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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.

1.

In a doubly excited magnetic systems, the magnetic torques and forces act in such a direction as to tend to ___________(a) decrease the field energy at constant currents(b) decrease the field co-energy at constant currents(c) increase the field energy at constant currents(d) none of the mentionedThe question was posed to me in my homework.This intriguing question comes from Doubly Excited Magnetic Systems topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right option is (C) increase the FIELD energy at constant currents

Best explanation: Te = ∂Wfld(is,ir,θr)/∂θr = ∂Wfld^1(is,ir,θr)/∂θr

fe = ∂Wfld(is,ir,x)/∂x = ∂Wfld^1(is,ir,x)/∂x

The POSITIVE sign in the formula indicates that force/torque acts in a DIRECTION as to tend to increase both field energy and co-energy.

2.

In a doubly excited magnetic system of salient pole type stator and rotor, the reluctance torque is present only when _____________(a) both stator and rotor currents are acting(b) stator current is acting alone(c) rotor current is acting alone(d) any of the stator or rotor currents acting aloneI have been asked this question in an online interview.My question is from Doubly Excited Magnetic Systems in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT answer is (d) any of the stator or rotor currents ACTING alone

For explanation I would say: EQUATION for magnetic TORQUE is Te=1/2is^2dLs/dθr+1/2ir^2dLr/dθr+isirdMsr/dθr, if ir=0, Te=1/2is^2dLs/dθr and if is=0, then Te = 1/2ir^2dLr/dθr, and these EQUATIONS for torque are called reluctance torques.

3.

If φm is the maximum value of flux due to any one phase, then resultant flux in 2 phase and 3 phase AC machines would respectively be given by _________(a) φm and 1.5φm, both rotating(b) φm and 1.5φm, both stand still(c) φm stand still and 1.5φm rotating(d) 1.5φm and 2φm, both rotatingThe question was posed to me in an interview for internship.This question is from Rotating Magnetic Field topic in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right choice is (a) φm and 1.5φm, both ROTATING

Easy explanation: In a 2 phase and 3 phase AC machine, rotating MMF is PRODUCED with MAGNITUDES of φm and 3/2φm.

4.

In case of the 3 phase winding with delta or star connection without neutral, if one of the supply lines gets disconnected, then the MMF becomes __________(a) Stationary and pulsating(b) Rotating with synchronous speed(c) Rotating with sub synchronous speed(d) Rotating with super synchronous speedI have been asked this question in an internship interview.I need to ask this question from Rotating Magnetic Field in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer» CORRECT option is (a) Stationary and pulsating

To explain: Disconnection of one of the SUPPLY leads, results in single-phase OPERATION of the machine.
5.

A 3 phase star connected winding is fed from symmetrical 3 phase supply with their neutrals connected together. If one of the 3 supply lines gets disconnected, then the revolving MMF wave will have a ___________(a) Constant amplitude but sub synchronous speed(b) Varying amplitude but synchronous speed(c) Constant amplitude but super synchronous speed(d) Varying speed and a speed fluctuating around the synchronous speedThis question was addressed to me during an interview.I'm obligated to ask this question of Rotating Magnetic Field in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct OPTION is (d) Varying speed and a speed fluctuating around the SYNCHRONOUS speed

Best EXPLANATION: With one supply PHASE disconnected, a ROTATING MMF wave of varying amplitude is produced, but at a speed fluctuating around the synchronous speed.

6.

The rotating MMF wave of constant amplitude can be produced, only if the time angle displacement between currents is _____________(a) Less than the space angle displacement between winding axis(b) More than the space angle displacement between winding axis(c) Equal to the space angle displacement between winding axis(d) All of the mentionedThis question was addressed to me during an interview.My question is based upon Rotating Magnetic Field topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct choice is (c) Equal to the space angle displacement between WINDING AXIS

For explanation I would SAY: If the time angle displacement between currents and space angle displacement between winding axis are not equal, the MAGNITUDE of resultant MMF wave is always zero.

7.

Three phase voltages are applied to the three windings of an electrical machine. If any two supply terminals are interchanged, then the rotating MMF wave _____________(a) Direction reverses, amplitude alters(b) Direction reverses, amplitude unaltered(c) Direction remains same, amplitude alters(d) Direction remains same, amplitude unalteredI had been asked this question during a job interview.My question is taken from Rotating Magnetic Field in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct option is (b) DIRECTION reverses, AMPLITUDE unaltered

The explanation is: The direction of rotating MMF wave is REVERSED, THOUGH its amplitude remains unaltered.

