)

Total

Area

00

I()O0n0

11 II I1 15 10 20 30 50 70 80 90 95% of time exceeded

1,000

500

1....11••••1 I I 1200

IGO

50

I I I 11 I 1 *. ------- ...20 J

1 I 1101 1 1 1 1I I I I 11 11

52

••• 11 11 1 1•

Summer Winter

Adult Juvenile

50

WUA

(%

habitat

available)

Spawning

50 . .

11November-

20 December

111

1 I

I I I

I I

5 10 20 30 50 70 80 90 95

% of lime exceeded

1 11 1 1I I I I I I

1 "L

I 1

i I

1 11 1

5 10 20 30 50 70 80 90 9

% of time exceeded

Fry

5 10 20 30 30 70 80 90 95

% of time exceeded

50

10 20 30 50 70 80 90 9% of time exceeded

10

5

2

1

0.5

0.2

0.1

50

30

2 20

tt

1.3 10

-= 5.3%.*

3

2

t4

Figure CI.4. River Exe: Habitat duration curves for brown trout (all life stages) using 16years of daily meanflow data (1966-1981)

EA Technical Report W19 47

Page 60: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Exe - invertebrates

Summer WinterChloperlidae (A) Leuctridae (A)

I I I

....

10 20 30 50 70 80 90 95

% of time exceeded % of time exceeded

50

T.-•.•

.........

I

20 30 50 70 80 90 95

2

5 10

50

ci 30TSfa 20

toCS

D 3

2

Figure C1.5 . River Exe: Habitat duration curves for invertebratesusing 16years of dailymeanflow data (1966-1981)

EA Technical Report W19 48

Page 61: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 64: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

EA Technical Report W19 52

Flow

River Wye - browntroutTotalHabitat Arca

1,000

500

200

100

2 50

g 20

10

5

2

11 1 1

1 11 11

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(m'/1000m)

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14,000

12,000

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% of time exceeded

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1 1 1

1 1 1

$ 0 20 30 50 70 80 90 95% of timeexceeded

50

1

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Figure C2.4.. River Wye. Habitat duration curvesfor browntrout using-16years of daily meanflow data (1966-1981)

50

302020

WUA

(%habitat

available)

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(%habitat

available) 10

5

3

2

1

5 10 20 30 50 70 80 90 95

% of time exceeded

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2

1

0.5

0.2

0.15 10 20 30 50 70 80 90 95

% of timeexceeded

Page 65: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Wye - invertebrates and macrophytes

Summer Winter

Leuctridae (A)

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(%

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% of time cxceeded

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% of time exceeded

Figure C2.5. River Wye: habitat duration curves for invertebrates and macrophyte using 16years of daily meanflow data (1966-1981)

EA Technical Report W19 53

Page 66: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 67: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 68: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 69: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 70: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 71: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Blithe - daceFlow TotalHabitatArca

1,000 13,000

• 1 1

s% I 12,0001 1

1 1

1 1 1 1

1 1 1 1

500 •••*"

200

100

2 50

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t- 1 < 0.5tl 31N. 0.2

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it0.110 20 30 50 70 80 90 95

%of time exceeded

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5

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5 10 20 30 50 7 80 90 95 5 10 20 30 50 70 80 90 95

% of time exceeded % of time exceeded

Figure C3.6. River Blithe: habitat duration curvesfor dace using 16years ofdaily mean flowdata (1966-1981)

EA Technical Report W19 59

Page 72: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA

(%

habitat

available)

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30I

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5

3

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1

0.5

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0.2

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50

exceeded

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1

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% of time exceeded

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10 20 30 50 70 80 90 95% of time exceeded

10 20 30 50 70 80 90 95

% of time exceeded

Fry

Figure C3.7. River Blithe: habitat duration curvesfor roach using 16years of daily meanflow data (1966-1981)

...

EA Technical Report W19 60

Page 73: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Blithe - invertebrates and macrophytes

Summer WinterPolycentropur flavornat Wants Gammaridae (abundance)

50

30

.013 20

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5 10 20 30 50 70 80 90 95% of time exceeded

% of time exceeded

% of time exceeded

Figure C3.8. Habitat duration curves for invertebrates using 16years of daily meanflow data (1966-1981)

EA Technical Report W19 61

Page 74: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 75: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 76: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 77: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Flow Total HabitatArea

200

100u":

1,000

R iver Itchen - brown trout

500

l I 1 'g 20

10

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% of time exceeded

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I I

I

% of time exceeded

5 10 20 30 50 70 80 90 95

% of time exceeded

Figure C4.4. River lichen: habitat duration curvesfor brown trout using 16years of dailymean flow data (1966-1981)

