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Author Wells, Dare A., 1899-

Title Schaum's outline of theory and problems of Lagrangian dynamics : with a treatment of Euler's equations of motion, Hamilton's equations and Hamilton's principle / by Dare A. Wells
Published New York : Schaum Pub. Co., [1967]
New York : Coward-McCann, 1960

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Location Call no. Vol. Availability
 W'PONDS  531.1 Wel  AVAILABLE
Description 353 pages : illustrations ; 28 cm
Series Schaum's outline series
Schaum's outline series. Schaum's outline series in engineering
Schaum's outline series.
Schaum's outline series. Schaum's outline series in engineering.
Contents Machine derived contents note: Background Material. -- Lagrange's Equations of Motion of a Single Particle. -- Lagrange's Equations of Motion for a System of Particles. -- Conservative Systems. -- Dissipative Forces. -- General Treatment of Moments and Products of Inertia. -- Lagrangian Treatment of Rigid Body Dynamics. -- The Euler Method of Rigid Body Dynamics. -- Small Oscillations about Positions of Equilibrium. -- Small Oscillations about Steady Motion. -- Forces of Constraint. -- Driving Forces Required to Establish Known Motions. -- Effects of Earth's Figure and Daily Rotation on Dynamical Problems. -- Application of Lagrange's Equations to Electrical and Electromechanical Systems. -- Hamilton's Equations of Motion. -- Hamilton's Principle. -- Basic Equations of Dynamics in Vector and Tensor Notation. -- Appendix: Relations between Direction Cosines
Summary Portrays the conflict of loyalties to church and state as they influenced the lives of two powerful men in English history
Notes Some reprints published by McGraw-Hill
Bibliography Includes bibliographiic references and index
Subject Henry, King of England II, 1133-1189
Thomas, à Becket, Saint, 1118?-1170 -- Drama.
Christian saints -- England -- Drama.
Dynamics.
Equations of motion.
Lagrange equations.
Great Britain -- History -- Henry II, 1154-1189 -- Drama.
Genre/Form Drama.
Author Hill, Lucienne.
LC no. 68000309
ISBN 0070692580
Other Titles Lagrangian dynamics
Lagrangian dynamics