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{{r|Classical mechanics}}

{{r|Classical mechanics}}

* H. Goldstein, C. P. Poole, J. L. Safko, ''Classical Mechanics'', Third Ed., Addison Wesley Publishing Company, San Francisco (2001) ISBN * V. I. Arnold, ''Mathematical Methods of Classical Mechanics'', Springer-Verlag (1989), ISBN 0-387-96890-3. (Chapter 6).

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{{r|Classical mechanics}}

{{r|Classical mechanics}}

{{r|Classical mechanics}}

{{r|Classical mechanics}}

...short bursts approach 30 miles (48 km) per hour. Kinematics, the branch of classical mechanics, helps describe a player's movement across the ice by defining his position

==Classical mechanics== In [[classical mechanics|classical]] or [[Newton]]ian mechanics the motion of a particle is governed

{{r|Classical mechanics}}

...Edition|publisher=Thomson-Brooks/Cole|year=2004|id= ISBN 0-534-40949-0}} (Classical mechanics and electricity)

*{{cite book |author=John Robert Taylor |title=Classical mechanics |isbn=189138922X |year=2005 |publisher=University Science Books |url=http:/

{{r|Classical mechanics}}

{{r|Classical mechanics}}

...ics, Special Relativity and Classical Mechanics]</ref> In particular, in [[classical mechanics]], all observers agree on the value of ''t'' and the transformation rules f

{{r|Classical mechanics}}

;[[Molecular dynamics]]: Application of [[classical mechanics]] for simulating the movement of the nuclei of an assembly of atoms and mol

{{r|Classical mechanics}}

The Theorem of the Equipartition of [[energy]] is a construct of [[classical mechanics]] and was first introduced by [[James Clerk Maxwell]] (1831-1879). It stat