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Chapter 2
WATER QUALITY MODELING MANAGEMENT
PERSPECTIVES AND INITIATIVES
2.1 INTRODUCTION
Generally, this chapter discusses types of model used as an efficient decision support
systems and river basin management. Section 2.2 and 2.3 discusses the types of
deterministic and statistical model and their application in environmental management
especially in river water quality. Section 2.4 focuses on general river management in
Malaysian, especially in the Langat River Basin as well as the use of modeling
techniques in river basin management.
Water quality modeling is one of the important elements in water resource
management. The development of water quality models depend on the various
objectives and purposes, and based on a number of different modeling techniques.
The uses for which river models have been developed include, environmental impact
assessment (climate, river use or land use change (long-term) and combined sewer
overflows or accidental spills (short-term)); flood forecasting; planning and consent
setting; and operational (on-line) management. Modeling techniques may be loosely
categorized as being either deterministic or statistically based.
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2.2 DETERMINISTIC MODELS
Deterministic models attempt to represent all the physical and chemical processes
involved in the mathematical terms, with parameters obtained either empirically or
from available data, or estimated by observation or experience. The differential
equations are usually simplified in order to find solutions that are suitable for the
purpose of the model. Deterministic modeling can generally be divided into 5 types,
(i) hydrological modeling (i.e. the unit hydrograph and mechanistic flow modeling),
(ii) velocity determination, (iii) transport mixing (i.e. the advective dispersion
equation, aggregated dead zone analysis and reactor theory), (iv) kinetic processes
and, (v) pollution from diffuse sources.
Deterministic modeling techniques vary in complexity from simple mass balance
calculations, as used in the model TOMCAT (Bowden and Brown, 1984), to
extravagant catchment-scale hydrological models such as the SHE (Abbott et al.,
1986), which attempt to incorporate a full description of all the processes involved.
Such models may be expensive in terms of data collection, or suffer inaccuracies from
parameter estimation. Solution of the equations involved may require simplifications
and assumptions which detract from the model performance, and experience is
generally required from the user before optimum results are achieved.
Although the movement of water through the hydrological cycle is well understood,
the application of an entirely deterministic modeling technique is limited by the
degree of randomness, particularly in the timing and intensity of precipitation. Thus,
in order to develop models for water resources planning and design, and flood and
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drought risks assessments, a stochastic element must be incorporated. A prerequisite
for stochastic hydrological analysis involves a long, consistent outline of statistical
techniques that are employed in river flow and quality modeling. Generally, most
statistical modeling of the environment involves use of time series analysis and Monte
Carlo analysis. Errors may be encountered in statistical modeling due to linearization,
curve-fitting procedures and parameter estimation, or the lack of a suitable length of a
time-series data. Evolution of deterministic programs can be seen based on
development of several programs. Some of the programs and methods are discussed
below.
2.2.1 QUAL2E and QUAL2E UNCAS
The enhanced stream water quality model QUAL2E is widely used in the United
States as a water quality planning tool for developing total maximum daily loads
(Brown and Barnwell, 1987). Built upon QUAL2E, the model QUAL2E-UNCAS
enables uncertainty analysis, first order error analysis and Monte Carlo simulations to
be performed. The models simulate the major reactions of nutrient cycles, algal
production, benthic and carbonaceous demand, reaeration and their effects on DO,
assuming that the stream is well mixed. They can predict up to 15 water quality
determinand concentrations namely DO, BOD, Temp., algae as chlorophyll a, organic
nitrogen as N, Ammonia as N, Nitrate as N, Nitrite as N, Organic phosphorous as P,
Dissolved phosphorous as P, Coliform bacteria, a non-conservative pollutant,
conservative constituent I, conservative constituent II, conservative constituent III
(Chapra, 1997).
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QUAL2E treats the river as a series of reaches and describes transport by means of
the MCSTR concept, using finite difference methods for equation solution. The model
may be used in conjunction with field sampling for identifying the magnitude and
geochemistry of non-point sources. It can be operated in steady state or time-variable
modes, although at present it can only implement diurnal simulations (Chapra, 1997).