8.

What does the space angle α in the equation Fr(α,t)=3/2Fmcos(α-ωt) for MMF produced when 3-phase balanced windings excited by three phase balanced currents represent?(a) MMF wave at any moment is sinusoidally distributed in space(b) Entire MMF waveform is travelling at (constant angular speed) synchronous speed(c) MMF wave is of constant amplitude(d) None of the mentionedI have been asked this question in unit test.I'm obligated to ask this question of Rotating Magnetic Field in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct CHOICE is (a) MMF wave at any moment is sinusoidally distributed in space

Explanation: The space angle α means that MMF wave at any moment is sinusoidally distributed in space ALONG the air-gap PERIPHERY.

9.

When a single-phase winding is excited by an alternating current, then which of the following statements are correct?(a) It produces one stationary MMF wave(b) Produced MMF wave pulsates along its magnetic axis(c) It doesn’t produce two counter rotating MMF wave(d) All of the mentionedI had been asked this question during a job interview.This intriguing question originated from Rotating Magnetic Field topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (d) All of the mentioned

To ELABORATE: It is the decomposition of the MMF of a single phase WINDING into two counter ROTATING MMF waves, but are not actually produced and only one stationary MMF wave pulsating ALONG its magnetic AXIS is produced.

10.

Which of the following harmonics are present in the resultant MMF produced by 3 phase currents flowing in the 3 phase windings?(a) Triplen harmonics (3K), where K is an integer(b) 6K+1 harmonics only, where K is an integer(c) 6K-1 harmonics only, where K is an integer(d) 6k+1 and 6K-1 harmonics, where K is an integerI had been asked this question in an online quiz.I'd like to ask this question from Rotating Magnetic Field topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right option is (d) 6k+1 and 6K-1 HARMONICS, where K is an integer

For EXPLANATION: Space harmonics of the order 3,9,15,… i.e, triplen harmonics are absent.

11.

If F1 is the constant amplitude of fundamental rotating MMF wave, the for the space harmonics of order 6K-1 (where K=1,2,3….), the harmonic MMF wave is of _____________(a) Constant amplitude and stationary in space(b) Constant amplitude and rotates along F1(c) Varying amplitude and rotates along F1(d) Constant amplitude and rotates against F1The question was asked in unit test.I need to ask this question from Rotating Magnetic Field topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct choice is (b) Constant amplitude and ROTATES along F1

Explanation: Space harmonics of the order of 6K-1(5,11,17,…) have their constant amplitude equal to 1/(6K-1)F1 and ROTATE in the direction of FUNDAMENTAL component F1 at a speed of 1/(6K+1) of the fundamental synchronous speed.

12.

If F1 is the constant amplitude of fundamental rotating MMF wave, the space harmonics of order 6K+1 (where K=1,2,3….), the harmonic MMF wave is of _____________(a) Constant amplitude and stationary in space(b) Constant amplitude and rotates along F1(c) Varying amplitude and rotates along F1(d) Constant amplitude and rotates against F1I had been asked this question during an online interview.The doubt is from Rotating Magnetic Field topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right OPTION is (b) Constant amplitude and rotates ALONG F1

Easiest explanation: Space harmonics of the order of 6K+1(7,13,19,…) have their constant amplitude equal to 1/(6K+1)F1 and ROTATE in the direction of fundamental component F1 at a SPEED of 1/(6K+1) of the fundamental synchronous speed.

13.

The amplitude of rotating MMF wave is proportional to ___________(a) Nph and P(b) I and P(c) Nph and I(d) Nph, I and PThe question was posed to me during an online interview.I want to ask this question from Rotating Magnetic Field in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct answer is (C) Nph and I

Best explanation: FR = 3/(2FM) = 3/(2 4√2/(ΠKw NphI/P)

whereNph = series turns per phase and I = RMS current.

14.

