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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.

51.

The shape of the speed-armature current characteristics in DC series motor are __________(a) Hyperbolic(b) Parabola(c) Circle(d) EllipseI have been asked this question in unit test.My question is from Dynamic Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct ANSWER is (a) Hyperbolic

Best explanation: The shape of the speed-armature CURRENT characteristics in DC SERIES motor is hyperbolic. The motor EQUATION is Eb=Vt-IaRa=Km∅ωm. N=(Vt/KmIa)-Ra/Km. N∝1÷Ia.

52.

Calculate the flux produced by the DC series field winding using the following data: Ia=5 A, N=23, R=23.(a) 5 Wb(b) 6 Wb(c) 9 Wb(d) 8 WbThe question was asked in an interview for job.I need to ask this question from Dynamic Braking of DC Series Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (a) 5 Wb

To EXPLAIN I would say: In DC series motor, FIELD WINDINGS are CONNECTED in series with the armature circuit. F=NIa=R∅. Ia∝∅. ∅=F÷R=5 wb.

53.

In dynamic braking, DC series motor behaves as a ____________(a) Separately excited motor(b) Transformer(c) Induction motor(d) ThyristorThis question was addressed to me in class test.Query is from Dynamic Braking of DC Series Motors topic in division Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct choice is (a) Separately excited motor

The explanation: In dynamic braking, DC SERIES motor behaves as a separately excited motor as the motor ARMATURE is disconnected from the source and CONNECTED across RESISTANCE RB.

54.

Calculate the time period of the waveform x(t)=1cot(πt+7π).(a) 0.5 sec(b) 1 sec(c) 3 sec(d) 5 secThis question was addressed to me by my school principal while I was bunking the class.Asked question is from Dynamic Braking of DC Series Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct ANSWER is (b) 1 SEC

Easiest EXPLANATION: The fundamental time period of the cot WAVE is π. The time period of x(t) is a π÷π=1 sec. The time period is INDEPENDENT of phase shifting and time shifting.

55.

At the starting, the field is very strong but it decreases with time because of the ________(a) Reduction in armature current(b) Increase in armature current(c) Reduction in speed(d) Increase in speedThe question was posed to me in examination.This question is from Dynamic Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT OPTION is (a) Reduction in armature CURRENT

Easiest explanation: At the starting, the field is very strong but it DECREASES with TIME because of the reduction in armature current. ∅∝Ia.
56.

For faster braking, the series field is separated from the armature circuit.(a) True(b) FalseI got this question in an online interview.My query is from Dynamic Braking of DC Series Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct ANSWER is (a) True

Explanation: For faster braking, the series field is separated from the ARMATURE circuit. The series field is EXCITED by a different voltage SOURCE.

57.

In DC series machine∅ is directly proportional to Ia.(a) True(b) FalseI got this question in unit test.This question is from Dynamic Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct option is (a) True

To elaborate: In series DC MACHINE, the field WINDING is in series with the armature winding. The armature current FLOWS through the field winding. F=NIa=R∅. Ia∝∅.

58.

Dynamic braking requires a strong _________(a) Magnetic field(b) Electrostatic field(c) Nuclear field(d) Gravitational fieldI have been asked this question in homework.The query is from Dynamic Braking of DC Series Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (a) Magnetic FIELD

Explanation: Dynamic BRAKING requires a strong magnetic field to convert energy from the magnetic domain into the ELECTRICAL domain. The KINETIC energy is wasted at a higher rate.

59.

Calculate the quality factor for the R-C circuit if R=1 Ω and C=1 F.(a) 2(b) 4(c) 1(d) 5The question was posed to me during an interview.The above asked question is from Dynamic Braking of DC Shunt Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (c) 1

Easy explanation: The QUALITY factor is defined as the ratio of the reactive POWER to the ACTIVE power CONSUMED. The resistor always ABSORBS active power and capacitor absorbs the reactive power. Quality factor=1÷RC=1÷1=1.