The effects of point source impulse loads cannot be modeled (USEPA, 1995).
QUAL2E has been employed to create a water quality model of the Yarra River
catchment in Victoria, Australia (Ng et al., 1999). It has also been used to compare
various remediation strategies for the Mapocho river in Chile (Dussailant et al. 1997).
QUAL2E also applied to simulate the in-stream processes at Bonello watershed Italy
(Galbiati et al., 2006).
QUAL2E is unsuitable for modeling river systems that vary temporally in terms of
both river flow rate and the discharges that they receive (Shanahan et al., 1998).
Furthermore, non-point source pollution loads are not represented. When these
limiting factors are combined, the assumptions made by QUAL2E may differ
significantly from reality. The successful application of QUAL2E demands
considerable experience from the user (US EPA, 1996). The accompanying user
manual (Brown and Barnwell, 1987) assumes that the prospective modeler possesses
a firm grasp of hydrology and modeling principles. The fact that QUAL2E is the most
established river water quality model available worldwide suggests that in many cases
it may have been applied to situations for which it has not been implicitly developed
(Shanahan et al., 1998). Furthermore, the need to calibrate the model to fit the river
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system under consideration requires the availability of data that describes a pollution
event, due to the overall improvement in water quality in recent years.
2.2.2 MIKE II
In general, the formulation of the Danish model MIKE II (DHI, 1992) is similar to
that of QUAL2E (Rauch et al., 1998). MIKE II, however, discriminates between the
dissolved, suspended and sedimented fractions of organic matter, thereby allowing the
mechanistic representation of sediment oxygen demand and the accumulation, decay
and resuspension of organic matter in the sediment. This feature can improve the
representation of the nitrogen and phosphorous cycles, although MIKE II does not
consider nitrite as an intermediate product. MIKE II was employed in a recent
application involving the assessment of the pollution of the river Buriganga in
Bangladesh (Kamal et al., 1999).
2.2.3 QUASAR
A model that can be used as an operational or planning tool for river management is
QUASAR (Whitehead et al., 1997), which was developed at the Institute of
Hydrology in the UK. The model simulates flow and eight water quality variables as
listed in Table 2.2. Inputs to the model may include tributaries, groundwater inflow,
rainfall runoff, effluent discharges and storm water sewer overflows. The continuous
stirred tank reactors (MCSTR) approach is used to present the advection and
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dispersion of pollutants, and first order reaction equations account for decay and
sedimentation.
2.2.4 Other Programs
Besides the described programs, there are also other models and approaches
developed for water quality modeling. These are summarized in Table 2.1.
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Table 2.1: Others deterministic models widely used in river modeling and management
Model Descriptions
1. HERMES Simulates pollutant concentration profiles along the river system
2. Receiving water
impact nodels
(RIMS)
Assesses the polluting effects of transient discharges
3. Real-time Assessment of Transient Spills
(RATS)
Assesses the polluting effects of transient discharges (Norreys and Clucjie, 1996)
4. Storm Water
Management Model
(SWMM)
Simulates the movement of precipitation and pollutants from the ground surface through pipe and channel networks,
storage and treatment units and concentrations (USEPA, 1993;1998)
5. Systeme Hydrologique
Europeen (SHE)
Physically-based, distributed modeling system for constructing and running models of all or any part of the land
phase of the hydrological cycle for any geographical area (Abbot et al., 1986).
6. HSPF Simulates all the water quantity and quality processes that occur in the watershed (Hydrocomp Inc., 1996).
7. TOPography-based
MODEL
(TOPMODEL)
Represents the runoff resulting from rainfall incident upon ungauged catchments (Beven et al., 1984; Shaw, 1994;
Hornberger et al., 1985; Lamb et al., 1998).
