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Engineering
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Engineering formulas
202 results. Open any card and leave one value empty to calculate it.
Chemistry
Isobar Process work
Chemistry
\[W = PdV\]
Engineering
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Physics
Isothermal process
Physics
\[W = nRTln \cdot ( ( ( ( ( ( V_f ) ) ) / ( ( ( V_i ) ) ) ) ) )\]
Engineering
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Chemistry
Isothermal Process work
Chemistry
\[W = nRTln \cdot ( ( ( ( ( ( V_f ) ) ) / ( ( ( V_i ) ) ) ) ) )\]
Engineering
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Physics
Kepler’s Law
Physics
\[( ( ( ( T ^ 2 ) ) ) / ( ( ( R ^ 3 ) ) ) ) = Const\]
Engineering
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Physics
Kinetic Energy
Physics
\[K = \frac{1}{2} \cdot I \cdot {\omega}^{2}\]
Engineering
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Chemistry
Laten Heat of Evaporation
Chemistry
\[L_{vap} = \frac{\Delta \cdot H_{vap}}{M}\]
Engineering
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Chemistry
Laten Heat of Fusion
Chemistry
\[L_{fus} = \frac{\Delta \cdot H_{fus}}{M}\]
Engineering
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Mathematics
Length of Subnormal
Mathematics
\[( Length_of_Subnormal ) = abs ( k ) \cdot m\]
Engineering
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Mathematics
Length of Subtangent
Mathematics
\[( Length_of_Suntangent ) = ( ( ( abs ( k ) ) ) / ( m ) )\]
Engineering
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Physics
Lens Magnification
Physics
\[m = \frac{v}{u}\]
Engineering
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Physics
Lens Power
Physics
\[P = ( ( 1 ) / ( ( f \cdot ( meter ) ) ) )\]
Engineering
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Physics
Linear Equations of motion
Physics
\[v = u + at\]
Engineering
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Physics
Linear Skid Velocity
Physics
\[v_{} = \sqrt{\mu \cdot gr}\]
Engineering
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Physics
Linear-Angular Velocity relation
Physics
\[v = {\omega}^{2} \cdot r\]
Engineering
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Physics
Loudness of Sound
Physics
\[L = 10 \cdot log ( ( ( ( I ) / ( ( ( I_0 ) ) ) ) ) )\]
Engineering
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Physics
Magnetic Field due Current Carrying Wire
Physics
\[F = I \cdot ( l \cdot B )\]
Engineering
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Physics
Magnetic Flux
Physics
\[\phi = B \cdot dS\]
Engineering
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Physics
Magnetic Moment
Physics
\[F = NIA\]
Engineering
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Physics
Magnification
Physics
\[m = ( ( ( ( h_2 ) ) ) / ( ( ( h_1 ) ) ) )\]
Engineering
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Physics
Mean Velocity
Physics
\[v = sqrt ( ( ( ( 2 \cdot RT ) ) / ( M ) ) )\]
Engineering
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Physics
Metre Bridge
Physics
\[R = \sigma \cdot l\]
Engineering
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Chemistry
Molality
Chemistry
\[m = ( ( ( w \cdot 1000 ) ) / ( ( ( M_w ) \cdot m \cdot ( mg ) ) ) )\]
Engineering
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Chemistry
Molarity
Chemistry
\[M = ( ( ( w \cdot 1000 ) ) / ( ( ( M_w ) \cdot V \cdot ( ml ) ) ) )\]
Engineering
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Chemistry
Molarity and Molality
Chemistry
\[x_{1} = \frac{w \cdot \rho \cdot 1000}{1000 + m \cdot M_{2}}\]
Engineering
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