60.

Calculate the equivalent resistance when two armature resistances are connected in parallel of values 6 Ω, 3 Ω.(a) 3 Ω(b) 2 Ω(c) 4 Ω(d) 7 ΩThe question was posed to me in quiz.The question is from Dynamic Braking of DC Shunt Motors in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»
61.

Calculate the quality factor for the R-L circuit if R=16 Ω and XL=8 Ω with supply frequency is 1 rad/sec.(a) 2(b) 6(c) 0(d) 7The question was asked by my college director while I was bunking the class.My doubt stems from Dynamic Braking of DC Shunt Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT answer is (a) 2

The best I can explain: The quality factor is defined as the ratio of the reactive power to the active power consumed. The RESISTOR ALWAYS ABSORBS active power and inductor absorbs the reactive power. ΩL=8, L=8 Henry and quality factor=R÷L=16÷8=2.
62.

Calculate the value of the angular acceleration of the DC shunt motor using the given data: J = 1 kg-m^2, load torque = 1 N-m, motor torque = 2 N-m.(a) 1 rad/s^2(b) 2 rad/s^2(c) 3 rad/s^2(d) 5 rad/s^2I got this question in class test.The query is from Dynamic Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct option is (a) 1 rad/s^2

The best explanation: Using the dynamic EQUATION of MOTOR J×(angular acceleration) = Motor TORQUELOAD torque: 1×(angular acceleration) = 2-1=1, angular acceleration=1 rad/s^2.

63.

20 V, 10 A, 10 rpm separately excited dc motor with armature resistance (Ra) equal to .8 ohms.Calculate back emf developed in the motor when it operates on the full load. (Assume rotational losses are neglected)(a) 12 V(b) 14 V(c) 13 V(d) 11 VI had been asked this question by my college director while I was bunking the class.This intriguing question originated from Dynamic Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right CHOICE is (a) 12 V

Best explanation: Back emf developed in the motor can be calculated using the relation EB = Vt – I×Ra. In question, it is asking for a full load. 20 V is terminal VOLTAGE it is fixed so Eb = 20-10×.8 = 12 V.

64.

The maximum current in the inductor IL(t)=Io(1 – e^-t/α) is __________(a) Io e^-t/α(b) Io(c) 2Io(d) -IoThis question was posed to me in an interview for job.Question is taken from Dynamic Braking of DC Shunt Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT option is (b) IO

To EXPLAIN: The IL(t)=Io(1 – e^-t/α)is Io is the transient equation of the inductor current. At the steady state (t=∞) IL(t)=Io(1- e-∞) is Io. The maximum current in the inductor is Io.
65.

Calculate the value of the coefficient of coupling for the tightly coupled coils.(a) 0(b) 1(c) 3(d) 2I got this question in unit test.My question is based upon Dynamic Braking of DC Shunt Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (b) 1

For EXPLANATION I would say: The coefficient of COUPLING expresses how the two coils are magnetically coupled. It is mathematically represented as K=M÷√L1.L2. For tightly coupled coils, the VALUE of the mutual INDUCTANCE is √L1.L2. The value of the coefficient of coupling is 1.

66.

The maximum Voltage across the capacitor Vc(t)=Vo(1- e^-t) is __________(a) Vo(b) 2Vo(c) 3Vo(d) -VoThis question was addressed to me in quiz.This question is from Dynamic Braking of DC Shunt Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (a) VO

To EXPLAIN I would SAY: The Vc(t)=Vo(1- e^-t) is Vo is the TRANSIENT equation of the capacitor Voltage. At the steady state (t=∞) Vc(t)=Vo(1- e^-∞) is Vo. The maximum Voltage ACROSS the capacitor is Vo.

67.