8. Simulator for Water
Resources in Rural
Basins (SWRRBWQ)
Simulates hydrological processes, sedimentation and nutrient and pesticide transport in a large complex rural
watershed (USEPA, 1993)
9. Water, Heat and
Nitrogen SIMulation
Model (WHNSIM)
Quantification of nitrogen dynamics of agricultural fields and the improvement of agricultural prsctises (Huwe and
Totsche, 1995)
10. Agricultural Non-Point
Source (AGNPS)
Predicts soil erosion rates, sediment yield and nutrient transport in agricultural watershed
11. Decision Support system for River
Environment
Assessment
Management (DESERT)
Generates various alternative management strategies and complements Spreadsheet Tool for River Environment Assessment Management and PLANning (STREAMPLAN) (Somlyody, 1997).
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Table 2.1: Continued
Model Descriptions
12. Several dynamic and steady
state models
Simulates of short and long-term changes in catchment acidification (Christophersen et al., 1982).
13. Birkenes An extended version of several dynamic and steady state models used to investigate the effects of
hydrological changes on streamwater acidity (Whitehead et al., 1986).
14. Zero-dimensional model Describes the oxygen concentration and major nutrients processes (Schroeder, 1997).
15. STELLA II Simulates the oxygen minimum.
16. Water Quality Analysis
Simulation Program
(WASP)
This model help users interpret and predict water quality responses to natural phenomena and man-
made pollution for various pollution management decision (Burian et al., 2002).
17. Michaelis-Menten Model This model to predicts the reduction in organic matter and NO3- in river water through the floodplain
filtration (Chung et al., 2005)
18. Air, Land, Water Analysis
System (ALWAS)
This prototype effort investigates the feasibility of linking existing media-specific models into a
comprehensive system that could evaluate reasonable range of multimedia exposure assessment
problems (Hedden et al., 1982).
19. Annualized Agricultural
Nonpoint Source(AnnAGNPS)
This is a batch-process and continuous-simulation watershed model (Bosch et al., 1998).
20. Hydrologic Evaluation of
Landfill Performance
(HELP)
Simulates hydrologic processes for a landfill, cover systems, and other solid waste containment
facilities by performing daily, sequential water budget analysis using a quasi-two-dimensional
deterministic approach (Schroeder et al., 1994).
21. A three-dimensional
subsurface model
(PORFLOW)
Simulates ground water flow and contaminant transport away from the site (Bou-Zeid and El-Fadel,
2004).
22. Pesticide
Emission Assessment at
Regional and Local
(PEARL) scales-model
The PEARL model deals with the pesticide transformation and fate and is linked with the SWAP model
for the water cycle and transport (Tiktak et al., 2000; Bouraoui, 2007).
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2.3 STATISTICAL MODELING
Statistical modeling is about finding general laws from observed data, which amounts
to extracting information from the data. Statistical analysis and modeling involves the
appropriate application of statistical analysis techniques to perform hypothesis tests,
data interpretation, and reach valid conclusions. To be credible, results from
experimentation or testing must be obtained following established statistical
procedures, including experimental design and the appropriate use of statistical
analysis and modeling techniques. Statistical analysis and modeling requires careful
selection of analytical techniques, verification of assumptions, and verification of
data. Descriptive statistics, graphs, and relational plots of the data should first be
examined to evaluate the legitimacy of the data, identify possible outliers and
assumption violations, and form preliminary ideas on variable relationships for
modeling. There are many different statistical analysis and modeling techniques
which have different goals and are appropriate for different types of data.
The most important issue for choosing a statistical model is the presence of adequate
historic data for that model to be effective. Secondly, choosing a model that best
represents the type of data analyzed. A number of basis modeling techniques are
discussed below.
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2.3.1 Time Series Analysis
A time series analysis requires sampling frequency. It also involves the reduction of
the time series which is represented by x1, x2, x3, ………….., xt into a mathematical
expression, where;
xt = f ( Tt, Pt, Et) (2.1)
Tt, Pt, and Et correspond to a trend component, a periodic component and a stochastic
component respectively.
