Engineering Handbook/Physics/Motion

< Engineering Handbook < Physics

Motion	Linear	Non Linear
Speed	$v={\frac {s}{t}}$	v(t)
Acceleration	$a={\frac {v}{t}}$	$a={\frac {dv(t)}{dt}}$
Distance	$S=vt=at^{2}$	$s=\int v(t)dt$
Force	$F=ma={\frac {mv}{t}}={\frac {p}{t}}$	$a=m{\frac {dv(t)}{dt}}$
Work	$W=Fs=Fvt=pv$	$F\int v(t)dt$
Energy	$E={\frac {W}{t}}=Fv=Fat=pa$	${\frac {F}{t}}\int v(t)dt$
Pressure	$a={\frac {F}{A}}$

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