| Bromwich Integral |
Shopping Bromwich |
Shopping Integral |
Website Links For Bromwich |
Information AboutBromwich Integral |
| CATEGORIES ABOUT BROMWICH INTEGRAL | |
| transforms | |
| complex analysis | |
|
: where is the Laplace Transform . The Bromwich integral is thus sometimes simply called the inverse Laplace transform. The Laplace Transform and the inverse Laplace transform together have a number of properties that make them useful for analysing Linear Dynamic System s. The Bromwich integral, also called the Fourier-Mellin integral, is a Path Integral defined by: : where the integration is done along the vertical line ''x''=''c'' in the Complex Plane such that ''c'' is greater than the real part of all Singularities of ''F''(''s''). The name is for Thomas John I'Anson Bromwich (1875-1929). SEE ALSO EXTERNAL LINKS
BIBLIOGRAPHY
|
|
|