^ Gerald Jay Sussman Jack Wisdom Meinhard Edwin Mayer (2001).

Classical Mechanics: Point Particles and Relativity. Classical Dynamics: A Contemporary Approach.

^ Jorge Valenzuela JosГ© Eugene Jerome Saletan (1998).

Classical Mechanics: An Undergraduate Text. Lakshminarasimhan Raju Sethuraman Srinivasan M.

^ Stephen Timoshenko Donovan Harold Young (1956).

An Elementary Treatise on Kinematics and Dynamics. A Treatise on the Analytical Dynamics of Particles and Rigid Bodies: With an Introduction to the Problem of Three Bodies (Fourth edition of 1936 with foreword by Sir William McCreaВ ed.). Elements of Mechanics Including Kinematics, Kinetics and Statics: with applications. Classical Mechanics (Reprint of 1977В ed.). The variational principles of mechanics (Reprint of 4th Edition of 1970В ed.).

Variational principles and Lagrangian mechanics.

List of Fundamental Dynamics PrinciplesДЄxioms and mathematical treatments Prominent examples include The Feynman Lectures on Physics. In these books, although the word 'dynamics' is used when acceleration is ascribed to a force, the word 'kinetics' is never mentioned. In fact, many undergraduate and graduate text books since mid-20th century on 'classical mechanics' lack chapters titled 'dynamics' or 'kinematics.' However, few modern physicists concern themselves with an independent treatment of 'dynamics' or 'kinematics,' nevermind 'statics' or 'kinetics.' Instead, the entire undifferentiated subject is referred to as classical mechanics. Dynamics is still included in mechanical, aerospace, and other engineering curricula because of its importance in machine design, the design of land, sea, air and space vehicles and other applications. Today, dynamics and kinematics continue to be considered the two pillars of classical mechanics. This approach is common in engineering books on mechanics, and is still in widespread use among mechanicians.ДЇundamental importance in engineering, diminishing emphasis in physics One approach combined statics and kinetics under the name dynamics, which became the branch dealing with determination of the motion of bodies resulting from the action of specified forces another approach separated statics, and combined kinetics and kinematics under the rubric dynamics. These three subjects have been connected to dynamics in several ways.

' kinematics' (dealing with the implications of observed motions without regard for circumstances causing them).

' kinetics' (the study of motion and its relation to forces).

' statics' (the study of equilibrium and its relation to forces).

Historically, there were three branches of classical mechanics: Relationship to statics, kinetics, and kinematics Some authors (for example, Taylor (2005) and Greenwood (1997) ) include special relativity within classical dynamics. 'The theoretical development of the laws of motion of bodies is a problem of such interest and importance that it has engaged the attention of all the eminent mathematicians since the invention of the dynamics as a mathematical science by Galileo, and especially since the wonderful extension which was given to that science by Newton.' William Rowan Hamilton, 1834 (Transcribed in Classical Mechanics by J.R. The field has a long and important history, as remarked by Hamilton:

2.1 Fundamental importance in engineering, diminishing emphasis in physics.2 Relationship to statics, kinetics, and kinematics.

Classical dynamics greenwood 5-7