Time series consists of stationary and non-stationary time series. To determine
whether the time series is stationary, i.e that the mean and standard deviation do not
change with time or series length, is by preliminary statistical tests. A non-stationary
time series may contain a linear or non-linear trend component, Tt, which should be
quantified prior to periodic analysis. The long term changes in climate, or the slow
response of a catchment to changes in land use may result in non-stationary time
series. A correlogram of the data may be assembled in order to analyse a time series.
Many publications are available in the application of time series model for
environmental prediction model. For example, (Van Dongen and Geuens, 1998),
successfully applied multivariate time series analysis in modeling the dynamic
behaviour, using only daily routine measurements of biomass and effluent-quality;
Cun and Vilagines (1997), used graphical and statistical time series techniques to
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analyze the trends and specified time changes, in a 90-year record of annual average
value of Seine river water quality data.
2.3.2 Monte Carlo Analysis
According to Whitehead and Yong (1979), Monte Carlo analysis or simulation in
order to obtain forecast in term of statistically-probalistic distributions with associated
uncertainty to aid decision making in water resources management and planning can
be applied. It involves dynamic stochastic simulation repeated a large number of
times, and for each repetition the values of the stochastic input and uncertain
parameters were selected at random from their estimated probability distribution.
Recently, many studies were conducted by researchers in simulation of environmental
problems using Monte Carlo analysis. Brouwer and Blois (2008), used Monte Carlo
simulation in integrated modeling of risk and uncertainty underlying the cost and
effectiveness of water quality measures. Numerical and visual evaluation of
hydrological and environmental models using the Monte Carlo analysis toolbox at
Leaf River Watershed located north of Fort Collins, Mississippi, USA was developed
by Wagener and Kollat (2006). Verbeke and Clercq (2006) studied in their analyses,
with a number of Monte Carlo experiments, how the properties of environmental and
economic time series might affect the Environmental Kuznets Curve (EKC)
empirical. As reported by Bhattacharya and Malakar (2006), Monte Carlo model was
successfully in simulating the effect of extreme events on the extinction dynamics of
faunal species with 2-stage life cycles. Bormann (2005) applied Monte Carlo
simulation technique and rainfall data to evaluate the suitability of the model to be
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used for environmental change studies, finally the detected uncertainties were set into
relation to the effects of environmental change scenarios for different regional scale
catchments in central Benin. Many other Monte Carlo techniques applied in
environmental modeling can be found in Sullivan et al. (2004), Qian et al. (2003), Ma
(2002), Bergin and Milford (2000), Hanna et al. (1998), Annan (1997), and Darkins et
al. (1996).
2.3.3 Multiple-Linear Regression (MLR) Model
MLR models have frequently been used for the purpose of deriving relationship
between independent variables (descriptor) and dependent variables (response). MLR
procedure estimates b0, b1,…, bq parameters of the linear equation:
qqo xbxbby +++= ...11 (2.2)
where the regression coefficients b0, b1,…, bq represent the independent contributions
of each independent variable x1,…, xq to the prediction of the dependent variable y.
The global statistical significance of the relationship between y with the independent
variables is analysed by means of an analysis to ensure the validity of the model in a
quantified manner. In environmental sciences, MLR model are widely used in
environmental modeling (Cohn et al., 1992; Helsel and Hirsch, 1992: Christensen,
2001; Lin, 2001; Schlink et al., 2004; Sousa et al., 2007).
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2.3.4 Design of Experiment (DOE) Model
The principle steps of statistical DOE are selection of response variables, factors and
factor levels, choice of the DOE, and statistical analysis of the data (Bhunia and
Ghangrekar, 2008). Estimation of the effect of individual parameter and two or three
factor interaction effects along with their relative importance in a given process, is
possible using this method. Full factorial design has the advantage in that it is able to
predict response based on few sets of experimental data in which all factors are varied
within a chosen range. Effect of each factor is evaluated under both low and high
range of the remaining factors.