Calculate the resonant frequency if the values of the capacitor and inductor are 2 F and 2 H.(a) .5 rad/sec(b) .6 rad/sec(c) .8 rad/sec(d) .9 rad/secThe question was posed to me in exam.The above asked question is from Dynamic Braking of DC Shunt Motors in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct answer is (a) .5 rad/sec

To elaborate: During resonance CONDITION XL=Xc. The VALUE of the resonant FREQUENCY is 1÷√LC=1÷√4=.5 rad/sec. The VOLTAGE across the capacitor and INDUCTOR becomes equal.

68.

Calculate the steady state value for x(t)=7e^-9t.(a) 0(b) 8(c) 3(d) 1I had been asked this question by my school principal while I was bunking the class.My doubt is from Dynamic Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT answer is (a) 0

The best explanation: The steady STATE value is OBTAINED at t=∞. The value of x(t) at t=∞ is 7e^-∞=4(0)=0. The TERM e^-9t is an exponentially decaying function.
69.

The characteristics shown by an element in the V-I curve is V=Is(1-e^-V/K). The nature of the element is _______(a) Non-linear, Bilateral, Passive(b) Linear, Unilateral, Active(c) Linear, Bilateral, Passive(d) Non-linear, Unilateral, PassiveI had been asked this question in an interview.The query is from Dynamic Braking of DC Shunt Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT choice is (d) Non-linear, Unilateral, Passive

For explanation: The nature of the ELEMENT is non-linear, unilateral and passive. The shape of the characteristic is exponential rising. For bilateral nature, it should be symmetrical in the first and THIRD quadrant. Its slope is positive in the first quadrant which determines its passive nature.
70.

Full form of NENO.(a) Neither even nor odd(b) Neither energy nor odd(c) Neither even nor original(d) Neither even nor orthogonalI had been asked this question by my school teacher while I was bunking the class.Asked question is from Dynamic Braking of DC Shunt Motors topic in division Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (a) Neither even nor ODD

Explanation: NENO stands for Neither even nor odd. The FUNCTIONS which are not the mirror image of the y-axis and nor SYMMETRIC about the origin are NENO functions.

71.

The cosine function is an even function.(a) True(b) FalseI had been asked this question in a job interview.The query is from Dynamic Braking of DC Shunt Motors topic in division Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (a) True

The EXPLANATION: The EVEN functions are those functions which are a mirror image of the y-axis. The cosine function is an even function WHOSE time period is 2π.

72.

Calculate the active power in an 0 Ω resistor with 0 current flowing through it.(a) inf MW(b) 0 MW(c) 2 MW(d) 18 MWThis question was posed to me in an international level competition.My enquiry is from Regenerative Braking of DC Series Motors in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct choice is (b) 0 MW

The best explanation: The resistor is a LINEAR element. It only absorbs real power and dissipates it in the form of heat. The voltage and CURRENT are in the same phase in case of the resistor so the ANGLE between V & I is 0^o. P=I^2R=0×0×0=0 MW.

73.

When 1 A current flows out of the positive terminal of voltage source 6 V. Calculate the power delivered by the source.(a) 6 W(b) 7 W(c) -9 W(d) -5 WThis question was posed to me by my school teacher while I was bunking the class.I'm obligated to ask this question of Regenerative Braking of DC Series Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»
74.

Calculate the equivalent inductance when two inductors are connected in parallel of values 12 H and 12 H.(a) 6 H(b) 10 H(c) 12 H(d) 8 HThis question was addressed to me in unit test.Enquiry is from Regenerative Braking of DC Series Motors in division Braking of DC Motors & Induction Motors of Electric Drives

Answer»
75.

When 30 A current flows into the positive terminal of current source 8 V. Calculate the power delivered by the source.(a) -240 W(b) 360 W(c) -430 W(d) 500 WThis question was addressed to me in a national level competition.Query is from Regenerative Braking of DC Series Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The CORRECT answer is (a) -240 W

To EXPLAIN I would say: When the current enters the positive terminal of an ELEMENT it will always absorb the power and when the current leaves the positive terminal it will deliver the power. Power delivered is -30×8=-240 W.

