|
Conclusion: |
| In
lecture you have learnt: |
 |
.gif) is called the Laplace Transform of
h(t) and the Region of Convergence (ROC) of the Laplace transform is essentially determined by
the real part of the complex number 's'
denoted as Re(s). |
|
Two different functions may have
the same Laplace Transform so the only way to uniquely
describe them is by the means of ROC. |
|
The ROC
consists of strips parallel to the
 -axis,
it does not include poles and is always
simply-connected. |
| |
Congratulations, you have finished Lecture 30. To view the next lecture select it from the left hand side menu of the page |
