Two simple circuits are used to demonstrate the characteristic of voltage and current sources. In both cases, the voltage sources are in series with current sources.
Five circuits are considered to explain the characteristics of voltage and current sources. It is shown how voltage sources enforce their voltages on parallel elements.
A three-node circuit is solved by using the voltage of voltage sources. The nodal analysis is not used since there are enough voltage sources to determine all node voltages.
The circuit is solved using the Nodal Analysis. It has three nodes, two sources (one voltage, one current, both independent) and four resistors.
A circuit with four nodes solved using the Nodal Analysis. Step-by-step solution is provided. The circuit has three current sources and three resistors.
A simple DC resistive circuit is solved by circuit reduction (for series and parallel resistors) and the power a current source calculated.
A simple DC resistive circuit with three resistors and two current sources are solved by the Nodal Analysis and power of one current source is determined.
Solving a circuit by using circuit reduction and current divider methods
Solving a circuit with single node-pair analysis without reducing it.
Solving circuit with single loop analysis without reducing