- #1
Aleoa
- 128
- 5
I want to model a sensor with the static behavior:
[itex]y(t)=a+by_{0}(t)[/itex]
using a first order lag:
[itex]G(s)=\frac{K}{1+Ts}[/itex]
However, if i try to convert this order lag in time domain and set the derivative as 0, what i get as static response is:
[itex]
y(t)=Ky_{0}(t)=by_{0}(t)[/itex]
And the a constant has disappeared, what can i do ?
[itex]y(t)=a+by_{0}(t)[/itex]
using a first order lag:
[itex]G(s)=\frac{K}{1+Ts}[/itex]
However, if i try to convert this order lag in time domain and set the derivative as 0, what i get as static response is:
[itex]
y(t)=Ky_{0}(t)=by_{0}(t)[/itex]
And the a constant has disappeared, what can i do ?