Kinematics
Motion per se is studied, independently of the physical factors that cause or affect it. The vector concepts of velocity and acceleration of a particle are defined. Circular motion and relative motion are studied.
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Introduction to Mechanics of Particles and Systems
Introduction to Mechanics of Particles and Systems
Costas J. Papachristou
Introduction to Mechanics of Particles and Systems
123
Costas J. Papachristou Department of Physical Sciences Hellenic Naval Academy Piraeus, Greece
ISBN 978-3-030-54270-2 ISBN 978-3-030-54271-9 https://doi.org/10.1007/978-3-030-54271-9
(eBook)
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Preface
Newtonian Mechanics is, traditionally, the first stage of “initiation” of a college student into Physics. It is perhaps the only truly autonomous subject area of Physics, in the sense that it can be taught as a self-contained entity without the need for support from other areas of physical science. This textbook is based on lecture notes (originally in Greek) used by this author in his two-semester course of introductory Mechanics, taught at the Hellenic Naval Academy (the Naval Academy of Greece). It is evident that no serious approach to Mechanics (at least at the university level) is possible without the support of higher Mathematics. Indeed, the central law of Mechanics, Newton’s Second Law, carries a rich mathematical structure being both a vector equation and a differential equation. An effort is thus made to familiarize the student from the outset with the use of some basic mathematical tools, such as vectors, differential operators, and differential equations. To this end, the first chapter contains the elements of vector analysis that will be needed in the sequel, while the Mathematical Supplement constitutes a brief introd
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