Lag Compensators: Basics, Mathematical Derivation, Conditions and System Response
ฝัง
- เผยแพร่เมื่อ 3 ธ.ค. 2024
- Lag Compensators is covered by the following Outlines:
0. Lag compensator
1. Basics of Lag compensator
2. Definition Lag Compensator
3. Derivation of Lag compensator
4. Electrical Network of Lag compensator
5. Response of Lag compensator
6. Maximum Phase of Lag compensator
7. Condition of Lag compensator
8. Advantages of Lag compensator
Chapter-wise detailed Syllabus of the Control Engineering Course is as follows:
1. Basics of Control Engineering: • Control Engineering
2. Transfer Function: • Transfer Function
3. Block Diagram Reduction: • Block Diagram Reductio...
4. Signal Flow Graph/ Mesons Gain Formula: • Signal Flow Graph by M...
5. Mathematical modelling of mechanical system: • Mathematical Modeling ...
6. Time response analysis/Frequency Response Analysis: • Time Response and Freq...
7. Routh Stability Criteria: • Routh Stability Criteria
8. Root Locus: • Root Locus in Control ...
9. PID Controller: • PID controller
10. Polar Plot: • Polar Plot in Control ...
11. Nyquist Plot: • Nyquist Plot
12. Bode plot: • Bode Plot
13. State Space Analysis: • State Space Analysis i...
14. Compensator: • Compensator in Control...
15. MATLAB Programs of control system/ Control Engineering
Engineering Funda channel is all about Engineering and Technology. This video is a part of Control Engineering / Control Systems and Compensators.
#Compensator #ControlSystems #ControlEngineering @EngineeringFunda
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Sir why don't you consider beta in magnitude response calculation. It should be multiplied
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Большое Вам спасибо за этот урок.!!
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sir you have not multiplied 'beta' in magnitude. The mag. for max. phase will then be (beta)^0.5 instead of 1/(beta)^0.5
Upload example of lag & lead compensator of root locus
Thanks now my game runs fine
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what happens to beta (multiplied to the general transfer function ) you didn't consider it while comparing to obtained transfer equation
Sir you missed beta multiplication in magnitude response, also in previous video of lead compensator you missed alpha multiplication. You have also solved numerical with the same wrong fromula, kindly update it in comment and description or video title
Why we have to equate differentiation of phase with respect to omega(w) to zero, to obtain phase at maximum frequency.
Differentiation is nothing but slope right , and slope is "tan" right ? So i guess we can write "tan" inplace of differentiation
16.18 equation written with missing constant
design lag compensetor for g(s)=800/s(s+2)(s+20) for P.M greater or equal to 35.please hepl me understanding lag compensetor problem.
Please slove the problems on lag and lead compansators
Both root locus and bode plot
Free materials with wrong information! :D
Didn't get you?
@@EngineeringFunda Sir you missed beta multiplication in magnitude response, also in previous video of lead compensator you missed alpha multiplication. You have also solved numerical with the same wrong fromula, kindly update it in comment and description or video title
wrong magnitude response drawn...pls correct ..
what happens to beta (multiplied to the general transfer function ) you didn't consider it while comparing to obtained transfer equation