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( Solutions Manual - pp.458 ) + Lagrangian and Hamiltonian Mechanics - Melvin G. Calkin - ( World Scientific - 1996 - pp.221 ).pdf

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( Solutions Manual - pp.458 ) + Lagrangian and Hamiltonian Mechanics - Melvin G. Calkin - ( World Scientific - 1996 - pp.221 ).pdf

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( Solutions Manual - pp.458 ) + Lagrangian and Hamiltonian Mechanics - Melvin G. Calkin - ( World Scientific - 1996 - pp.221 ).pdf

文档介绍

文档介绍:M. C. CALKIN
Duihousie Universi~
&) World Scientific
h Singapore New Jsrsey a Hong Kong
Published by
World Scientific Publishing Co. PLe. Lkl.
P 0 Box 128, Farrer Road, Slngaporc 0 1250.;(
USA oflce: Suite IB, 1060 Ma111 i, 1<1\ cr Edge, NJ 07661
UKofice: 57 Shelton Street, Covent , London WC2H 9HE
British Library Cataloguing-ill-l'~tioii Oats
A catalogue record for this book is a\sil:~bicI~OI~I [he British Library.
I Fini published 1996
First reprint 1998
LAGRANGIAN ANI) HAhlILTONIAN AIECILiNICS
Ccpyright 0 1996 by World Scientific t'ubils!li:ig Co. Pte. Ltd.
A11 rights reserved. This book, or prrr-fsfiiri L~OJ: 111cryriot be reproduced in rrrry form or
electronic or trrecharlicul, i/~c[lrdi/tg:ilicii~~c!/i~.!t!;~, recsru'itlg or atiy inforrtlci!ion slorugc
sysrem now ktlawri or to be biverrttd, ~I,I~/I~>:<I~~'I.~IIL'II perrnissiotl fro~nrhe Publislrer.
For photocopying of n1ateri:il in this VO~~IIIIT,plc:lse pay a copying fee through t
Clearance Center, Inc., 222 Kcscwouti 1)11vc,Ljanvcrs, 'lA 01973, USA. 111 this case
photocopy is not required the publisher.
ISBN 981-02-2672- 1
Printed in Singapore.
PREFACE
This book grew out of notes for a one-semester course in classical mechanics
which I have taught for many years to senior and, more recently, junior physics students
at Dalhousie University. These students have norrnally taken one semester in mechanics
at the introductory level and one semester at the xecond year level; my course is their
final exposure to mechanics as undergraduates. The original aim of the course was to
introduce the student, in the more familiar setting of classical mechanics, to those ideas
and terms which he or she would later encounter in modified form in quantum
mechanics: Lagrangian, action, Hamiltonian, Poisson brackets, canonical
transformations, etc. In recent years, with the resurgence of interest in mechanics,
especially non-linear d