EA Technical Report W19 65

Page 78: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Itchen - invertebrates and macrophytes

Ephemeridac(A)Summer Winter

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50 50 r

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es 20C3

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5 10 20 30 50 70 80 90 95% of time exceeded

% of time exceeded

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% of time exceeded5 10 20 30 50 70 80 90 95

% of time exceeded

Figure C4.5. River Itchen: habitat duration curves for invertebrates and mocrophytes using16 years of daily mean flow data (1966-1981) -

EA Technical Report W19 66

Page 79: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 82: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lymington - brown troutFlow TotalHabitatArea

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Figure C5.4. River Lymington. habitat duration curves for brown trout using 16years of dailymean flow data (1966-1981)

EA Technical Report WI9 70

Page 83: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lymington - invertebrates and macrophytes

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Figure C5.5. River Lymington: habitat duration curvesfor invertebrates/ macrophytesusing 16years of daily meanflow data (1966-1981)

EA Technical Report W19 71

Page 84: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 87: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 88: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 89: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Millstream - daceFlow Total HabitatArea

0% of time exceeded % of time exceeded

Summer WinterAdult Juvenile

2

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11

11

Total

Area

(rn'Il000m)

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% of time exceeded % of time exceeded

Figure C6.6. Millstream: habitat duration curvesfor dace using 16years of daily mean flowdata (1966-1981)

EA Technical Report W19 77

Page 90: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Millstream - roachFlow Total Habitat Area

5

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50

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Figure C6.7. Millstream: habitat duration curvesfor roach using 16years of daily meanflow data (1966-1981)

EA Technical Report WI9 78

Page 91: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Millstream - invertebrates and macrophytes

Flow Total 11abttatArea

% of time exceeded% of time exceeded

I II II I I II I

\

% of time exceeded

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Figure C6.8. Millstream: habitat duration curves using 16years of daily meanflow data(1966-1981)

EA Technical Report W19 79

Page 92: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 93: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 94: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 95: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

RiverLambourn- browntroutFlow TotalHabitatArca

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Figure C7.4. River Lambourn, habitat duration curvesfor brown trout using 16years of dailymeanflow data (1966-1981)

EA Technical Report W19 83

Page 96: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lambourn - invertebrates and macrophytes

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5

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Figure C7.5. River Lambourn, habitat duration curves for invertebrates and macrophytesusing 16years of daily mean flow data (1966-1981) . _ . .

EA Technical Rcport W19 84

Page 97: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 98: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 99: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 100: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Gwash - brown troutFlow

I 1III 8,000

' I II

7,500I

8

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% of timeexceeded

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available)

30

10

3

1

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0.1

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Figure C8.4. River Gwash: habitat duration curves using 16years of daily mean flow data(1966-1981)

EA Technical Report W19 88

Page 101: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Gwash - invertebrates and macrophytes

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5 5 0 20 30 50 70 80 90 95

% of time exceeded

Nasturtium

50

5 10 2030 50 70 80 90 9% of time exceeded

Figure C8.5. River Gwash: habitat duration curves for invertebrates and macrophytesusing 16 years of daily mean flow data (1966-1981)

EA Technical Report W19 89

Page 102: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

APPENDIX D. FURTHER ANALYSIS: MISSING VALUES,ADDING FLOW TO A HABITAT DURATION CURVE,SINGLE-YEAR DURATION CURVES AND FLOW &HABITAT SPELL ANALYSIS

...

90

Page 103: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

•••

RiverLymington,Browntroutfry••

t o3..152

.

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ii c%

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300

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91086543

2

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% exceedance

Figure Ala. River Lytnington: habitat duration curve withflows correspondingto habitat alsoplottedNote that thisdoesNOTshowflow erceedancepercentdes.

EATechnicalReportW19 91

Page 104: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

40

30

20.

River Lymington, brown trout fry

300

200

- 10900 41

80

70

60

50

co

40

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8

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5

3 4 •

3

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1 2 5 10 20 a xcadara 80 90 95 98 99

Figure D.I b. River Lymington: flow duration curve wIth

corresponding habitat values for brown trout fry

EA Technical Report W19

Page 105: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lymington, Nasturtium40 300

20030

•20 _100 90BO

• • • 2 w10

7060500

30

• z9

#.3

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8

• 4

7

6

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3

2

2

1 2 5 1020 305070 8090 9598 99

% exceedance

Figure D.2a. River Lymington: habitat duration curve with corresponding flows for NasturtiumNote that this shows habitat, exceedance percentiles, not flow exceedance percentiles.

