Revision as of 14:35, 24 November 2008 by Drecord (Talk)

Laplace Transform Properties

1. Region of Convergions of X(s) can consist of strips parallel to the jw-axis in the s-plane.

2. For rational Laplace Transforms, the ROC does not contain any poles.

3. If x(t) is of finite duration and is absolutely integrable, then the ROC is the entire s-plane.

4. If x(t) is right sided, and if the line Re{s} = O_0 is in the ROC, then all values of s for which Re{s} > O_0 will also be in the ROC.

5. If x(t) is left sided, and if the line Re{s} = O_0 is in the ROC, then all values of s for which Re{s} < O_0 will also be in the ROC.

Alumni Liaison

Sees the importance of signal filtering in medical imaging

Dhruv Lamba, BSEE2010