The Laplace Transform pp 1-39 | Cite as
Basic Principles
Chapter
Abstract
Ordinary and partial differential equations describe the way certain quantities vary with time, such as the current in an electrical circuit, the oscillations of a vibrating membrane, or the flow of heat through an insulated conductor. These equations are generally coupled with initial conditions that describe the state of the system at time t = O.
Keywords
Basic Principle Partial Fraction Laplace Transform Infinite Series Jump Discontinuity
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© Springer Science+Business Media New York 1999