Author(s)

Qing Li

Shijiazhuang Traditional Chinese Medical Hospital, Shijiazhuang, China.

In classic mechanics, the force is the interaction of matter, and it is also the basic reason for accelerated motion of objects. In general relativity, the force is no longer the interaction of objects, but the result of curvature of space and time. In this paper, the significance of acceleration is elaborated according to Axioms 1 and 3. Being different from Axiom 2 in which the acceleration force of the continuum is given by the ratio of variables, the accelerated motion in Axiom 1 is carried out in units superimposed because there is only one space or time independently where space-time bending is meaningless. The accelerated motion in Axiom 3 can be considered to be described by using the equation of the linear and curvilinear process of the continuum extending to infinitely distance. Further, this linear and curvilinear process of the continuum is only a quantitative continuum in essence and thus an accelerated motion transmitting from finite to infinite quantities must be jumping by an infinitely great accelerating force.

The Linear and Curvilinear Process of the Continuum, One Quantitative Continuum, The Infinitely Great, Accelerating Force

Li, Q. (2021) The Meaning of Accelerated Motion. Applied Mathematics, 12, 535-545. doi: 10.4236/am.2021.127037.