20377642

9780198531982

Introduction to Analytical Dynamics (Oxford science publications)

Introduction to Analytical Dynamics (Oxford science publications)

Out of Stock

The item you're looking for is currently unavailable.

Ask the provider about this item.

Most renters respond to questions in 48 hours or less.
The response will be emailed to you.
Cancel
  • ISBN-13: 9780198531982
  • ISBN: 0198531982
  • Publication Date: 1987
  • Publisher: Oxford University Press, Incorporated

AUTHOR

Woodhouse, N. M.

SUMMARY

This book is an introduction to Lagrangian and Hamiltonian mechanics primarily for mathematics undergraduates. Although the approach is traditional and coordinate based, it incorporates some of the insights and new perspectives of modern geometric treatments of mechanics. The book is intended for advanced undergraduates or graduate students and assumes familiarity with linear algebra, the chain rule for partial derivatives, and (to a lesser extent) three-dimensional vector mechanics. The aims are to give a confident understanding of the chain of argument that leads from Newton's laws through Lagrange's equations and Hamilton's principle to Hamilton's equations and canonical transformations; to confront head-on the points that mathematicians in particular find most awkward and confusing; to give practice in problem solving; and to elucidate the techniques that will reappear in later courses on relativity and quantum theory.Woodhouse, N. M. is the author of 'Introduction to Analytical Dynamics (Oxford science publications)', published 1987 under ISBN 9780198531982 and ISBN 0198531982.

[read more]

Questions about purchases?

You can find lots of answers to common customer questions in our FAQs

View a detailed breakdown of our shipping prices

Learn about our return policy

Still need help? Feel free to contact us

View college textbooks by subject
and top textbooks for college

The ValoreBooks Guarantee

The ValoreBooks Guarantee

With our dedicated customer support team, you can rest easy knowing that we're doing everything we can to save you time, money, and stress.