__Position to Acceleration Calculator:__

__Position to Acceleration Calculator:__

Enter the values of Change in Velocity dV_{(m/s)} , Final Position p2_{(m)} & Initial Position p1_{(m)} to determine the value of Position to Acceleration A_{(m/s}^{2}_{)} .

__Position to Acceleration Formula:__

__Position to Acceleration Formula:__

The Position to Acceleration A_{(m/s}^{2}_{)} in meter per second square is Equal to the Change in Velocity dV_{(m/s)} in meter per second is squared and Divided by the 2 into Multiply the Final Position p2_{(m)} in meter and Subtracted to the Initial Position p1_{(m)} in meter.

The Formula of Position to Acceleration can be written as,

A_{(m/s}^{2}_{)} = dV^{2}_{(m/s)} / ( 2 * ( p2_{(m)} – p1_{(m)} ) )

Here,

A_{(m/s}^{2}_{)} = Position to Acceleration in meter per second square

dV_{(m/s)} = Change in Velocity in meter per second

p2_{(m)} = Final Position in meter

p1_{(m)} = Initial Position in meter

__Position to Acceleration Calculation :__

__Position to Acceleration Calculation :__

1)Calculate the Position to Acceleration and given for Change in Velocity = 5m/s^{2} , Final Position = 200m , Initial Position = 100m.

Answer

A = dV^{2} / ( 2 * ( p2 – p1 ) )

A = 5^{2} / ( 2 * ( 200 – 100 ) )

A = 0.125m/s^{2}.

2)Calculate the Initial Position and given for Change in Velocity = 5m/s^{2} , Final Position = 200m , Position to Acceleration = 0.125m/s^{2}.

Answer

A = dV^{2} / ( 2 * ( p2 – p1 ) )

0.125 = 5^{2} / ( 2 * ( 200 – p1 ) )

P1 = 100m.

__Acceleration from Position:__

__Acceleration from Position:__