3. What do you mean by poles?

Q: A portion of an overhead conductor is taken to be s metres long. The tension in the conductor is T…

A: The vertical difference in level between points of support (most typically transmission towers) and…

Q: Q2/ Derive the vector transformation from Cartesian to Spherical (support your answer using the…

A:

Q: What is meant by the internal inductance of a conductor?

A: Inductance is a property of conductors which occurs when there is presence of linked flux in a…

Q: Q1) Prove that the curl of the gradient of any scalar is zero.

A: We are authorized to answer one question at a time since you have not mentioned which one you are…

Q: QI) Prove that the curl of the gradient of any scalar is zero.

A: 1)

Q: roblem 2. Using the Divergence Theorem erive the integral forms of Gauss' Laws for the magnetic and…

A: Given that Prove that ∮sA→.ds→=∫v∇·A→dV

Q: 6. What is the locus of the points define

A: Here z is a complex form which is denoted as (x+iy) . Conjugate of z = (x-iy).

Q: Explain what is happening here? Don't know what it is?

A:

Q: Find the parametric equations of the line that is tangent to circle x2 + y2 = 25 at point (3, -4)

A:

Q: What is Kn mean?

A:

Q: (b) Calculate the Poynting vector both outside and inside the wire.

A: The poynting vector in the field of a resistive wire carrying a current. A long straight wire of…

Q: In electric transmission line, we can distinguish low voltages from high voltages through the…

A: For high voltage line the distance between them is also high compared to low voltage line for safety…

Q: How does the answer become ab?

A: Given, F = AB +A'B' ; Generally this is the boolean expression of EX-NOR gate.  =>  AB, This is…

Q: What are the advantages of the equilateral spacing?

A: In transmission line, there are difference position for the conductor and the equilateral spacing is…

Q: scalar field defined

A: Scalar field- Any field which only have magnitude but no direction are termed as scalar fields.…

Q: Question 12 Divergence operation results will always Scalar Vector Scalar or Vector Non of choices

A: divergence is always applied to a vector. let vector A = Ax i + Ay j + Az k then ∇·A = ∂Ax∂x + ∂Ay∂y…

Q: By using Stoke's Theorem and the Divergence theorem that 7 - VxA = 0 for any vector A. Show by…

A:

Q: The point form of Gauss’s law is stated as ____________. (A)∇.?= ?? (B)∇??= ?? (C)∇.?= ?? (D)∇??= ??

A: as the question is cleary mentioned . i will giving the correct answer and explanation. choose the…

Q: What is power triangle?

A: Power triangle is a method to represent the relationship between the active, reactive and apparent…

Q: A) Briefly explain what this figure means?

A:

Q: An overhead line has span of 260m. The tension in the line is 1200kg while the conductor weighs 650…

A: As we have given : L=260 mT=1200 kgw=650 kgh=13 m

Q: The displacement is actual path of particle False True

A: The solution is given below

Q: Simplify the equations, where do they come from?

A:

Q: What is the unit of solid angle ?

A: Solid angle is majnly used in the electromagnetic field theory.

Q: ). The divergence of a vector is vector AND (1). The curl of a vector is a scalar. a.Statemet () is…

A: Divergence of a vector results into scalar. As divergence is dot product. Dot product results into a…

Q: Does the surface charge around the conductors of a DC circuit violate the steady state of that…

A: We need to tell whether surface charge around the conductors of DC circuit violate the steady state…

Q: Question no 1: Discuss the basic requirement to consider while selecting a suitable location for…

A: To Discuss the basic requirement to consider while selecting a suitable location for placement of…

Q: | Kirchhoff's laws, and utilizing the direction in the Ri

A: The KVL is applied in a loop and the KCL is applied in a node. Generally the KVL is used to…

Q: Relative permeability is the ratio of the permeability of free space to the permeability of a…

A: Permeability of a material is defined as the product of the permeability of free space and relative…

Q: Give some practical examples of Scalar product and Vector product.

A:

Q: Explain what is Grid system

A: The Grid system is a network to deliver electricity from producer to consumer.

Q: What is the phasor diagram of the voltages at bus one and two, in per unit, of the attached image?

A: A diagram of a two bas bur power system is shown in the question. We need to draw the phasor diagram…

Q: Determine and sketch

A: The given signal is periodic with period n, N=7, and frequency ωo=2πN=2π7. It can be written as:…

Q: 7. Briefly explain the reasons why Gauss elimination would not be a good approach to solve power…

A:

Q: what is solid wire conductor and stranded wire conductor?

A: There are different types of conductor used for transferring electrical energy from source to load.…

Q: 1. What is the differences between vector, matrix and scalar with examples?

A: Scalar, vector and matrix

Q: What type of system is it given zeroes and poles in the z-plane?

A: Here diagram of pole zero is given need to abstract type of system from this

Q: Briefly describe Fortescue’s theorem with necessary vector diagrams

A: Fortescue's theorem which states that the N unbalanced phasors which can given by N systems of N…

Q: Explam the physical significance of the Gradient and Divergence of a vector

A: Gradient is a vector that represents the magnitude and the direction of a scalar in such a way that…

Q: What is divergence of vector (F).

A: Given vector F is - F=z2i-3xyj+x3y3kF=Fxi+Fyj+Fzk

Q: 6. The points A(8, 3, 2); B(4,-1,2) and C(0, 3, 2) formed vhat kind of triangle?

A:

Q: Q6- Gaussian surfaces is fictitious. O False True

A: ELECTRIC FIELD: The region around charged particles into which when another charge is brought in it…

Q: What do you mean by poles?

A:

Q: What makes an element of Y-bus be zero?

A: In a power system load flow problem, let [V] and [I] be the bus voltage and current vectors. They…

Magnetic Moment

The magnetic moment is defined as the alignment of a magnet and its strength when the magnet is creating a magnetic field. There are number of examples of the magnetic moment, few are a current carrying conductor in the form of coil, elements at microscopic levels like electrons and many more.