air pressure control muz done
TRANSCRIPT
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TABLE OF CONTENTS
1.0 OBJECTIVES 21.0SUMMARY 3
2.0INTRODUCTION AND THEORY 43.0RESULTS AND DISCUSSIONS 7
5.0 CONCLUSION & RECOMMENDATION
6.0 REFERENCES 21
APPENDI 2
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1.0 OBJECTIVES
The objectives of this experiment Air Pressure Process Control are:
i. To identify the important components of the air pressure control system and to
mark them in the P&I ia!ram.ii. To carry out the start"up procedures systematically.iii. To control the pressure in sin!le capacity and t#o capacity processes usin!
PI Controller.
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2.0 SUMMARY
This experiment #as basically conducted in order to identify all of the important
components of the air pressure control system #hile carry out the start"up
procedures systematically and implement the control of pressure throu!hout in the
sin!le and t#o capacity processes usin! PI controller. In this experiment$ air
pressure process control model AP% is used. The AP% uses air to stimulate a
!as phase pressure process. 'ased on the results$ it can be seen that the
differences bet#een sin!le and t#o capacity process in term of response are not
much differ. (o#ever$ there are some variables that has been manipulated in order
to examined the retention time$ overshoot and also the settlin! time of the !raph to
reach its steady state. The P')$ TI) and also T) #as set to various value #hich
then sho#in! a different response to#ards the disturbance. The proportional band
*P'+ is a type of closed"loop feedback control in #hich a constant value is multiplied
#ith the error in order to adjust the output. The sin!le capacity is more !ood
compared to t#o capacity because more efficient and consume time. *,ummary of
-esult+
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3.0 INTRODUCTION
The study of material behaviour under pressure is to investi!ate the #ide
variety of discipline of air pressure control. Pressure vessels play important role in
chemical industries as stora!e vessels for !as phase components$ reaction vessels
to carry out a !as phase reaction. Precise control of pressure in the pressure vessels
is necessary in order to maintain a constant concentration of components in the
vessel. 'esides to maintain the number of moles in the vessel$ the pressure control
itself help to protect the vessel from bein! dama!ed due to very hi!h pressures
*'ennett$ )%%+. The arran!ement uses the controlled release of air already in
stora!e to stabili/e the air pressure delivered into the main pipin! header leavin! the
compressor room. Pressure at control valve outlet is sensed and air flo# is
continuously adjusted to correct the deviations from set point. It #orks on the
principle that #hen compressed air expands$ the pressure decreases and$
conversely$ #hen air compresses$ the pressure increases. Therefore$ if more air is
flo#in! a#ay from the balance point than in$ the pressure !oes do#n and the control
valve modulates open to release more air from stora!e to brin! it back to the set
point. The opposite action occurs if more air is flo#in! into the balance point than
a#ay as the valve modulates closed to hold air back in stora!e. 0i!ure ).1 is a
schematic illustration of 2eneral arran!ement of an electropneumatic pressure
reducin! station:
F!"#$% 1.0 2eneral arran!ement of an electropneumatic pressure reducin! station
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The benefit from applyin! air pressure control is that the plant air pressure
can be maintained the lo#est optimum level needed to reliably sustain production.
Pressure Control also prevents the plant air pressure from risin! as leaks are
repaired and air #aste is reduced. If nothin! is done to control the pressure$ it can
creep up and cause more air to vent out of other escape points in the system such
as condensate drains$ open air blo#in! devices$ unrepaired leaks$ and unre!ulated
points of use. There are also operational savin!s from reducin! leak demand and
optimi/in! air use. Air flo# across filters and dryers #ill be less. Pressure drops in
the pipin! distribution system #ill decrease. 3aintenance costs #ill !o do#n. Air
pressure control is an excellent tool to use for controllin! air leaka!es of all types.
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4.0 DISCUSSION
This experiment has been desi!ned to achieve three main objectives$ namely to
identify the important components of the air pressure control system and to mark them in theP&I Diagram, to carry out the start-up procedures systematically and lastly to control the
pressure in single capacity and two capacity processes using PID Controller.
The first obecti!e has a !ery significant link with the successful of the e"periment, in which
if the important components of the air pressure control system to be identified has not been
done, the students cant conduct the e"periment successfully. This has been done, and has
been attached with marked the important components of the air pressure control system on
the P&I Diagram. #e"t, is to carry out the start-up procedures systematically. This obecti!e
will only indicate if it was successfully conducted or not, when the e"periment gi!e goodresults. $ince start-up procecedures cant be done wrongly, as it will gi!e negati!e results
during the achie!ement of the third obecti!e. The third obecti!e was to control the pressure
in single capacity and two capacity processes using PID Controller. This e"periment has to
type of capacity namely, single capacity with only the usage of single tank, T% to operate the
control system with following route'
Single capacity process: AR91-MV91-T91-PLI-B92-FI92-PCV91-VP
(hile the second one is double capacity, which will utili)e both tanks, T% and T%* to
control the air pressure system with following route'
To-capacity process AR91-MV91-T91-PLI-MVI-T92-MV92-FI92-PCV91-VP
+oth will be used with PID control system to compare and contrast the type of response gi!en
by the system.
or PID Control Of Pressure In Single Capacity Process in T91 (3.3 in Lab Manual),
only !essel T% is used where as essel T%* is by-passed. The set point of the air pressure for
this process at PIC% as SV = 15 psig. Then, the PID controller was set with the f irst (I) trial
values: PB1 = 70%, T11 = 40 s, TD1 = 0 s. The response can be seen in the graph asindicated at 3.3(9) in the graph. Then, the MV is decreased about 10%. The response has
been observed and marked on the graph paper as 3.3 (10). As to compare both peak, its
observed that, at initial (before the MV has been reduced about 10%), the peak has higher
amplitude, compared to the peak that has been reduced the MV about 10%, that could
achieve the SV of 15psig faster than the initial value.