The magnitude of rotating flux _____________ at all instants of time.(a) Changes(b) Remains constant(c) Pulsates(d) Any of the mentionedI had been asked this question in an online interview.This question is from Rotating Magnetic Field in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (B) Remains CONSTANT

Best explanation: FR = 3/(2Fm) (for a 3 PHASE machine). A constant amplitude rotating MMF or rotating field is PRODUCED in the air gap of a THREE phase machine.

15.

The effect of poly phase currents in poly phase winding can be compared to _______________(a) Mechanical rotation of permanent magnets at synchronous speed(b) Mechanical rotation of DC excited field poles at synchronous speed(c) Mechanical rotation of either permanent magnets or DC excited field poles, at synchronous speed(d) None of the mentionedThis question was posed to me in examination.My question is taken from Rotating Magnetic Field in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right option is (C) Mechanical rotation of either PERMANENT magnets or DC excited field poles, at SYNCHRONOUS speed

Easiest explanation: The speed at which rotating magnetic field revolves is called the synchronous speed and this effect is equivalent to mechanical rotation of permanent magnets or DC excited field poles.

16.

Which of the following statements are correct regarding individual phase MMF in rotating machines?(a) It is a rotating MMF wave(b) It is not a rotating MMF wave and its amplitude doesn’t alternate along its own phase axis(c) It is not a rotating MMF wave but its amplitude merely pulsates(d) None of the mentionedI have been asked this question in my homework.My question comes from Rotating Magnetic Field in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct choice is (c) It is not a rotating MMF WAVE but its amplitude MERELY pulsates

For explanation I WOULD say: It should be remembered that individual phase MMF is not a rotating MMF wave, its amplitude merely pulsates or ALTERNATES along its own phase axis.

17.

If the phase sequence of supply currents are reversed, then the direction of rotation of the resultant MMF wave will ___________(a) Be reversed(b) Remains unchanged(c) Cannot be determined(d) None of the mentionedThe question was posed to me in unit test.Asked question is from Rotating Magnetic Field in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct ANSWER is (a) Be reversed

Easy explanation: A reversal of the phase SEQUENCE of SUPPLY currents will reverse the DIRECTION of rotation of the resultant MMF WAVE.

18.

The peak of rotating MMF wave (FR) is directed along which of the following axis?(a) The axis of that phase which carries the maximum current at that instant(b) The axis of that phase which carries half of the maximum current at that instant(c) The axis of that phase which carries minimum current at that instant(d) All of the mentionedThis question was addressed to me by my school teacher while I was bunking the class.Origin of the question is Rotating Magnetic Field topic in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT option is (a) The AXIS of that phase which carries the MAXIMUM current at that INSTANT

The explanation: The resultant MMF FR = 3/(2Fm) is directed along the axis of that phase, which carries the maximum current at that instant.

19.

What is the amplitude of rotating MMF produced as a result of m-phase currents flowing in m-phase windings? (where Fm is maximum MMF in any one phase, when current is maximum in that phase.)(a) (2/m)Fm(b) mFm(c) (m/2)Fm(d) FmI had been asked this question by my school principal while I was bunking the class.My question is based upon Rotating Magnetic Field in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (c) (m/2)Fm

To explain I would SAY: In general m phase current FLOWING in m phase WINDING results in rotating MMF wave of constant AMPLITUDE, equal to m/(2FM).

20.

The speed at which rotating magnetic field revolves is called?(a) Induction speed(b) Synchronous speed(c) Relative speed(d) Rotating speedThe question was posed to me in an online quiz.I'm obligated to ask this question of Rotating Magnetic Field in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT choice is (B) SYNCHRONOUS SPEED

To elaborate: Rotating field speed (Ns) = 120f/(P r.p.m) = synchronous speed.

21.

For a p-pole machine, which of the following statements are correct regarding the rotating field speed?(a) The rotating field speed is 1/(p/2) revolutions in one cycle(b) f/(p/2) revolutions in f cycles(c) f/(p/2) revolutions in one second(d) Any of the mentionedThis question was posed to me in an international level competition.The doubt is from Rotating Magnetic Field in division Basic Concepts in Rotating Machines of Electrical Machines

Answer» RIGHT ANSWER is (d) Any of the mentioned

Explanation: f/(p/2) REVOLUTIONS in one second is also correct because f cycles are completed in one second. NS(ROTATING field speed in revolutions per second) = 2f/p or Ns = 120f/p r.p.m.
22.

