Loop Rule: Difference between revisions

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===A Mathematical Model===
===A Mathematical Model===
A mathematical representation is: <math> \Delta {V}_{1} + \Delta {V}_{2} + \space.... = 0 </math>
A mathematical representation is: <math> \Delta {V}_{1} + \Delta {V}_{2} + \space.... = 0 </math>
This can also be represented in a circuit as emf = \Delta {V}_{1} + \Delta {V}_{2} + \space.....
===A Visual Model===


==Examples==
==Examples==

Revision as of 16:40, 2 December 2015

Claimed by Bmock7

The Loop Rule is a fundamental concept of electric circuit that says that in any round trip path in a circuit, Electric Potential equals zero.

Loop Rule

The loop rule simply states that in any round trip path in a circuit, Electric Potential equals zero. This principle deals with the conservation of energy within a circuit. Loop Rule and Node Rule are the two fundamental concepts of electric circuits and are used to determine the behaviors of electric circuits.

A Mathematical Model

A mathematical representation is: [math]\displaystyle{ \Delta {V}_{1} + \Delta {V}_{2} + \space.... = 0 }[/math] This can also be represented in a circuit as emf = \Delta {V}_{1} + \Delta {V}_{2} + \space.....

A Visual Model

Examples

Be sure to show all steps in your solution and include diagrams whenever possible

Simple

Middling

Difficult

History

The Loop Rule is formally known as the Kirchhoff Circuit Law, named after Gustav Kirchhoff discovered and defined this fundamental concept of electric circuits.

He discovered this during his time as a student at Albertus University of Königsberg in 1845.

Kirchoff went on to explore the topics of spectroscopy and black body radiation after his graduation from Albertus.

Connectedness

  1. How is this topic connected to something that you are interested in?
  2. How is it connected to your major?
  3. Is there an interesting industrial application?

See also

Other Circuit Concepts

Steady State

Non Steady State

Node Rule

More Information and External links

Kirchoff's Circuit Laws - Wikipedia

Loop Rule - Boundless.com Textbook

References

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