Lagrangian Mechanics: An Advanced Analytical Approach

$19.99

Download Lagrangian Mechanics: An Advanced Analytical Approach written by Anh Le Van, Rabah Bouzidi in PDF format. This book is under the category Engineering and bearing the isbn/isbn13 number 1786304368/9781786304360. You may reffer the table below for additional details of the book.

SKU: c68c9c8258ea Category: Tag:

Specifications

book-author

Anh Le Van, Rabah Bouzidi

publisher

Wiley-ISTE

file-type

PDF

pages

312 pages

language

English

asin

B07SPW55KH

isbn10

1786304368

isbn13

9781786304360


Book Description

Lagrangian Mechanics: An Advanced Analytical Approach (PDF) explains the subtleties of analytical mechanics and its applications in rigid body mechanics. The expert 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 ebook; 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 textbook; facilitating the understanding of the calculation mechanisms.

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

NOTE: This sale only includes the ebook Lagrangian Mechanics in PDF. No access codes included

Additional information

book-author

Anh Le Van, Rabah Bouzidi

publisher

Wiley-ISTE

file-type

PDF

pages

312 pages

language

English

asin

B07SPW55KH

isbn10

1786304368

isbn13

9781786304360

Table of contents


Table of contents :
1. Kinematics.
2. Parameterization and Parameterized Kinematics.
3. Efforts.
4. Virtual Kinematics.
5. Virtual Powers.
6. Lagrange’s Equations.
7. Perfect Joints.
8. Lagrange’s Equations in the Case of Perfect Joints.
9. First Integrals.
10. Equilibrium.
11. Revision Problems.

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