Fundamentals of applied dynamics

By: Williams, James HMaterial type: TextTextPublication details: New York : J. Wiley, ©1996Description: xxi, 854 p. : illustrations (some color), mapISBN: 9780471109372; 0471109371Subject(s): Fluid mechanics | Fluid mechanics | Fluids - MechanicsDDC classification: 620.104
Contents:
Our niche in the cosmos -- Design, modeling, and formulation of equations of motion -- Kinematics -- Momentum formulation for systems of particles -- Variational formulation for systems of particles -- Dynamics of systems containing rigid bodies -- Dynamnics of electrical and electromechanical systems -- Vibration of linear lumped-parameter systems -- Dynamics of continuous systems -- Finite rotation -- General kinematic analysis -- Momentum principles for systems of particles -- Elementary results of the calculus of variations -- Some formulations of the principles of Hamilton -- Lagrange's form of D'Alembert's princilple -- A brief history of electromagnetic (EM) theory and approximations -- Complex numbers and some useful formulas of complex variables and trigonometry -- Temporal function for synchronous motion of two-degree-of-freedom systems -- Stability analyses of nonlinear systems -- Strain energy functions.
Summary: Containing a blend of Newtonian and Lagrangian dynamics, elementary vibration analysis and theory, this text presents a unified approach to engineering mechanics. Problems ranging in difficulty help to build the student's confidence and provide challenges. Read less
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Item type Current library Collection Call number Status Date due Barcode Item holds
Reference Books Reference Books Main Library
Reference
Reference 620.104 WIL (Browse shelf(Opens below)) Available 005046
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Included Index

Our niche in the cosmos --
Design, modeling, and formulation of equations of motion --
Kinematics --
Momentum formulation for systems of particles --
Variational formulation for systems of particles --
Dynamics of systems containing rigid bodies --
Dynamnics of electrical and electromechanical systems --
Vibration of linear lumped-parameter systems --
Dynamics of continuous systems --
Finite rotation --
General kinematic analysis --
Momentum principles for systems of particles --
Elementary results of the calculus of variations --
Some formulations of the principles of Hamilton --
Lagrange's form of D'Alembert's princilple --
A brief history of electromagnetic (EM) theory and approximations --
Complex numbers and some useful formulas of complex variables and trigonometry --
Temporal function for synchronous motion of two-degree-of-freedom systems --
Stability analyses of nonlinear systems --
Strain energy functions.

Containing a blend of Newtonian and Lagrangian dynamics, elementary vibration analysis and theory, this text presents a unified approach to engineering mechanics. Problems ranging in difficulty help to build the student's confidence and provide challenges. Read less

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