twig27
Newbie level 6
Hello,
suppose there is a bessel filter (2nd order low pass) which has the following transfer function:
\[ TF_{Bessel}(s) = \frac{a_1}{a_1+b_1s+s^2} \].
I apply an input voltage of the form:
\[V_{in}(s) = \frac{V}{s} \]
I would like to find an anlytic description of the bessel output.
Calculating the inverse laplace transform of the multiplication of the two, does not really work when I use matlab. I guess it has problems with the complex poles of the bessel filter. Thanks for any hints!\[\nu\]
suppose there is a bessel filter (2nd order low pass) which has the following transfer function:
\[ TF_{Bessel}(s) = \frac{a_1}{a_1+b_1s+s^2} \].
I apply an input voltage of the form:
\[V_{in}(s) = \frac{V}{s} \]
I would like to find an anlytic description of the bessel output.
Calculating the inverse laplace transform of the multiplication of the two, does not really work when I use matlab. I guess it has problems with the complex poles of the bessel filter. Thanks for any hints!\[\nu\]