The equation for flux per pole Φ=4/PBplr, is valid for _____________(a) for salient pole rotor only(b) for cylindrical pole rotor only(c) for both cylindrical and salient pole rotor(d) none of the mentionedI got this question during an online exam.Origin of the question is Terms Pertaining To Rotating Machines in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (C) for both cylindrical and salient pole rotor

Best explanation: It does not make any difference whether the FIELD WINDING is on cylindrical pole structure or salient pole structure.

23.

A chording angle ε is defined as the angle by which coil span departs from __________(a) 90° electrical space degrees(b) 180° electrical space degrees(c) 360° electrical space degrees(d) all of the mentionedI have been asked this question by my school teacher while I was bunking the class.My question is based upon Terms Pertaining To Rotating Machines in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer» RIGHT OPTION is (b) 180° electrical SPACE degrees

Best explanation: If CHORDING angle is ε°, chorded coil has a coil SPAN = 180°-ε.
24.

In a 4 pole machine, what is the flux per pole produced, if the armature length is l and radius is r and Bp is peak value of sinusoidal flux?(a) 4Bplr(b) 2Bplr(c) Bplr(d) Bplr/2The question was posed to me during an internship interview.This interesting question is from Terms Pertaining To Rotating Machines in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right OPTION is (C) Bplr

To elaborate: TOTAL FLUX per pole = 4/PBplr, SINCE P=4, Φ=Bplr.

25.

In a full pitch coil, the two coil sides are how many electrical space degrees apart?(a) 180 electrical degrees(b) 90 electrical degrees(c) 45 electrical degrees(d) none of the mentionedI have been asked this question in examination.This intriguing question comes from Terms Pertaining To Rotating Machines in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT choice is (a) 180 electrical DEGREES

To EXPLAIN I WOULD say: A coil, with two coil-sides 180 electrical space degrees apart (or ONE pole-pitch apart), is called a full pitch coil.

26.

One turn consists of _____________(a) two coil sides(b) two conductors(c) four conductors(d) four coil sidesThis question was addressed to me in a job interview.I would like to ask this question from Terms Pertaining To Rotating Machines in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct OPTION is (b) two CONDUCTORS

To elaborate: ONE turn CONSISTS of two conductors, and one coil is made up of two coil-sides.

27.

A coil consists of _____________(a) two conductors(b) two coil sides(c) two turns(d) four turnsThe question was posed to me during an internship interview.My question comes from Terms Pertaining To Rotating Machines in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right choice is (b) TWO COIL SIDES

For explanation: ONE coil is MADE up of two coil sides.

28.

The part of the coil in which EMF is generated is known as _____________(a) end connection(b) coil sides(c) coil span(d) none of the mentionedI got this question in semester exam.This interesting question is from Terms Pertaining To Rotating Machines in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct answer is (B) COIL sides

The explanation is: The EMF is GENERATED in the ACTIVE lengths only, and these active lengths are called the coil-sides of a coil.

29.

A pole pitch in electrical machine _____________(a) = 180° electrical(b) = 180° mechanical(c) > 180° electrical(d) < 180° electricalThis question was posed to me in final exam.This intriguing question comes from Terms Pertaining To Rotating Machines in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct OPTION is (a) = 180° electrical

For EXPLANATION I would SAY: Pole PITCH is ALWAYS expressed in electrical degrees, rather than in mechanical degrees.

pole pitch = 180 electrical degrees or π electrical radians.

30.

What is the relation between ‘ω’, angular speed in electrical radians per second and ‘ωm‘, angular speed in mechanical radians per second, for a P-pole machine?(a) ω = 2/Pωm(b) ω = 4/Pωm(c) ωm = P/2ω(d) ω = P/2ωmI had been asked this question during an internship interview.I want to ask this question from Terms Pertaining To Rotating Machines topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer» RIGHT CHOICE is (d) ω = P/2ωm

To explain I WOULD say: We know θelec = P/2θmech ⇒ d/dt(θelec) = P/2d/dt(θmech) ⇒ ω = P/2ωm.
31.

