Kirchhoff's circuit rules
 Kirchhoff's circuit rules

Two statements, developed by Gustav Kirchhoff, about complex circuits that embody the laws of conservation (see
conservation law) of
electric charge and energy.
They are used to determine the value of the
electric current in each branch of the circuit. The first law states that the sum of the currents into a junction in the circuit equals the sum of the currents out of the junction. The second law states that around each loop in an electric circuit, the sum of the
electromotive force is equal to the sum of all the potential drops (changes in voltage) across components in the loop. Using these rules, algebraic equations can be formulated to determine the value of currents in different loops in a circuit.
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two statements about multiloop electric circuits that embody the laws of conservation of
electric charge and energy (
energy, conservation of) and that are used to determine the value of the electric current in each branch of the circuit.
The first rule, the junction theorem, states that the sum of the currents into a specific junction in the circuit equals the sum of the currents out of the same junction. Electric charge is conserved: it does not suddenly appear or disappear; it does not pile up at one point and thin out at another.
The second rule, the loop equation, states that around each loop in an electric circuit the sum of the emf 's (electromotive forces (
electromotive force), or voltages, of energy sources such as batteries and generators) is equal to the sum of the potential drops, or voltages across each of the resistances, in the same loop. All the energy imparted by the energy sources to the charged particles that carry the current is just equivalent to that lost by the charge carriers in useful work and heat dissipation around each loop of the circuit.
On the basis of Kirchhoff's two circuit rules, a sufficient number of equations can be written involving each of the currents so that their values may be determined by an algebraic solution.
Kirchhoff's circuit rules are also applicable to complex alternatingcurrent circuits and with modifications to complex magnetic circuits.
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Universalium.
2010.
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