Lagrangian Mechanics: An Advanced Analytical Approach
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.
Anh Le Van, Rabah Bouzidi
An explanation of the nuances of analytical mechanics and its applications in rigid body mechanics may be found in the PDF document titled “Lagrangian Mechanics: An Advanced Analytical Approach.” The knowledgeable authors illustrate the fundamental role that parameterization plays, which conditions the equations and, as a result, the information that is obtained; the fundamental notions of virtual kinematics, which include the virtual derivative and the dependence of the virtual quantities with respect to a reference frame; the essential concept of perfect joints and their intrinsic character, which is the invariance of the fields of compatible virtual velocities with respect to the parameterization; and the essential concept of perfect joints and their inherent character, which is the invari
Throughout the entirety of the e-book, any demonstrated results are mentioned alongside their corresponding hypotheses, together with a crystal clear indication of the applicability requirements required for the results to be in a usable state. The textbook is accompanied by a large number of examples, which make it easier to comprehend how the calculating methods work.
Students pursuing a Master’s degree, Bachelor’s degree, or engineering degree who are interested in a more in-depth study of analytical mechanics and its applications are the primary audience for this ebook.
PLEASE TAKE NOTE That the only thing included in this offer is the PDF version of the booklet Lagrangian Mechanics. There is no access code provided.
Table of contents
Table of contents :
2. Parameterization and Parameterized Kinematics.
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.
11. Revision Problems.
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