Then, the controller was set the PID with the second (II) trial values: PB1= 45%, TI1 = 30
s, TD1 = 0 s. This values shows the PB or proportional band with reduced to 45% and the
Integral time has been reduced to 30s. Then, the MV values have been reduced of 10%. The
peak has been marked on the graph paper with 3.3 (12). If compared this PID (II) with PID
(1), the peak almost the same, but with a more steeper peak that causes the process to achieve
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the set point faster.
Next, third (III) trial values for the PID controller'PB1 = 20%, TI1 = 10 s, TD1 = 2 s has
been introduced to the controller. Important: This control values has derivative values with 2s
that the previous controller ( PID 1 and PID 2) don’t have. Then, the MV has been decreased
by 10%. The peak has been marked as 3.3 (15) on the graph paper. This peak shows a veryshort oscillatory and small peak and the more fast response to achieve set point. Due to the
small value of proportional values ( the smallest among the 3 PID control settings above), and
also give the Integral time that is suitable with 10s, and with derivative control has been
added with 2s, give a very fast response to the control system.
Figure 1: Comparison of P, PI and PID controller response.
As shown in Figure 1, with the presence of derivative (D), the PID controller response
with faster, less oscillatory and without offset. Thus, theoretically, its aligned and merge with
the results obtained from the experiment. As to compare the three PID values, it can be
discussed that higher the PB value – higher the amplitude and oscillatory peak will be
produced as can be seen in the PID 1 above. When reduced the PB value, the peak is hassmaller amplitude likewise in PID 2. Then, when derivative and smaller PB value has been
introduced, the best response with faster settling time has been achieved in PID 3.
Then, the PID Control Of Pressure In Two Capacity Process (T91 & T92) has been done (3.4
in Lab Manual). In this experiment, two capacity or both tank will be utilized to control the
air pressure system. The control valve has been opened (PC%/ about 012 from PIC% by
adusting with 3 4 012. The set point has been set, of the air pressure for this process
PIC% as $V = 18 psig. The PID controller has been set with the f irst (I) trial values: PB1 =
70%, T11 = 40 s, TD1 = 0 s. As its been marked on the graph paper with 3.4(9), it shows a
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large amplitude, sluggish and longer response time. Then, the MV has been brought to 40%.
The response has been marked with 3.4(11). The response shows increasingly faster tuning
(as shown response in Figure 2) that it has a steep peak with faster settling time to achieve set
point. The response is oscillatory but achieve SV faster than the MV with 50%.
Figure 2: Increasing faster tuning with steep peak achieved
Then, second (II) trial values: PB1= 45%, TI1 = 30 s, TD1 = 0 s has been
introduced. The response has been marked with 3.4(13) and its hows an oscillatory response.
Then the MV has been decreased by 10% and the responsed has been marked on the graph
paper with 3.4 (14). This response is a smaller amplitude, less oscillatory and faster response
time compared to the first PID value. This is even both tank has been operated, but still, the
PB value reduced, it still obey the theory of: higher the PB value – higher the amplitude and
oscillatory peak will be produced.
Lastly, the third (III) trial values for the PID controller'PB1 = 20%, TI1 = 10 s, TD1
= 2 s has been set. The response has been marked with 3.4 (16) and it shows a more lesser
oscillatory and faster settling time compared to ALL PID values set in this experiment
previously. It achives the SP with straight line without sluggish response. Then, disturbance
has been introduced, by dropping the MV value by 10%, again, a lower amplitude, faster
reponse and non-oscillatory response has been achieve, and it’s profoundly could be stated
that this PID values is the best among all the PID values suggested in this experiment as
stated reasons above.
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5.0 CONCLUSION & RECOMMENDATIONS
higher the PB value – higher the amplitude and oscillatory peak will be produced.
To improve this experiment in the future$ some recommendation had been
proposed for example before startin! the experiment$ it is advisable to recheck the
entire valve and pipelines so that it4s condition follo#ed the procedure correctly. It is
advised to increase the value of P' for each trial and decrease the value of TI) in
each experiment so that the dampin! oscillation for each trials and response time #ill
decreases to reach set point and steady state respectively. 'esides$ students that
handle the machine should !et the overvie# ho# the machine runnin! and also
should have some basic kno#led!e to obtain a correct readin!. 3ainly$ the chart
paper should be placed correctly in order to avoid error durin! the recordin!.
0urthermore$ durin! the chan!es of set point and other related parameters the
student should jot do#n for discussion purpose and their understandin!
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6.0 REFERENCES
• 'ennett. ,.$ *)%+. A history of control en!ineerin! *5th ed.+. ,tevena!e$
(erts.$ 6.7.: P. Pere!rinus on behalf of the Institution of 8lectrical 8n!ineers$9ondon$ c)%%$ )1");.
• Cou!hano#r$ .-.$ *)%%)+. Process ,ystems Analysis and Control$ nd 8d.$
3c2ra# (ill$ ". *)%%%+. ,ome Conventional Pocess Control ,chemes$ Department
of Chemical and Process Engineering University of Newcastle$ ".
• ,vrcek$ >. ?.$ onald$ 3.$ ?oun!$ '. -. *8ds.+. *)%%5+. A Real-Time Approach
to Process Control, ol!tions "an!al . >iley. 1"55.
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