Current in a RL Circuit: Difference between revisions
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A resistor-inductor circuit is an electric circuit that contains both a resistor, R, and an inductor, L, and is powered by a current source such as a battery. The energy conservation equation for a RL circuit is typically of the form: '''''ΔV_battery + ΔV_resistor + ΔV_inductor = 0''''' [[File:RL Circuit.png|300px|right]] | A resistor-inductor circuit is an electric circuit that contains both a resistor, R, and an inductor, L, and is powered by a current source such as a battery. The energy conservation equation for a RL circuit is typically of the form: '''''ΔV_battery + ΔV_resistor + ΔV_inductor = 0''''' [[File:RL Circuit.png|300px|right]] | ||
Revision as of 00:12, 6 December 2015
A resistor-inductor circuit is an electric circuit that contains both a resistor, R, and an inductor, L, and is powered by a current source such as a battery. The energy conservation equation for a RL circuit is typically of the form: ΔV_battery + ΔV_resistor + ΔV_inductor = 0
The Main Idea
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A Mathematical Model
ΔV_battery + ΔV_resistor + ΔV_inductor = 0
Emf_battery - RI - L(dI/dt) = 0
A Computational Model
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Examples
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Further reading
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References
http://cnx.org/contents/7025ec30-2efe-449f-8475-089c3063433f@3.1:9/MATH-1508-(Laboratory)-Enginee