New formulation of the reciprocal of velocity for particle motion

Abstract EN

In this paper, the reciprocal of dimensional velocity of kinematical motion was converted into new formula defined time velocity.

It is a gradient of time.

The second derivative of time with respect to 3- dimension coordinates is called the time acceleration which is Laplacian operator of time.

The time acceleration is non-vector and can also be evaluated from kinematical time equations .The addition formulas was produced from the principal time velocity equation.

The results indicate that the reciprocal of velocity has the same numerical value of the time velocity which has negative sign.

The initial and final time velocities, time acceleration, displacement and time are deduced from the equations of particle motion due to time.

Similarly the kinematical dimension rotation can be transformed into time rotation motion by the same manner.

The rectilinear, curvilinear, rotation and other types of motion have completely applied the concept of non- relativistic motion for particle due to time.

The new formula gives depth complementarily of particle movement and complement of moving equation.