2.3.5 Multivariate Statistical Models (MSM)
MSM are also known as envirometrics or chemometrics and are usually used for
classification of spatial and temporal data. Four main MSM methods widely used for
environmental data are the cluster analysis (CA), discriminant analysis (DA),
principal component analysis (PCA) as well as factor analysis (FA) (Wold, 1987;
Zitko, 1994; Aruga et al., 1995; Momen et al., 1996; Simeonov et al., 2000; Forina et
al., 2002; Gong et al., 2005; Astel et al., 2007). These models are used and
thoroughly discussed in Chapters 4, 5 and 6.
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2.3.6 Other Statistical Models/Programs
There are also other models and approaches developed for statistical water quality
modeling. Among others are stochastic dynamic methodology (StDM) used in
predicting the richness and diversity of passerine surveys in mountain habitats
characterized by variable and, predominantly, non-standard weather conditions
(Santos et al., 2008). Kriging, regression models – also known as scorpan
(McBratney et al., 2003) were used to collate and integrate various land feature digital
layers to the same resolution and coordinate system, and to develop spatial prediction
models based on scorpan and scorpan-kriging methods, for predicting soil attributes
(Odeh et al., 2007). Redundancy analysis (RDA) model is a direct linear gradient
analysis and have been used to evaluate socio-economic factors of land cover changes
(Hietel et al., 2007).
2.4 RIVER BASIN MANAGEMENT IN MALAYSIA
Maintaining river basin management in a sustainable manner is a major challenge.
One of the challenges is in determining point sources and non-point sources of
pollution. It is easier to control point sources of pollution such as industrial discharges
and domestic wastewater. However, surface runoff from agricultural land, which is
seasonal and highly affected by climate is more difficult to quantify and control.
One of the many aspects of river basin management focuses on managing available
water resources to meet the demands of various consumers located within a river
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basin. For example, numerous factors have to be considered in order to respond to
drought conditions and increasing demands, and provide sufficient and good quality
water at reasonable cost to the public. According to Kojiri and Teramura (2003), the
river basin management can be formulated as follows: (1) considering whole river
basin environment in long and short-term, (2) evaluating the objective functions and
the related situations and (3) improving the spatial and temporal factors to conserve
the enjoyable and sustainable life.
The need to control the quantity and the quality of pollution sources entering the river
system makes the management of the river basin much more complex. The
introduction of stricter legislative measures for the control of pollution sources may
not provide the most satisfactory solution as it may contribute to unnecessary
excessive expenditure on pollution control and thus affect the economic development
of the industrial sector. Effectively, there is a need for a system optimization approach
in managing the effluent discharge and receiving water quality for sustainable
development.
2.4.1 IWRM/IRBM: Perspective and initiatives of Water Quality Modeling in
Malaysia
Rapidly growing cities and industries have undermined the quality of many rivers in
Malaysia. Rapid changes in land activities such as deforestation and residential
development and the increasing use of chemicals in agriculture have also contributed
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to the increasing deterioration of river water quality. Thus, there is a pressing need for
a sustainable management of the river basin in this country.
Malaysia has recently adopted IWRM as an innovative approach to manage its water
resources. Clear pronouncements to the effect were found in the Third Outline
Perspective Plan (OPP3) and the 8th Malaysia Plan (MP8) documents. The adoption
provides the necessary impetus to break away from traditional practices characterised
by multiple individualist sector-centred approaches. In line with the current
international trend, the new approach promises to overcome deficiencies in cross-
sector co-ordination, reduce conflicts and inefficiency, and engenders equity.
Countrywide adoption and implementation of IWRM principles and practices have
been hampered by the absence of an enabling environment, which is contributed by
factors including the following:
a) General lack of awareness of IWRM – countrywide;
b) Lack of capacity in implementing agencies (public, private and NGO’s);
and
c) Absence of Best Management Practices (BMPs) in IWRM that is
appropriate to the Malaysian context.
