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Simulation
Of Adaptive Control System
Submitted To- Submitted By-
Mr. Somesh Chaturvedi Nikhil Panjwani
B.tech/Me
6th Semester
k10854
Adaptive Control System
• Adaptive control is one of the widely used
control strategies to design advanced control
systems for better performance and accuracy.
• An adaptive controller consists of two loops,
an outer loop or normal feedback loop and an
inner loop or parameter adjustment loop.
• This model deals with designing of adaptive
controller with MRAC scheme using MIT rule
to control a second order system.
Model Reference Adaptive Control
• Model Reference Adaptive Control strategy is
used to design the adaptive controller that
works on the principle of adjusting the
controller parameters so that the output of
the actual plant tracks the output of a
reference model having the same reference
input.
MIT Rule
• In this rule, a cost function is defined as,
J(θ)=e^2/2
• Where e is the error between the outputs of
plant and the model, and θ is the adjustable
parameter.
• Parameter θ is adjusted in such a fashion so
that the cost function can be minimized to
zero.
Goal
• To design a controller so that our process
could track the reference model with transfer
function Gm(s) = KoG(s), where Ko is a known
parameter.
• Above equation gives the law for adjusting the
parameter θ and the response of the plant
depends upon the adaptation gain γ.
Simulink diagram of Model Reference
Adaptive
Controller with modified MIT rule
Conclusion
• For large values of γ system responses fast
with larger overshoots, and for small values of
γ system responses slow with small overshoot.
In this paper the span of gain γ is chosen from
0.5 to 5 for the given system. Beyond this span
the system performance is not satisfactory.
THANK YOU

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K10854 Adaptive simulation

  • 1. Simulation Of Adaptive Control System Submitted To- Submitted By- Mr. Somesh Chaturvedi Nikhil Panjwani B.tech/Me 6th Semester k10854
  • 2. Adaptive Control System • Adaptive control is one of the widely used control strategies to design advanced control systems for better performance and accuracy. • An adaptive controller consists of two loops, an outer loop or normal feedback loop and an inner loop or parameter adjustment loop. • This model deals with designing of adaptive controller with MRAC scheme using MIT rule to control a second order system.
  • 3. Model Reference Adaptive Control • Model Reference Adaptive Control strategy is used to design the adaptive controller that works on the principle of adjusting the controller parameters so that the output of the actual plant tracks the output of a reference model having the same reference input.
  • 4.
  • 5. MIT Rule • In this rule, a cost function is defined as, J(θ)=e^2/2 • Where e is the error between the outputs of plant and the model, and θ is the adjustable parameter. • Parameter θ is adjusted in such a fashion so that the cost function can be minimized to zero.
  • 6. Goal • To design a controller so that our process could track the reference model with transfer function Gm(s) = KoG(s), where Ko is a known parameter. • Above equation gives the law for adjusting the parameter θ and the response of the plant depends upon the adaptation gain γ.
  • 7. Simulink diagram of Model Reference Adaptive Controller with modified MIT rule
  • 8. Conclusion • For large values of γ system responses fast with larger overshoots, and for small values of γ system responses slow with small overshoot. In this paper the span of gain γ is chosen from 0.5 to 5 for the given system. Beyond this span the system performance is not satisfactory.