# Rigid Body Dynamics \(De Gruyter Studies in Mathematical Physics, 52\)

Rigid Body Dynamics in the De Gruyter Studies in Mathematical Physics series surveys mathematical results on rigid-body motion, integrability, nonintegrability and chaotic behavior. Its stated scope and chapter list make it a specialist reference for graduate students and researchers in mathematics, physics and mechanics rather than an introductory overview.

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## At a glance

- Topics include Euler–Poisson and Kirchhoff equations, linear integrals, reduction and integrability cases.
- The contents also address periodic solutions, nonintegrability and transitions to chaos.
- Nine appendices broaden coverage to topics including quaternion equations, ferromagnetic dynamics and fluid ellipsoids.

## Pros

- The listed chapters connect equations of motion and integration with nonintegrability and chaotic behavior.
- The extensive appendices include related mathematical and physical problems beyond the central rigid-body equations.

## Specifications

### Publication details
- Publisher: De Gruyter
- Publication date: December 3, 2018
- Edition: 1st
- Language: English
- Print length: 410 pages
- ISBN-10: 311054279X
- ISBN-13: 978-3110542790
### Dimensions and weight
- Weight listed: 2.25 pounds
- Dimensions: 6.69 x 1.3 x 9.45 inches

## A good fit for

- Graduate students and researchers in mathematics, physics or mechanics seeking a focused reference on rigid-body dynamics.
- Readers studying equations of motion, integrability or chaotic behavior in related mechanical systems.

## Less suited to

- Readers seeking a general-audience introduction or a book explicitly presented as a step-by-step beginner textbook.

## Customer feedback

Aggregate customer ratings are positive overall but come from a very small sample, with both five-star and three-star ratings represented. That offers limited reassurance about reader reception, but does not establish specific strengths or concerns about the book's technical coverage.

## Frequently asked questions

### What subjects does the book cover?
The stated contents include rigid-body equations of motion, Euler–Poisson and Kirchhoff equations, integrability, periodic solutions, nonintegrability and transition to chaos.
### Who is the book intended for?
The listing describes it as a practical reference for researchers and graduate students in mathematics, physics and mechanics.
### How long is the book?
The listing gives a print length of 410 pages.

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## Images

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