Under the Malaysian Constitution, water is a state matter. Nevertheless when it comes
to water resources development, utilization and management, both the federal and
state governments are involved. This is because the responsibility for water resource
administration is fragmented and is shared among a number of federal and state
agencies, each of them have their own specific involvement in water related issues
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(Welch & Lim, 1987). Their interest in water related matters could be viewed from
any one or more of the following three aspects:
� The planning, development and management of water resources aspect;
� The protection and conservation of water aspect;
� The land-use control and watershed management aspect.
IWRM plans include actions necessary to develop an effective framework of policies,
legislation, financing structures, capable institutions with clearly defined roles and a
set of management instruments (GWP-ToolBox, 2003). The purpose of such
framework is to effectively regulate the use, conservation and protection of the water
resources, balancing requirements for broad economic development and the need to
sustain ecosystems. The emphasis here is on the process of establishing priorities and
actions for integrated management of water resources. Priorities include ecosystem
protection and conservation in the basin. Although modest progress had been made in
creating public awareness in IWRM, its realisation is still minimal.
The concepts of IWRM and IRBM (Integrated River Basin Management) aspires that
water should be treated as a finite and vulnerable resource, and as an economic good,
and governance should be based on a participatory approach involving all levels of
stakeholders. Integrated management of water quality is the best approach in
gathering all the data involving environmental systems. IWRM and IRBM when
applied to water systems involve integration between freshwater and coastal zones;
land and water; surface water and groundwater; quantity and quality; as well as
upstream and downstream. The principles to be adopted are economic efficiency,
equity and environmental sustainability. There is also a need to develop a structural
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framework comprising management instruments, enabling environment and
institutional establishment. IRBM which deals with issues of water allocation,
pollution control and flood control is a subset of IWRM which addresses the broader
issues of food self sufficiency, tariffs, cross subsidies, and institutional roles. The role
of the Global Water Partnership in which the Malaysian Water Partnership (MyWP) is
a chapter, promotes and facilitates IWRM / IRBM. The global mission messages the
involvement of all stakeholders, moving towards full-cost pricing of water services,
increasing public funding for research and innovation while promoting cooperation in
management of international basins and increasing the investments of water projects
(Hiew, 2001). Water as an important resource in the coastal zone should also be
managed sustainably within the context of Integrated Coastal Zone Management
(ICZM) as discussed in a paper by Mazlin and Sarah (2003).
In this spirit, environmental modeling has become an important tool for
environmental management. This scenario can be observed from the large number of
scientists and engineers who are highly interested in developing environmental
models. Recently, much discussion on the application of models either as predictive
tools or as a numerical representation of the real environment has been published in
many journals, books and articles worldwide.
An integrated modeling approach provides the opportunity to investigate many water
resources development options and solve conflicts over the utilization of a particular
resource. In this context, water quality modeling provide a basin wide representation
of the water availability and is a very useful procedure in many planning and
operational aspects of the water industry. In Malaysia, the application of water quality
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and hydrological modeling has increased rapidly. Ahmad Mahir Razali and Hong
(2001) has applied statistical modeling in hydrological data to estimate the frequency
of flood at Langat River, Semenyih River and Lui River at Selangor. Time series
models as forecasting models to long-term stream flow and water table dynamics
(Ayob Katimon et al., 2001) as well as BOD forecasting model (Hafizan et al., 2001)
have also been successfully applied. Maketab Mohamed (2001) and UPUM (2002),
used QUAL2E as a water quality planning tool in studying total maximum daily
pollution loads. The combination of geographical information system (GIS) and
Multi-Criteria/Objectives as spatial planning and decision support system for
modeling water resources was developed at Selangor State (Alias Abdullah et al,
2004). AQUALM simulation software showed advantages in simulating non point
source water pollutants even if only limited data were obtained (Mohd Kamil Yusoff
et al., 2004). There are also other studies that have been published by Malaysian
scientist and engineers on the successful application of water/hydrological modeling
(Mohd Zubir Mat Jafri et al., 2001a,b; Hua, 2001; Ng and Koh, 2001; Patrick Wong,
2004; Wardah Tahir and Zaidah Ibrahim, 2004).
