2.2 Simulation based on non-linear model of the plant You may do simulation either in Simulink...

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2.2 Simulation based on non-linear model of the plant You may do simulation either in Simulink (Figure 2 and Figure 3) or in MATLAB code, or Python if you wish. 1. Build a model of the nonlinear cart-pendulum plant together with the control system. An example Simulink block is shown below. disturbance | Cart Fandum Figure 2: Linear controller 2 alpha 2 1/lp CartPendulum 9 sin cos theta Figure 3: Nonlinear model 2. Use the control design parameters from the designs in Part I and run the simulation. 3. Fine-tune the design to achieve the desired specifications. 4. Increment the angular acceleration disturbance to find the largest allowable disturbance that maintains closed loop stability Note: If you choose to write MATLAB scripts to do this, the function ode45 will be helpful for simulation. 2.2 Simulation based on non-linear model of the plant You may do simulation either in Simulink (Figure 2 and Figure 3) or in MATLAB code, or Python if you wish. 1. Build a model of the nonlinear cart-pendulum plant together with the control system. An example Simulink block is shown below. disturbance | Cart Fandum Figure 2: Linear controller 2 alpha 2 1/lp CartPendulum 9 sin cos theta Figure 3: Nonlinear model 2. Use the control design parameters from the designs in Part I and run the simulation. 3. Fine-tune the design to achieve the desired specifications. 4. Increment the angular acceleration disturbance to find the largest allowable disturbance that maintains closed loop stability Note: If you choose to write MATLAB scripts to do this, the function ode45 will be helpful for simulation.