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.
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.
Reference price: $194.99
Price checked: Nov 14, 2026
View offerAhead of Black FridayExplore the selectionPros and cons
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.
Technical specifications
9 specifications| Publisher | De Gruyter |
|---|---|
| Publication date | December 3, 2018 |
| Edition | 1st |
| Language | English |
| Print length | 410 pages |
| ISBN-10 | 311054279X |
| ISBN-13 | 978-3110542790 |
| Weight listed | 2.25 pounds |
|---|---|
| Dimensions | 6.69 x 1.3 x 9.45 inches |
Who is it for?
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 reviews on Amazon
- 5 stars
64% 64% - 4 stars
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36% 36% - 2 stars
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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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