$L = \frac{1}{C ω^{2}}$ $L=1/(Comega^2)$

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on

Jul 24, 2020, 6:28:07 PM

Created by

on

Jun 10, 2016, 5:02:59 PM

L = \frac{1}{C \cdot ω^{2}}

$L = 1/( C * omega ^2)$

(C) capacitance

$(C)"capacitance"$

(ω) Number of radians per second

$(omega)"Number of radians per second"$

References

This equation,

L = \frac{1}{C ω^{2}}

$L=1/(Comega^2)$ , is used in 1 page

• LM 25.2 Oscillations Collection by vCollections

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