2.4.2 The Langat River IWRM/IRBM Modelling Approach
Integrated management approach was applied for the Langat River Basin in several
water quality improvement programs funded by the Malaysian government. Universiti
of Malaya Consultancy Unit (UPUM) (2002) had conducted Pollution Prevention and
Langat River Water Quality Improvement Program which was funded by The
Ministry of Science, Technology and Environment. In the study by UPUM, the
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holistic approach to watershed management which includes modeling components
was applied (Figure 2.1). A watershed management plan (WMP) is needed to address
many issues;
i. pollution load estimation, sources and used of geographical information
system (GIS),
ii. pollution load reduction strategies and best management practices (BMPs),
and
iii. communities, institutional and regulatory issues.
The study also suggested an Integrated Langat Basin Management which comprises
coordination of efforts among agencies, as shown in Figure 2.2.
Figure 2.1: Schematic Representation of Holistic Approach
to Managing Water Quality at Langat River.
Regulatory, Enforcement
Institutional, Policy,
Implementation
GIS Database, WQ Modelling
Pollution Load, Sources, Location, WQ Monitoring
Public Communities, Awareness, Education
ENGINEERING LOAD REDUCTION &
BEST MANAGEMENT PRACTICES:
~ River Modelling ~ Pollution Prevention (P2) ~ Effluent Treatment Plant
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IRBM concept was taken into consideration as well in the study by Mazlin et al.,
(2004a,b,c) entitled Ecosystem Health of The Langat Basin. This study started at the
end of year 2000 and was completed on December 2003 under the IRPA Grant
mechanism. The objectives of the study were:
i. To understand inter and multi-disciplinary approaches to monitoring and
assessing the health of the Langat Basin ecosystem and suggest framework
for integration.
ii. To identify strategies and tools that allow integration of conservation and
development, maintenance of ecological integrity, protection of ecosystem
resilience and satisfaction of basic human needs.
iii. To gather scientists and technical experts to monitor, analyze, evaluate and
make recommendations on the sustainable management of ecosystem
health at the national level based on the Langat Basin as a case study
iv. To suggest a list of environmental health indicators which will assist
planners, policy and decision makers in planning and environmental
management
v. To develop information directory related to Langat Basin Ecosystems to
facilitate finding of information and references
vi. To develop a decision support system (DSS) inclusive of databases, good
management systems, modeling and use friendly interface.
This study advocates the concept of IWRM/IRBM and introduces a general
framework for structuring IWRM/IRBM planning and implementation. It also
involved the development of simulation models using ANNs.
35
Figure 2.3 summarizes the structure of the proposed decision support system (DSS) from
the above study, where the results can be used by decision makers in making decisions
for a more effective and efficient management of Langat Basin.
Within the IWRM/IRBM framework, modeling plays an important role in the
development of a sound DSS. Motivated by the rapid development in information
technology, modeling has become a standard tool in supporting and facilitating objectives
aimed with in the IWRM/IRBM context. Modeling as part of the DSS component is able
to assist managers in their environmental management tasks. In managing water
resources, one of the most important task is to identify and control pollution sources. Two
Figure 2.3: Ecosystem Health of the Langat Basin database
Data
DECISION MAKER
SSoocciioo--
EEccoonnoommiicc
SSttuuddiieess
BBiioollooggiiccaall
EEnnvviirroonnmmeennttaall
SSttuuddiieess
PPhhyyssiiccoo--cchheemmiiccaall
EEnnvviirroonnmmeennttaall
SSttuuddiieess
Centralized Database & Application
INPUT: Multi-discipline expert
Centralized Database
END USER
Local Authorities
JKN
JPS
JMG
Land Office
JPP
Veterinary Dept.
