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Engineering
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Engineering formulas
202 results. Open any card and leave one value empty to calculate it.
Physics
Moment of Inertia
Physics
\[I = m \cdot ( r ^ 2 )\]
Engineering
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Physics
Most Probable Velocity
Physics
\[v = sqrt ( ( ( ( 8 \cdot RT ) ) / ( ( \pi \cdot M ) ) ) )\]
Engineering
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Physics
Motion in Vertical Circle
Physics
\[( V_ ) = sqrt ( 4 \cdot Lg )\]
Engineering
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Physics
Mutual Inductance
Physics
\[N \cdot \phi = MI\]
Engineering
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Physics
Newton's Formula
Physics
\[XY = ( f ^ 2 )\]
Engineering
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Physics
Newton's-Viscous Law
Physics
\[F = -\eta \cdot A \cdot \frac{dv}{dx}\]
Engineering
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Mathematics
Normal of Parabola
Mathematics
\[y = mx - 2 \cdot am - a \cdot ( m ^ 3 )\]
Engineering
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Chemistry
Normality
Chemistry
\[N = ( ( ( w \cdot 1000 ) ) / ( ( ( E_w ) \cdot V \cdot ( ml ) ) ) )\]
Engineering
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Physics
Ohm's law
Physics
\[V = IR\]
Engineering
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Physics
Open Argon Pipe
Physics
\[f = ( ( ( nv ) ) / ( ( 2 \cdot l ) ) )\]
Engineering
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Mathematics
Parabola
Mathematics
\[c = \frac{a}{m}\]
Engineering
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Mathematics
Parallel Lines condition
Mathematics
\[( ( a ) / ( ( a_prime ) ) ) = ( ( b ) / ( ( b_prime ) ) )\]
Engineering
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Physics
Parallel Plate Capacitor
Physics
\[C = k \cdot \frac{\epsilon \cdot A}{d}\]
Engineering
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Chemistry
Partial Pressure
Chemistry
\[p = xP\]
Engineering
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Physics
Perpendicular Axis Theorem
Physics
\[( I_z ) = ( I_x ) + ( I_y )\]
Engineering
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Mathematics
Perpendicular Lines condition
Mathematics
\[aa_prime + bb_prime = 0\]
Engineering
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Physics
Photon Energy
Physics
\[E = \frac{hc}{\lambda}\]
Engineering
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Physics
Photon Force
Physics
\[F = ( ( ( IA ) ) / ( c ) )\]
Engineering
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Physics
Photon Intensity-Electric Field
Physics
\[E_{n} = \frac{1}{2} \cdot varepsilon_{0} \cdot {E}^{2} \cdot c\]
Engineering
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Physics
Photon Momentum
Physics
\[E = \frac{h}{\lambda}\]
Engineering
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Physics
Potentiometer
Physics
\[varepsilon_1 = x \cdot ( l_1 )\]
Engineering
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Physics
Power
Physics
\[P = \frac{W}{t}\]
Engineering
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Physics
Pressure
Physics
\[P = \frac{F}{A}\]
Engineering
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Mathematics
Prism Volume and Surface Area
Mathematics
\[V = Ah\]
Engineering
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