Find a formula. Solve any missing value.

Electronics Engineering

K’p for PMOS

Electronics Engineering

\[K_{p\_prime} = \mu_{p} \cdot C_{ox}\]

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Kirchhoff’s Law

Mechanical Engineering

\[\alpha = \epsilon\]

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Kn for MOSFET (Metal Oxide Semiconductor )

Electronics Engineering

\[K_{n\_prime} = \mu_{n} \cdot C_{ox}\]

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Knuckle Joint Analysis

Mechanical Engineering

\[P = \frac{\pi}{4} \cdot {d}^{2} \cdot \sigma_{t}\]

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Laminar Flow over Flat Plate

Mechanical Engineering

\[N \cdot u_{x} = \frac{h \cdot x}{k}\]

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Laminar Flow over Inside Tube

Mechanical Engineering

\[N \cdot u = \frac{h \cdot d}{k}\]

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Lead Time Demand

Mechanical Engineering

\[Lead_Time_Demand + Safety_Stock = Reorder_Point\]

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life time of Minority carrier

Electronics Engineering

\[\tau_{p} = \frac{{L_{p}}^{2}}{D_{p}}\]

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Linear Strain

Mechanical Engineering

\[Linear_{strain} = \frac{\Delta_{l}}{l}\]

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Lines Performance by Efficiency

Electrical Engineering

\[Efficiency = \frac{Power_{delivered\_at\_the\_receiving\_end}}{Power_{sent\_from\_sending\_end}} \cdot 100\]

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Lines Performance by Voltage Regulation

Electrical Engineering

\[Regulation = \frac{V_{r\_prime} - V_{r}}{V_{r}} \cdot 100\]

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Load factor

Electrical Engineering

\[Load_{factor} = \frac{Average_{demand}}{Maximum_{load}}\]

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Logarithmic Mean Temperature Difference (LMTD)

Mechanical Engineering

\[Q = U \cdot A \cdot \theta_{m}\]

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Longitudinal Strain in thin cylinder

Mechanical Engineering

\[varepsilon_{L} = \frac{p \cdot d}{4 \cdot t \cdot E} \cdot \left(1 - 2 \cdot \mu\right)\]

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Longitudinal Stress in thin cylinder

Mechanical Engineering

\[\sigma_{t} = \frac{p \cdot d}{4 \cdot t} \cdot \sigma_{t}\]

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Longitudinal Stress in thin cylinder with efficiency

Mechanical Engineering

\[\sigma_{t} = \frac{p \cdot d}{4 \cdot t} \cdot \sigma_{t}\]

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Magnetic Flux density

Electronics Engineering

\[B = \frac{\phi}{A_{s}}\]

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Majority carrier concentration

Electronics Engineering

\[Majority_carrier_concentration = ( ( n_i ^ ( 2 ) ) / ( Minority_carrier_concentration ) )\]

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Making Capacity

Electrical Engineering

\[Making_capacity = 2.55 \cdot symmetrical_breaking_capacity\]

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Manning’s Formula

Civil Engineering

\[V = \frac{1}{n} \cdot {R}^{\frac{2}{3}} \cdot {S}^{\frac{1}{2}}\]

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Mass Action Law (Intrinsic concentration)

Electronics Engineering

\[n_rho \cdot p_n = n_i ^ ( 2 )\]

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Mass removal rate in Electrochemical Machining

Mechanical Engineering

\[Mass_{removal\_rate} \cdot m = \frac{A \cdot I}{Z \cdot F}\]

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Max Bending Moment due to Pure moment

Mechanical Engineering

\[Max_{Bending\_Moment} = \frac{W \cdot L}{4}\]

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Max Bending Moment due to Shear force

Mechanical Engineering

\[Max_Bending_Moment = W \cdot L\]

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