Könyv Elementary Mechanics John G. Papastavridis

Elementary Mechanics

Nyelv: Angol
Kötés: Kemény kötésű
Elérhetőség: Könyvújdonság
Megjelenés ismeretlen
141 244 Ft
This is a comprehensive and state-of-the-art compendium of Newtonian-Eulerian (momentum/vectorial) m...

Információk a könyvről

Nyelv
Angol
Kötés
Könyv - Kemény kötésű
Kiadva
2015
oldal
1680
EAN
9789814603041
ISBN
981460304X
Enbook ID
05071306
Súly
419
Méretek
210 x 150 x 22

Teljes leírás

This is a comprehensive and state-of-the-art compendium of Newtonian-Eulerian (momentum/vectorial) mechanics, from an advanced and unified (i.e. continuum) viewpoint - "elementary" simply means no Lagrangean and no Hamiltonian theories / methods, otherwise the level is graduate and beyond; yet, the presentation is eminently readable and inclusive: the style is informal and the mathematics (this Achilles heel of modern mechanics books, especially of the applied/multi-body ones) has been kept to the simplest necessary for a work of this level and scope (see below) - all ahistorical and intuition-deadening jargon and formalisms have been intentionally avoided. As such, the book continues, renovates, and expands the grand tradition laid by such educational 20th century "elementary mechanics" classics as those written by (alphabetically): Butenin, Coe, Fox, Hamel, Lur'e, Magnus, Milne, Nielsen, Parkus, Pars, Synge, Szabo, Voigt et al.Specifically: The book opens with a unique part - "sub-book" ("zeroth approximation") - on the history of theoretical and applied mechanics - from classical antiquity (Greece) to late 20th cent., including many hundreds of portraits and photos of famous researchers in mechanics, and famous quotes; Next - and to make this volume as self-contained as possible, and establish better communication with the readers - an extensive, handbook-like, exposition of the necessary mathematics is presented, i. e. algebra + calculus of Cartesian vectors and tensors, and linear algebra / matrices (in both indicial and direct notations); Then, the main course follows, i.e. a detailed treatment of the fundamentals of (the exact, nonlinear) kinematics, kinetics (and some thermodynamics) of particles, rigid bodies, and deformable continua (i.e. of Euler, Cauchy, Hamel et al.); most basic concepts and general equations are discussed, as well as their approximations (linearizations etc.) - the emphasis is on ideas and results of permanent interest.The text is complemented by many remarks and completely solved nontrivial examples, along with many problems (all with their answers and many with hints).

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