For an inductor made from magnetic core, with two air gaps of equal length g, exciting coil with 1000 turns, A=5cm∗5cm and g=1cm, what will be the coil inductance?(a) 0.314H(b) 0.157H(c) 0.078H(d) 0.628HThe question was posed to me during an internship interview.I want to ask this question from Torque Production and Dynamic Equations in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right choice is (b) 0.157H

Easy EXPLANATION: Reluctance Rl=2g/μ0A and COIL Inductance L=N^2/Rl = N^2μ0A/2g = (1000)^2(4π∗10^-7)(0.05)^2/(2∗0.01) = 0.15708H.

32.

For a P-pole machine, the relation between electrical and mechanical degrees is given by _____________(a) θelec = 2/P θmech(b) θelec = 4/P θmech(c) θmech = P/2 θelec(d) θelec = P/2 θmechThe question was posed to me in examination.My query is from Terms Pertaining To Rotating Machines topic in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct answer is (d) θelec = P/2 θmech

Explanation: For a P-pole MACHINE, P/2 cycles of EMF will be generated in ONE REVOLUTION, and thus θelec = P/2 θmech.

33.

The final forms of the expression for generated EMF and torque,for AC and DC machines differ, because ____________(a) the fundamental principles underlying their operation are same(b) the fundamental principles underlying their operation are different(c) their construction details are same(d) their construction details are differentThe question was posed to me during an interview for a job.Enquiry is from Torque Production and Dynamic Equations topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct ANSWER is (d) their CONSTRUCTION details are different

The EXPLANATION: Though AC and DC machine have same operating fundamental PRINCIPLES, their construction details differ.

34.

The basic torque and EMF expression of rotating electrical machines are ____________(a) applicable to DC machines only(b) applicable to AC machines only(c) applicable to both AC and DC machines(d) none of the mentionedThis question was posed to me in final exam.Question is taken from Torque Production and Dynamic Equations in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right CHOICE is (c) applicable to both AC and DC machines

For explanation I would say: Basic torque and EMF expressions are same for both AC and DC machines as the fundamental PRINCIPLES underlying the operation of AC and DC machines are same.

35.

Torque angle ‘δ’ is the angle between ____________(a) rotor field axis and resultant field axis(b) stator field axis and rotor field axis(c) stator field axis and mutual field axis(d) stator field axis and resultant field axisThe question was asked by my school principal while I was bunking the class.The query is from Torque Production and Dynamic Equations topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Right choice is (b) stator FIELD axis and rotor field axis

To elaborate: The angle between the stator field axis and rotor field axis is CALLED as TORQUE angle.

36.

For the development of electromagnetic torque in a rotating electrical machine, the number of rotor poles must be ____________(a) greater than the stator poles(b) less than the stator poles(c) equal to the stator poles(d) either greater or lesser than the stator polesThis question was addressed to me in an online quiz.My question is from Torque Production and Dynamic Equations in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (c) equal to the stator poles

The EXPLANATION: If the rotor poles are not equal to the stator poles, the NET electromagnetic torque will be zero as the force of ATTRACTION will be cancelled by the force of REPULSION.

37.

In a rotating electrical machine with 2 poles on the stator and 4 poles on the rotor, spaced equally, the net electromagnetic torque developed is ____________(a) maximum(b) zero or no torque is developed(c) minimum(d) none of the mentionedI had been asked this question in homework.My doubt is from Torque Production and Dynamic Equations topic in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct choice is (b) ZERO or no torque is developed

Easiest EXPLANATION: In a MACHINE with 2 stator poles and 4 rotor poles spaced equally, the force of ATTRACTION will be cancelled due to the force of repulsion, and hence the net electromagnetic torque will be zero.

38.

The magnitude of electromagnetic or interaction torque, in all rotating machines, is given by ____________(a) Te ∝ (stator field strength)sinδ(b) Te ∝ (rotor field strength)sinδ(c) Te ∝ (stator field strength)(rotor field strength)sinδ(d) Te ∝ sinδThis question was posed to me in exam.My query is from Torque Production and Dynamic Equations topic in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct choice is (C) Te ∝ (stator field strength)(rotor field strength)sinδ

The explanation: The tendency of TWO fields (stator field and rotor field), to align themselves in the same direction, is CALLED INTERACTION torque, and it ALSO depends on the torque angle & delta;.

39.

