Is the system a time-invariant system

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Reference no: EM13857100

I. System identification

Note: In matlab, delay a signal with N elements by one: ;
by two:
by three:
...

For a system as follows:
1.1) Let , find y1;
[
Example of Code:
x1 = [1,2,3,4,5,0,0,0,0,0];
x1_delay3 =[0,0,0,1,2,3,4,5,0,0] ;
y1=2*x1 + 3*x1_delay3;

% For the rest questions, you will program similar code to find out the outputs because the system function is same.

]
1.2) Let , find y2;
1.3) Let , find y3;
1.4) Comparing with y3;
2.1) Let , find y4;
2.2) Comparing with y4;
3.1) Let equals to x1 delay by 3, find y5;
3.2) Comparing y1 delay by 3 with y5

According to the above operations, a) is the system a linear system? b) is the system a time-invariant system?

For a system as follows: , repeat the same operations and answer the following questions: a) is the system a linear system? b) is the system a time-invariant system?

For a system as follows: , repeat the same operations and answer the following questions: a) is the system a linear system? b) is the system a time-invariant system?

II. Delta function and sampling

In matlab, a delta function can be expressed as:

For where , use delta function to sample out the values of : , , , , , , and .

After you finish lab, please upload one file, which includes all codes and question answers to moodle

Reference no: EM13857100

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