When Kirchhoff's law is used, how many branches are there and how many nodes are there

When Kirchhoff's law is used, how many branches are there and how many nodes are there


For specific circuits, starting from 1, theoretically more or less possible



Is voltmeter a branch in Kirchhoff's law circuit analysis?


If the internal resistance of the voltmeter can be regarded as infinite, don't worry about it
If it can't be regarded as infinity, calculate the current



Examples of Kirchhoff's law
It's better to explain in detail, so it's easy to understand


Kirchhoff's current law [1] (KCl) the algebraic sum of all the currents flowing out (into) any node in any lumped parameter circuit at any instant is always zero, that is, in terms of the reference direction, the current flowing out of the node takes a positive sign in the formula, Kirchhoff current law is the embodiment of current continuity and charge conservation law in circuit. It can be applied to any imaginary closed surface of circuit
Kirchhoff's law of voltage (KVL) in any circuit with lumped parameters, the algebraic sum of the voltages along each section of the circuit is always zero at any moment, that is, when the reference direction of the voltage is the same as the detour direction of the circuit, the voltage takes a positive sign in the formula, Kirchhoff's law of voltage is the embodiment of the law of conservation of energy and the law of single value of potential in the circuit. It can be extended to the imaginary circuit
It's a simple law,
The first is that the current flowing in is equal to the current flowing out
The second is that the total voltage of each component in the closed circuit is equal to 0