Applied Mathematics For Physical Phenomena Modelling - Benkrid, Abdelhak
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The mathematical representation of any physical phenomenon are most of the time differential equations. This time-domain representation is not always easy to deal with specially if the degree of the equations is high. Laplace and Z-transforms, LPC and TLM are widely used to deal with the modeling of these physical phenomena . This book deals with mainly Laplace and Z-transforms introduction, then some examples in hydraulic, mechanics, electronics, acoustics and electric analogy of the universal gravitation fields.

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Produktbeschreibung
The mathematical representation of any physical phenomenon are most of the time differential equations. This time-domain representation is not always easy to deal with specially if the degree of the equations is high. Laplace and Z-transforms, LPC and TLM are widely used to deal with the modeling of these physical phenomena . This book deals with mainly Laplace and Z-transforms introduction, then some examples in hydraulic, mechanics, electronics, acoustics and electric analogy of the universal gravitation fields.
Autorenporträt
Abdelhak BENKRID (Meng84' Ph.D.89') gratuated from Ecole polytechnique of Algiers(ALGERIA) in 1984 and from the University of Nottingham (ENGLAND)in 1989. He is currently assistant professor in the electronic departement of the College of Technology of Dammam (Kingdom of Saudi Arabia).His fields of interest are System Modelling and Design.