76.

The slope of the V-I curve is 17.587^o. Calculate the value of resistance. Assume the relationship between voltage and current is a straight line.(a) .322 Ω(b) .360 Ω(c) .316 Ω(d) .778 ΩThis question was addressed to me in class test.I'd like to ask this question from Regenerative Braking of DC Series Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer» RIGHT OPTION is (C) .316 Ω

The explanation is: The SLOPE of the V-I curve is resistance. The slope given is 17.587^o so R=tan(17.587^o)=.316 Ω. The slope of the I-V curve is reciprocal of resistance.
77.

Calculate the value of capacitor voltage during resonance condition if the value of supply voltage is 20 V and the quality factor is 3.(a) 60 V(b) 50 V(c) 10 V(d) 30 VI had been asked this question in final exam.I would like to ask this question from Regenerative Braking of DC Series Motors in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (a) 60 V

Explanation: During the resonance CONDITION XL=Xc. The value of the capacitor VOLTAGE is Q×Vs. The power factor of the circuit is ONE. Vc=20×3=60 V.

78.

Calculate the value of power factor if the values of R and Z are 2 Ω and 10 Ω.(a) 0.8(b) 0.5(c) 0.2(d) 0.4This question was addressed to me in exam.My question is taken from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (c) 0.2

To EXPLAIN I would say: The power factor is defined as the ratio of ACTIVE power to the APPARENT power. COS(φ)=R÷Z=2÷10=.2. It has no unit.

79.

Calculate the value of the frequency of the 440 V DC supply.(a) 100 Hz(b) 0 Hz(c) 200 Hz(d) 500 HzI got this question in an interview.I need to ask this question from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (b) 0 Hz

For explanation I would SAY: The FREQUENCY is defined as the NUMBER of oscillations per second. It is reciprocal of the time PERIOD. DC supply magnitude is constant. It does not change with time so the frequency of DC supply is 0 Hz.

80.

Calculate the value of the time period if the frequency of the signal is .001 Hz.(a) 1000 sec(b) 2000 sec(c) 5000 sec(d) 1500 secI got this question in unit test.Query is from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The CORRECT answer is (a) 1000 SEC

Explanation: The time period is defined as the time after the signal repeats itself. It is EXPRESSED in SECOND. T = 1÷F=1÷.001=1000 sec.

81.

Calculate the velocity of the ball if the angular speed is 7 rad/s and radius is .2 m.(a) 2.5 m/s(b) 1.4 m/s(c) 4.5 m/s(d) 1.0 m/sThe question was asked in semester exam.Enquiry is from Regenerative Braking of DC Series Motors in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right choice is (b) 1.4 m/s

Easy EXPLANATION: The VELOCITY of the ball can be calculated USING the relation V=Ω×r. The velocity is the vector product of angular speed and RADIUS. V = Ω×r = 7×.2 = 1.4 m/s.

82.

Transient analysis is only applicable to bounded systems.(a) True(b) FalseThis question was posed to me in homework.This interesting question is from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct CHOICE is (a) True

Best explanation: Bounded SYSTEMS are those systems which have some finite maximum value and are DECAYING functions. TRANSIENT analysis is only applicable to bounded signals as they achieve steady state after some TIME.

83.

The length of phasor is ___________(a) R.M.S(b) Average(c) Peak to Peak(d) MinimumThe question was posed to me in class test.Query is from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The CORRECT option is (a) R.M.S

The best I can EXPLAIN: PHASORS are the rotating VALUES which rotate with some angular frequency Ω. The length of the phasor value is r.m.s value.

84.

Instantaneous power in the 3-φ system is constant.(a) True(b) FalseThis question was posed to me in an interview for internship.My enquiry is from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right ANSWER is (a) True

Easiest EXPLANATION: The 3-φ system is more economical than 2-∅ system because of no vibrations in power WAVEFORM. The instantaneous power in the 3-∅ system is constant. P=3VpIpcos(φ)=√3VLILcos(∅).

