Could you please simulate the dynamic behaviour of the system using matlab and simulink for the mass - spring system?
Please refer to the attachment.
I've used the information from C. to come up with the simulation model. In the simulation model, we usually use an integrator instead of the derivative operator. We know that the integrator is represented by 1/s. Therefore, we just associate each given differential equation with the model in the SIMULINK.
For example the derivative of z1 is z3 which can ...
The solution provides a very in-depth explanation of how to approach this simulation using the systems required for this question. Additionally, an attachment file is also provided to indicate how this work has been completed. You will need the matlab program in order to open it.