Question

How do I simulate the behaviour of the system in SIMULINK with different types of entrances like: sin wave, quadratic wave and pulse train.

Please help!!

Answer 1

Dear Student I completely understand you problem of interpreting with the waveforms in SIMULINK software please go through the Informatiion mentioned below.This would surely resolve your problem.

As I have checked through the Signal Generator block can produce one of four different waveforms:

sine

square

sawtooth

random

A negative Amplitude boundary esteem causes a 180-degree stage move. You can create a stage moved wave at other than 180 degrees from multiple points of view. For instance, you can associate a Clock block sign to a MATLAB Function impede and compose the condition for the particular wave.

You can fluctuate the yield settings of the Signal Generator block while a reproduction is in progress to decide rapidly the reaction of a framework to various sorts of information sources.

The Amplitude and Frequency boundaries decide the adequacy and recurrence of the yield signal. The boundaries must be of similar measurements after scalar extension. On the off chance that you clear the Interpret vector boundaries as 1-D check box, the square yields a sign of similar measurements as the Amplitude and Frequency boundaries (after scalar extension). On the off chance that you select the Interpret vector boundaries as 1-D check box, the square yields a vector (1-D) signal if the Amplitude and Frequency boundaries are line or section vectors, that is, single-line or segment 2-D exhibits. Something else, the square yields a sign of similar measurements as the boundaries.

Solver Considerations

On the off chance that your model uses a fixed-venture solver, Simulink® utilizes a similar advance size for the whole reproduction. For this situation, the Signal Generator block yield gives a consistently examined portrayal of the ideal waveform.

On the off chance that your model uses a variable-venture solver, Simulink may utilize distinctive advance sizes during the recreation. For this situation, the Signal Generator block yield doesn't generally give a consistently inspected portrayal of the ideal waveform. To guarantee that the square yield is a consistently tested portrayal, include a Hit Crossing block legitimately downstream of the Signal Generator block. These models show the distinction in Signal Generator block yield with and without the Hit Crossing block.

Dear Student I hope you would have gone through the information mentioned above.This will provide you extra info as well as it would help you to resolve multiple queries.I hope I resolved your issue.