Logo

Continuum Mechanics: Progress in Fundamentals and Engineering Applications

Small book cover: Continuum Mechanics: Progress in Fundamentals and Engineering Applications

Continuum Mechanics: Progress in Fundamentals and Engineering Applications
by

Publisher: InTech
ISBN-13: 9789535104476
Number of pages: 158

Description:
Unlike classical Continuum Mechanics books, this book summarizes the advances of Continuum Mechanics in several defined areas. Emphasis is placed on the application aspect. The applications described in the book cover energy materials and systems (fuel cell materials and electrodes), materials removal, and mechanical response/deformation of structural components including plates, pipelines etc.

Home page url

Download or read it online for free here:
Download link
(4.7MB, PDF)

Similar books

Book cover: Elementary Applied MechanicsElementary Applied Mechanics
by - MacMillan
The work forms an elementary consecutive treatise on the subject of Internal Stress and Strain. The whole is illustrated by a systematic and graduated set of Examples. At every point graphical methods are combined with the analytical.
(19573 views)
Book cover: Mechanics of Rigid BodyMechanics of Rigid Body
by
The purpose of this text is to provide the students with the theoretical background and engineering applications of the three dimensional mechanics of a rigid body. Covered are three-dimensional kinematics and kinetics of particles and rigid bodies.
(11152 views)
Book cover: Modern Introductory MechanicsModern Introductory Mechanics
by - Bookboon
This is a two semester introductory classical mechanics text. The coverage of material includes some unusual topics in variational techniques and deterministic chaos. The treatment of relativity is more complete than usual.
(9185 views)
Book cover: Notes on Analytical MechanicsNotes on Analytical Mechanics
by - Stockholms universitet, Fysikum
These are lecture notes for an undergraduate course in analytical mechanics. From the table of contents: Lagrangian mechanics; The central force two-body problem; Rotation and rigid bodies; The Hamiltonian formulation; Integrable and chaotic motion.
(8802 views)