• EA Technical Report W 19 93

Page 106: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA

(%

available

habitat)

40

River Lymington, Nasturtium

300

30

200

20

100

90

80

70

60

50

10

30 - n

9

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7

6

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3

2

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1 2 5 1020305070 80 90 9598 99

% exceedance

Figure D.2b. River Lymington: flow duration curve with

corresponding habitat values for Nasturtium

EA Technical Report WI9

Page 107: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lymington, Ranunculus40 300

30 200

20 100 9080

••

Car

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5

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2

0-

-T1

Figure 113. River Lymington: habitat duration curve with correspondingflowsfor Ranunculus

Note that this shows habitat exceedance percentiles, not flow exceedance percentiles.•

EATechnicalReportW19 95

Page 108: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

River Lymington, Ranunculus40 300

30 200

100so so70

60

50

40

30

20

10. 9. 87

5

3

2 21 2 5 10 20 30 50 70 80 90 95 98 99

% exceedance

Figure D.3b. River Lymington: flow duration curve with

corresponding habitat values for Ranunculus

20

4

3

EA Technical Report W19 96

Page 109: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

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Page 110: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

WUA

(%

habitat

available)

0.5

0.2

0.15 10 20 30 50 70 80 90 95

% of time exceeded

Figure D5.I. This chart created by ignoringmissing values

50

20

10

5

2

1

1Adult Trout

1

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•1

5 10 20 30 50 70 80 90 95% of time exceeded

Figure D5.2. This chart created by setting all1VUA values corresponding to flows outsiderange of the model to the WUAs at therespective limits ojthe model

1 ,...1 ...

II

I I I1

I IAdult Trout

Figure D5. River Gwash: duration curves for adult trout, examining effects of missing values

EA Technical Report W19 98

Page 111: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

• •

•1,000

•500

•200

Flow

1

EL; 100

...

tc:`) 50

• 0

11-4 20

...

10

5

2

20 MI 511 , 0

90 95 • ce

66 67 68 69 70 71 72 73 74 75 76 77

Figure D6. River Ifye Yearkflow duration curves

EATechnicalReportW19 99

Page 112: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••••••••••••••••••••••••••••••••

Page 113: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Adult brown trout

25

5 5 I0 20 30 50 70 80 90 05 % accedance66 67 68 69 70 7 I 72 73 74 75 76 77

. _

Figure 07. River Wye Yearlyhabitat duration curves

Fry brown trout (summer months only)

20

18

a 16Ct

14ct

co 12I I.\

10

6I0 70 30

Of, 67 OK mi 70 71

50 •0 KO7 7 71 74

99 ° exceedance7i 76 7' °

Figure 08. River Hit, }twilv habitat duration curves

EA Technical Report W19 100

Page 114: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

á

Page 115: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••••••••••••••

300

200

100

Fri50

30

20

66 67

5

68

1069

2070

Flow

3050

7172

7073

8074

90

75

..........

95 %exceedance

7677

••••••••••

FigureD9.RiverLarnbourn:yearlyflow durationcurves

•EA Technical Report WI9 101

••

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wesseo

pire••••••••••••••••••••••••••

Page 117: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

Adult brown troutrn

51020 890 9 o exceedance66 67 68 69 7(1 71 77 73 74 75 76 77

Figure 010. River Lambourn: yearly habitat duration curves

Fry / juvenile brown trout30

25

a)20

cct.—ct

cirs15

465

et

0 !..,:f 10

exceedance6h 6,4 69 70 7 7, 73 74 7 76 77

Figure 011. River Lumboum: yearly habitat duration curves

t Technical Report wig 102

-•

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ww

ww

ww

ww

ww

ww

ww

ww

wW

WW

WW

WW

WW

WW

WW

WW

WW

Page 119: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••-•••• ......

......

....

•• • . . .... ........

31,

Adult brown [Nut

r

Ju‘enlln Hov.m truttr

411

r

..........................

Figure 0I2. Ri er Wye. Flo \N spell anaksis of 16 years of daily flov, habitat data

t•A Fechnical Report W19 103

Page 120: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••••••••••••••••••••••••••••••••

Page 121: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

a

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-orf, 400

......•

=. 200

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600

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Cumulaljconlin0ous dimanoso ("4011441 MudnM 4111411on

5(1

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Figure DI3. River Larnbourn: flow spell analysis of 16 yearsof daily flow ihabitat data

EA TechnicalReportW19 104

0 10 20 40 50 60

( .:onlinuous durations 0)40lImal sluIS duration)

Adult browntrout700

Page 122: aessaassa•••••••••••••••••••••••••case flows) than optimum curve data for exceedance that relationship flow, project B2.l. curve flow

••••••••••••••••••••••••••••••••fr.•