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Complex Variables and Laplace Transforms

A principal engineering application of the theory of functions of complex variables is to effect the inversion of the so alled Laplace transform. Because the subjects are inextricably linked, we treat them together. The Laplace transform is an integral operator defined as  [Pg.331]

The inverse process (that is given F(s), find f(t)) is obtained through the Fourier-Mellin complex integral [Pg.331]


Chapter 9 Introduction to Complex Variables and Laplace Transforms... [Pg.332]

Chapter 9 Introduction to Complex Variables and Laplace Transforms In a similar way, partials with respect to [Pg.338]


See other pages where Complex Variables and Laplace Transforms is mentioned: [Pg.331]   


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Complex variables

Complexes Transformations

Laplace

Laplace complex variable

Laplace transform

Laplace transforms

Transformed variable

Transforms Laplace transform

Variable transformer

Variable, transformation

Variables and

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