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Is this a causal system ?

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Re: Causality

When integrating right part
∫x(t)dt
variable t is disappeared. So you get only fixed number as a result.
Your question is incorrect.

Did you meaned y(t)∫x(s)ds ; Integration range: 0 to t ???

The this is causal system named integrator with reset function. Reset is performed at t=0.

Added after 26 seconds:

y(t) =∫x(s)ds
 

    M

    magnetra

    Points: 2
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Re: Causality

Causal System:
The output at any time t depend on the past or current input and for the output depencency it depends on the past output only

your sysrem is not looking spacefic, it can be causal and can be non causal.

for causal your output at 't' useses only the input from 0 to 't'. I mean it donot use any input greater than 't'. ie feauture input.
 

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