# Fundamental Physics/Force/Moment Impulse

## Momemt Motion Force

From above,force causes matter of mass m to move at speed v from one place to another place can be calculated by

${\displaystyle F_{a}=ma=m{\frac {v}{t}}={\frac {p}{t}}}$

With

${\displaystyle F_{a}}$ . Motion Force
${\displaystyle m}$ . Mass of matter
${\displaystyle a}$ . Acceleration
${\displaystyle v}$ . Velocity
${\displaystyle t}$ . Time
${\displaystyle p}$ . Moment

From above,

${\displaystyle F_{p}t=p=mv}$


## Applications

### Quantum Momemtum

Momentum of a Quanta travels at speed of light

${\displaystyle v={\sqrt {\frac {1}{\mu \epsilon }}}=C=\lambda f}$
${\displaystyle E=pv=pC=p\lambda f=hf}$
${\displaystyle h=p\lambda }$
${\displaystyle \lambda ={\frac {h}{p}}}$
${\displaystyle p={\frac {h}{\lambda }}}$

### Relative Momemtum

Momentum of a mass travels at speed close (relative) to speed of light

${\displaystyle v={\sqrt {1-{\frac {v^{2}}{C^{2}}}}}=\gamma }$
${\displaystyle m=m_{o}(\gamma +1)}$
${\displaystyle p=mv}$
${\displaystyle E=pv}$