Lagrangian Mechanics

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A01=Anh Le Van
A01=Rabah Bouzidi
Author_Anh Le Van
Author_Rabah Bouzidi
body
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Category=PHD
Category=TGB
efforts
engineering students
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eq_isMigrated=1
eq_nobargain
eq_non-fiction
eq_science
eq_tech-engineering
equations
equilibrium
joints
lagrangian mechanics
moment field efforts
presence
quantities
reference frame
respect
rigid body
rod
system
vector
velocity field
vvfs

Product details

  • ISBN 9781786304360
  • Weight: 612g
  • Dimensions: 163 x 236mm
  • Publication Date: 14 Jun 2019
  • Publisher: ISTE Ltd and John Wiley & Sons Inc
  • Publication City/Country: GB
  • Product Form: Hardback
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Lagrangian Mechanics explains the subtleties of analytical mechanics and its applications in rigid body mechanics. The authors demonstrate the primordial role of parameterization, which conditions the equations and thus the information obtained; the essential notions of virtual kinematics, such as the virtual derivative and the dependence of the virtual quantities with respect to a reference frame; and the key concept of perfect joints and their intrinsic character, namely the invariance of the fields of compatible virtual velocities with respect to the parameterization.

Throughout the book, any demonstrated results are stated with the respective hypotheses, clearly indicating the applicability conditions for the results to be ready for use. Numerous examples accompany the text, facilitating the understanding of the calculation mechanisms.

The book is mainly intended for Bachelor's, Master's or engineering students who are interested in an in-depth study of analytical mechanics and its applications.

Anh Le van is Professor at the University of Nantes, France, and teaches structural mechanics at the Faculty of Science. His research at the GeM laboratory (Institute for Research in Civil and Mechanical Engineering) focuses on membrane structures in large deformations.

Rabah Bouzidi is Associate Professor at the University of Nantes, France. He also teaches structural mechanics, and researches membrane structures in large deformations at the GeM laboratory.

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