Two parallel plates, each of area A = 1m^2 are separated by a distance g. The electric field intensity between the plates is 3∗10^6 v/m. What is the force between the two plates?(a) 1/2π∗10^3 N(b) 1/8π∗10^3 N(c) 8π∗10^3 N(d) 0 NThis question was posed to me by my college professor while I was bunking the class.The origin of the question is Singly Excited Electric Field Systems in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct choice is (b) 1/8π∗10^3 N

The best I can EXPLAIN: When electric field is applied, the plates MOVE towards each other because of force of attraction by a distance X ⇒ C = ε0A/(g-x)

Wfld(q,x) = 1/2 q^2/C = 1/2 q^2(g-x)/Aε0

fe = -∂Wfld(q,x)/∂x = 1/2q^2x/Aε0

We KNOW, q = DA = ε0EA and ε0 = 10^-9/36Π

fe = 1/2 E^2ε0A = 1/2∗(3∗10^6)^2∗10^-9/36Π∗1 = 1/8π∗10^3 N

40.

The force produced by electric field in a singly excited energy conversion device, using electric field as coupling medium can be obtained by ___________(a) use of field energy function only(b) use of coenergy function only(c) use of field energy or coenergy function(d) none of the mentionedThis question was posed to me in unit test.My enquiry is from Singly Excited Electric Field Systems topic in section Basic Concepts in Rotating Machines of Electrical Machines

Answer» CORRECT answer is (c) USE of field ENERGY or coenergy function

The explanation is: fe = -∂Wfld(q,x)/∂x

fe = -∂Wfld^1(q,x)/∂x.
41.

Charge and voltage associated with electric field are analogous, respectively to __________ and ___________ in magnetic field.(a) flux linkages and current(b) flux density and current(c) flux linkages and voltage(d) MMF and currentI had been asked this question in an online interview.The origin of the question is Singly Excited Electric Field Systems topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer» RIGHT OPTION is (a) flux linkages and current

To explain I would say: In MAGNETIC field, the basic terms are flux linkages and current, which are responsible for ENERGY conversion and in ELECTRIC field, charge and voltage are basically responsible for energy conversion.

dWelec = ψi, for magnetic field

dWelec = vidt=vdq, for electric field.
42.

A parallel plate capacitor has an electrode area of 1000 mm^2, with a spacing of 0.1 mm between the electrodes. The dielectric between the plates is air with a permittivity of 8.85∗10^-12 F/m. The charge on the capacitor is 100 v. The stored energy in the capacitor is ____________(a) 44.3 J(b) 444.3 nJ(c) 88.6 nJ(d) 44.3 nJI got this question in an internship interview.This interesting question is from Singly Excited Electric Field Systems in section Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT choice is (d) 44.3 nJ

For EXPLANATION: WFLD = 1/2 q^2/C(X)

C(x) = ε0A/x = 8.85∗10^-12∗100∗(10^-3)^2/0.1∗10^-3 = 8.85∗10^-12 F

Wfld = 1/2∗Cv = 1/2∗100^2∗8.85∗10^-12 = 44.3nJ

43.

The area of two parallel plates is doubled and the distance between these plates is also doubled. The capacitor voltage is kept constant. Under these conditions, force between the plates of this capacitor __________(a) decreases(b) increases(c) reduce to half(d) gets doubledI had been asked this question during an interview for a job.My question is based upon Singly Excited Electric Field Systems in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct choice is (C) reduce to half

The explanation: A2=2A1, x2=2x1, v2=v1, fe2=1/2v^2dC(x)/dx2, C2=ε0A2/x2 ⇒ dC2/dx2 = -ε0A2/x2^2

dC2/dx2 = -2ε0A1/4x1^2 = -ε0A1/2x1^2 ⇒ f&e2 = -1/2v1^2ε0A1/2x1^2 = -1/2(FE1)

FORCE REDUCES to half.

44.

A parallel plate capacitor has a capacitance of 10μF. If the linear dimensions of the plates are doubled and distance between them is also doubled, the new value of capacitance would be __________(a) 10μF(b) 20μF(c) 5μF(d) 40μFThe question was posed to me during an online exam.This key question is from Singly Excited Electric Field Systems in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»
45.

