+1-415-670-9189

info@expertsmind.com

# Impedance Triangle, Electrostatics, Physics Assignment Help

###
Electrostatics - Impedance Triangle, Electrostatics, Physics

**Physics Assignment Help >> Electrostatics >> Impedance Triangle**

As stated already resistance (R) stands for ohmic resistance. It arises on account of material of the conductor (R = p t/ a).

The reactance** (X)** is the resistance that arises on account of opposing induced due to change in the strength of current. The inductive reactance** Xl = w L** is the resistance offered by the inductor coil. The capacitative offered by the condenser. As voltage across the inductor leads the current by a phase angle of 90 and voltage across the capacitor lags behind the current by a phase angle of 90 therefore **XL** and **XC**have opposite Signs. Total reactance is taken to be **± (XL – XC)**.

The total effective resistance offered by the RLC circuit is called impedance. It is represented by Z.

From the three phasor, **VR = I**_{0} R; VL = I_{0} XL and Vc = I_{0} XC, we obtain what is known as impedance triangle for (1).

The base **OA** of this triangle represents ohmic resistance **R**, the perpendicular AK represents reactance **(XL – XC) **and diagonal **OK **represents the impedance **(Z)** of the circuit** > AOK = ∅ **is the phase angle of which voltage leads the currant in the circuit.

The reciprocal of reactance is called susceptance of the circuit and reciprocal of impedance is called admittance of A.C. circuit. Both the susceptance and admittance are measured in mho **ohm**^{-1} or sidemen.

A.C. circuit containing resistance and inductance

Let a source of alternating be connect to an ohmic resistance R and a coil of inductance in series as shown in fig .

Proceeding as in Art. 12 and ignoring VC as there is no capacitor in the circuit we shall obtain

Fig. represents phasor diagram, of RL circuit.

We find that in RL circuit voltage leads the current by a phase angle∅, where.

**Tan ∅ = AK/OA = OL/OA = VL/VR = Io XV/I**_{0} R

Tan ∅ = XL/R

**Electrostatics Assignment Help - Live Physics Tutors 24x7 Hrs**

Are you struggling with electrostatics physics problems? Electrostatics questions are giving you trouble? Do not need to worry about your subject; ExpertsMind.com makes easy electrostatics theory and problems by giving you conceptual and tricky approach for solving your complex subject problems. ExpertsMind.com offers Electrostatics Assignment Help, Electrostatics Homework Help and Physics Question's Answers with best approach for solving particular problem which makes easy to solve same kind of questions in future.

**Popular Tags:** Impedance Triangle Assignment Help, Impedance Triangle Homework Help, Impedance Triangle Tutors, Impedance Triangle Solutions, Impedance Triangle Tutors, Electrostatics Help, Physics Tutors, Impedance Triangle Questions Answers

**Physics Assignment Help >> Electrostatics >> Impedance Triangle**

**(X)**is the resistance that arises on account of opposing induced due to change in the strength of current. The inductive reactance

**Xl = w L**is the resistance offered by the inductor coil. The capacitative offered by the condenser. As voltage across the inductor leads the current by a phase angle of 90 and voltage across the capacitor lags behind the current by a phase angle of 90 therefore

**XL**and

**XC**have opposite Signs. Total reactance is taken to be

**± (XL – XC)**.

The total effective resistance offered by the RLC circuit is called impedance. It is represented by Z.

From the three phasor,

**VR = I**, we obtain what is known as impedance triangle for (1).

_{0}R; VL = I_{0}XL and Vc = I_{0}XCThe base

**OA**of this triangle represents ohmic resistance

**R**, the perpendicular AK represents reactance

**(XL – XC)**and diagonal

**OK**represents the impedance

**(Z)**of the circuit

**> AOK = ∅**is the phase angle of which voltage leads the currant in the circuit.

The reciprocal of reactance is called susceptance of the circuit and reciprocal of impedance is called admittance of A.C. circuit. Both the susceptance and admittance are measured in mho

**ohm**or sidemen.

^{-1}A.C. circuit containing resistance and inductance

Let a source of alternating be connect to an ohmic resistance R and a coil of inductance in series as shown in fig .

Proceeding as in Art. 12 and ignoring VC as there is no capacitor in the circuit we shall obtain

Fig. represents phasor diagram, of RL circuit.

We find that in RL circuit voltage leads the current by a phase angle∅, where.

**Tan ∅ = AK/OA = OL/OA = VL/VR = Io XV/I**

Tan ∅ = XL/R

_{0}RTan ∅ = XL/R

**Electrostatics Assignment Help - Live Physics Tutors 24x7 Hrs**

**Impedance Triangle Assignment Help, Impedance Triangle Homework Help, Impedance Triangle Tutors, Impedance Triangle Solutions, Impedance Triangle Tutors, Electrostatics Help, Physics Tutors, Impedance Triangle Questions Answers**

**Popular Tags:**