The two nonreference nodes form supernode if the voltage source (dependent or independent) is connected between two nonreference nodes. As shown below in Figure 1, 1 V voltage source is connected between nodes 1 and 2, so node 1 and node 2 forms supernode.
Electric Circuits Theory
Thevenin’s Theorem in electric circuits
After reading this Thevenin’s theorem topic of electric or network circuits, you will understand the theory, and also able to apply it in ac and dc circuits numerical problems.
Thevenin’s theorem states that for two terminal network NA containing linear & bidirectional elements and independent sources is equivalent to a simple network containing an independent voltage source VTh (called as Thevenin voltage) in series with the resistance RTh (called as Thevenin resistance). The Thevenin equivalent circuit for network NA shown below in Figure 1.
Mesh Analysis in Network theory
After reading this Mesh Analysis topic of electric or network circuits, you will understand the theory and also able to apply it in numerical problems.
A mesh is a loop which does not contain any inner loop. Mesh analysis is only applicable to a planar network. A planar network is the one that can be drawn in a plane with no branches crossing one another.
z parameters / Impedance Parameters / open circuit parameters in two port network
After reading this z parameter in two port network, you will understand the theory, how to determine z parameters, the condition of symmetry & reciprocity and applications.
General theory of z parameters
In two port network, the terminal input and output voltages V1 and V2 can be expressed in terms of the terminal input and output currents I1 and I2.
Super mesh Analysis in Network theory
A supermesh forms when two meshes have a common current source (dependent or independent). Consider a circuit as shown below in Figure 1 in which the current source branch is common between meshes 1 and 2 so remove the current source branch and supermesh forms as shown in Figure 2.
AC Supply to Pure Resistor
After reading this AC supply to pure Resistor topic of electric or network circuits, you will understand the theory, waveforms, phasor, formula, & also voltage, current, power calculation.
Voltage and Current Relationship
Let us consider a circuit having resitance R supplied by a ac source voltage $v(t)$ as shown in Figure 1 is
Admittance Parameters/ y parameters / short circuit parameters in two port network
After reading this y parameter in two port network, you will understand the theory, how to determine y parameters, the condition of symmetry & reciprocity and applications.
General theory of y parameters
In two port network, the terminal input and output voltages V1 and V2 can be expressed in terms of the terminal input and output currents I1 and I2.
Norton’s Theorem in electric circuits
After reading this Norton’s theorem topic of electric or network circuits, you will understand the theory, and also able to apply it in ac and dc circuits numerical problems.
Norton’s theorem states that for two terminal network NA containing linear & bidirectional elements and independent sources is equivalent to a simple network containing an independent current source IN (called as Norton current) in parallel with the resistance RN (called as Norton resistance). The Norton equivalent circuit for network NA shown below in Figure 1.
Superposition Theorem in electric circuits
After reading this Superposition theorem topic of electric or network circuits, you will understand the theory, limitations, also able to apply it in ac and dc circuits numerical problems.
Superposition theorem states that in a linear bilateral network containing more than one independent source, the response in any element is the sum of the response obtained with one source acting at a time and other source being deactivated. Deactivation means all the independent sources are replaced by their internal resistances i.e. voltage source replaced by a short circuit and current source replaced by an open circuit while retaining all the dependent sources as they are.
AC supply to Pure Inductor
After reading this AC supply to pure inductor topic of electric or network circuits, you will understand the theory, waveforms, inductive reactance, phasor, formula, & also voltage, current, power calculation.
Voltage and Current Relationship
Let us consider a circuit having inductor L supplied by an ac source voltage $v(t)$ which produce a sinusoidal current $i(t)$ as shown in Figure 1 is