Fire Dept.
Output
Chart, Reports, Completed Forms
DECISION SUPPORT SYSTEM
ANN
Data
INTERNET
Data
INTERNET
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types of sources of pollutant are point and non-point sources. Modeling non-point sources
of pollution is a more complicated task compared to pollution from point sources. Point
sources of pollution can be easily identified – discreet industrial areas, Indah Water
Konsortium (IWK) ponds, domestic waste, pig farms and others. On the other hand, non-
point sources of pollution are distributed and quite difficult to identify. Nevertheless,
based on the initial analysis of historical data, relating the land use features as a
representation of non-point sources of pollution to water quality, it is possible to model
how non-point sources affect the river. These models are either statistical in nature or
developed with ANNs.
One of the challenges of today’s river basin management is to reduce the cost and
develop more intelligent computer aided tools in IRBM. Under the Pollution Prevention
and Water Quality Improvement Program, UPUM (2002) developed the Langat Pollution
Information System (LaPIS), which serves the objectives below:
“Development of a user friendly Spatial Database Application System and Water
Quality Modeling in the form of GIS maps consisting of:
• a complete information on pollution sources (point and non-point sources)
• data on pollution control and water quality monitoring, and
• the current status of Sungai Langat ecosystem”
Water quality modeling is one of the important components in LaPIS. The integration of
deterministic Qual2E modeling and ArcView was applied in this system.
37
In the Ecosystem Health of the Langat Basin study, the IRBM concept was also applied.
In the study, an attempt was made to develop a sound DSS or river management tools
(Figure 2.4). Mazlin Mokhtar and Ahmad Fariz Mohamed (2003) suggested that the
approach for modeling work to be carried out in the future will have to consider the
following:
• Intrinsic spatial and temporal variations of social and natural sciences sub studies
• Needs to be a synthesized model developed through an integrated quantitative
process, and
• The integrative model will depend on empirical data and sub model observations
of various disciplines.
In the Malaysian context, the availability of historical data, as had been mentioned
before, as well as access to various reasonably priced data analysis software, makes data
analysis, as a precursor to modeling, a natural undertaking. The study proposes to
investigate the ability of Intelligent Predictive Tools (IPT) to estimate the WQI at Langat
River basin (Hafizan Juahir et al., 2004a,b). Approaches based on IPT are highly
desirable in estimating the non-linear behaviour of urban water quality under historical
and future scenarios. The model should be capable of ‘understanding’ the complex
relationships of the Langat Ecosystems. Based on the availability of huge amounts of
historical data (water quality and land use), ANNs are considered to be the best tool
available in representing the complex, non linear relationship between land use activities
and water quality.
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2.5 CONCLUSION
Proper management of river basins is important in reducing water pollution which not
only causes degradation upstream but also downstream as well as the coastal and
estuarine areas. River basin management should take into consideration the integrative
role played by various agencies (both government and private sectors as well as NGO’s),
land use development activities and protection of vital ecosystems. Effective coordination
of various national bodies are required to integrate legislation. All river and water
resources management agencies must be coordinated in making decisions concerning this
matter. This is of utmost importance in order to avoid conflict and duplication of function
and roles between the agencies that are directly involved in these issues. To achieve this,
among the tasks of the integrated approach will include the setting up of water quality
standards, regulation and control of pollution.
In order to achieve the objectives of IWRM and to achieve effective river basin
management, appropriate decision support systems and management tools are
indispensable. A suite of flexible models, allowing for extrapolation, interpolation and
detailed evaluation of data and refinements in description are definitely advantageous in
this context. Flexible and cost effective models can be developed using historical data
employing data driven methods such artificial neural networks (ANNs) as a modeling
tool. In numerous cases around the world these models have demonstrated their
usefulness by providing water managers a powerful decision support system. The