Linked from

The 34 pages that link to Kirchhoff's circuit laws, each with the reason it gives.

• Electric currentRelated: The current law accounts for inflow and outflow at each junction.

• Ohm's lawRelated: They complement Ohm’s component relation by constraining whole circuits.

• Electrical circuitRelated: They let circuit behavior be calculated from its connections.

• Direct currentRelated: They let engineers calculate steady and changing currents in DC circuits.

• Incidence matrixRelated: The incidence matrix expresses current balance at circuit nodes.

• Linear equationRelated: Circuit analysis translates these conservation rules into linear equations.

• PhasorRelated: In the phasor domain, these laws apply to complex voltage and current values.

• ResistorRelated: They determine resistor currents and voltage drops in larger circuits.

• System of linear equationsRelated: Circuit currents and voltages are often found by solving the resulting simultaneous equations.

• Electric circuitRelated: These laws analyze current splits and voltage changes throughout a circuit.

• Short circuitRelated: They describe how current divides among branches when a short path appears.

• Connected graphRelated: Circuit analysis treats electrical connections as a graph of nodes and branches.

• LC circuitRelated: They yield the circuit equation when applied to a closed LC loop.

• VoltRelated: The voltage law tracks potential differences around circuit loops.

• RC circuitRelated: They yield the differential equation governing a simple RC circuit’s response.

• Circuit analysisRelated: They supply the node and loop constraints used to solve circuit equations.

• Electric potential differenceRelated: Their loop rule tracks potential rises and drops around a closed circuit.

• Wheatstone bridgeRelated: They yield the current and voltage relations used to derive the bridge's balance condition.

• Cramer's ruleRelated: Small circuit models produce linear systems whose currents can be written using determinant ratios.

• Georg OhmRelated: They combine with Ohm’s law to analyze currents and voltages in complex circuits.

• Joule's first lawRelated: They help determine currents and voltages before applying Joule's heating relation.

• Negative impedance converterRelated: These laws connect the converter’s internal signals to its input impedance.

• Circuit diagramRelated: The connections shown in a diagram define the nodes and loops these laws analyze.

• Electronic componentRelated: They connect individual component behaviors into whole-circuit analysis.

• Equation solvingRelated: Circuit analysis applies these laws to form equations for unknown currents and voltages.

• Joule's laws (electrical heating)Related: They determine circuit currents and voltages that can then be used to calculate heating.