The self and mutual inductances of a doubly excited magnetic system are Ls=0.6+0.20cos2θr H and Lr=0.75+0.30cos2θr H and Msr=0.8cosθr H. For a stationary rotor at an angular position of θr=60°,what is the magnitude of torque when the currents is=20A DC and ir=10A DC?(a) -233.88N-m(b) +233.88N-m(c) -467.76N-m(d) +467.76N-mI had been asked this question during an interview for a job.My question is from Elementary Synchronous Machines topic in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct option is (a) -233.88N-m

Best EXPLANATION: For θr=60°; Ls, Lr, Msr and their DERIVATIVES with RESPECT to θr have the FOLLOWING values:

Ls=0.50H, Lr=0.60H, Msr=0.40H, dLs/dθr=-0.3464, dLr/dθr=-0.52, dMsr/dθr=-0.693

Substituting the numerical values in TE = 1/2is^2dLs/dθr+1/2ir^2dLr/dθr+isrdMsr/dθr = -233.88N-m.

46.

An electromechanical energy conversion device has cylindrical stator but salient pole rotor. Rotor is not excited. If δ is the angle between stator field and rotor long axis, then average torque developed is proportional to (A and B are constants).(a) Asinδ(b) Asin2δ(c) Asinδ + Bsin2δ(d) zeroThe question was posed to me in an online quiz.I'd like to ask this question from Elementary Synchronous Machines topic in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer» CORRECT answer is (B) Asin2δ

Easy explanation: We know, Te = 1/8 Im^2(Ld-Lq)sin2δ+1/2 IfImMmaxsinδ, rotor is not excited IMPLIES If=0, and thus Te = 1/8 Im^2(Ld-Lq)sin2δ = Asin2δ.
47.

An electromechanical energy conversion device has cylindrical stator but salient pole rotor. If δ is the angle between stator field and rotor field, the average torque developed is proportional to (A and B are constants) __________(a) Asinδ(b) Asin2δ(c) Asinδ+Bsin2δ(d) δThis question was posed to me in exam.My question is taken from Elementary Synchronous Machines in portion Basic Concepts in Rotating Machines of Electrical Machines

Answer» RIGHT OPTION is (C) Asinδ+Bsin2δ

Explanation: TE(AV) = 1/8 Im^2(Ld-Lq)sin2δ+1/2 IfImMmaxsinδ = Asinδ+Bsin2δ.
48.

Which component of torque equation, Te(av) = 1/8 Im^2(Ld-Lq)sin2δ+1/2 IfImMmaxsinδ represents the electromagnetic/interaction torque in single phase salient pole synchronous machine?(a) 1/2 IfImMmaxsinδ(b) 1/8 Im^2(Ld-Lq)sin2δ(c) 1/8 Im^2(Ld-Lq)sin2δ + 1/2 IfImMmaxsinδ(d) none of the mentionedThe question was posed to me by my school teacher while I was bunking the class.Enquiry is from Elementary Synchronous Machines topic in division Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The correct answer is (a) 1/2 IfImMmaxsinδ

Best explanation: The torque developed by the INTERACTION of both stator and rotor MAGNETIC FIELDS is the electromagnetic/interaction torque.

49.

Which of the following equation represents the reluctance torque of a salient pole synchronous machine?(a) Te(av) = 1/4 Im^2(Ld-Lq)sin2δ(b) Te(av) = 2 Im^2(Ld-Lq)sinδcosδ(c) Te(av) = 1/8 Im^2(Ld-Lq)(d) Te(av) = 1/8 Im^2(Ld-Lq)sin2δThe question was asked during an internship interview.This interesting question is from Elementary Synchronous Machines topic in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

The CORRECT CHOICE is (d) Te(AV) = 1/8 Im^2(Ld-Lq)sin2δ

To elaborate: Te(av) = 1/8 Im^2(Ld-Lq)sin2δ+1/2 IfImMmaxsinδ

If field current If is REDUCED to ZERO, the reluctance torqueTe(av) = 1/8 Im^2(Ld-Lq)sin2δ.

50.

In a two phase cylindrical rotor synchronous machine, torque Te is _____________(a) constant at some instant of time(b) changing at every instant of time(c) constant at every instant of time(d) changing at some instant of timeThe question was asked by my college professor while I was bunking the class.Asked question is from Elementary Synchronous Machines in chapter Basic Concepts in Rotating Machines of Electrical Machines

Answer»

Correct option is (c) constant at EVERY INSTANT of time

To explain: TE = IfImMmaxsinδ

We can OBSERVE that it REMAINS constant at every instant of time.