85.

What is the condition for maximum power transfer theorem in DC circuits?(a) RL=2Rth(b) RL≠Rth(c) RL≫Rth(d) RL=RthThis question was posed to me during an interview.My doubt is from Regenerative Braking of DC Series Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right CHOICE is (d) RL=Rth

Best EXPLANATION: The condition for maximum power transfer theorem is load should be variable and RL=Rth. During maximum power transfer condition VOLTAGE across load becomes half of THEVENIN voltage and efficiency becomes 50 %.

86.

Calculate the quality factor for the R-C circuit if R=2 Ω and C=1 F.(a) 0.2(b) 0.4(c) 0.6(d) 0.5I got this question during an online exam.My question is based upon Regenerative Braking of DC Shunt Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct CHOICE is (d) 0.5

Best explanation: The quality FACTOR is defined as the ratio of the REACTIVE power to the active power CONSUMED. The resistor always ABSORBS active power and capacitor absorbs the reactive power. Quality factor=1÷RC=1÷2=.5.

87.

Calculate the equivalent resistance when two resistances are connected in parallel of values 8 Ω, 8 Ω.(a) 3 Ω(b) 2 Ω(c) 4 Ω(d) 7 ΩThis question was addressed to me in my homework.I want to ask this question from Regenerative Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right option is (C) 4 Ω

Explanation: When TWO RESISTANCES are connected in parallel their equivalent resistance is EQUAL to the harmonic mean of the individual resistances. Req=R1.R2÷(R1+R2)=8×8÷(8+8)=4 Ω.

88.

Calculate the quality factor for the R-L circuit if R=28 Ω and L=2 H.(a) 14(b) 16(c) 10(d) 17This question was addressed to me during an internship interview.Query is from Regenerative Braking of DC Shunt Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer» RIGHT OPTION is (a) 14

To elaborate: The quality factor is defined as the RATIO of the reactive power to the ACTIVE power consumed. The RESISTOR always absorbs active power and inductor absorbs the reactive power. Quality factor=R÷L=28÷2=14.
89.

The quality factor is calculated for ___________(a) Power factor loads(b) Inductive coils(c) Lagging loads(d) Leading loadsThis question was posed to me during an internship interview.Asked question is from Regenerative Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right ANSWER is (b) Inductive COILS

To explain I would say: QUALITY factor is calculated for inductive coils, not for power factor LOADS. Its value determines the quality of the inductor or capacitor. It shows how good an inductor or capacitor can absorb reactive power.

90.

Calculate the value of equivalent inductance for series subtracting polarity of two coils whose self inductances are 14 H, 5 H, and mutual inductance value is 1 H.(a) 15 H(b) 17 H(c) 12 H(d) 10 HThis question was posed to me in a job interview.The doubt is from Regenerative Braking of DC Shunt Motors in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The correct option is (b) 17 H

Easy explanation: The equivalent inductance for series subtracting of two coils is Leq=L1+L2-2M=14+5-2=17 H. The value of equivalent inductance decreases due to NEGATIVELY mutually induced e.m.f in case of the MAGNETICALLY COUPLED circuit.

91.

Calculate the value of the capacitive reactance during resonance if the value of the inductor is 5 H and supply frequency is 20 rad/sec.(a) 100 Ω(b) 200 Ω(c) 300 Ω(d) 700 ΩThe question was posed to me in my homework.This interesting question is from Regenerative Braking of DC Shunt Motors in section Braking of DC Motors & Induction Motors of Electric Drives

Answer» CORRECT CHOICE is (a) 100 Ω

To explain I WOULD say: Resonance is DEFINED as the phenomenon in which energy of any element changes from one form to another. During resonance condition Xc=Xl=ΩL=20×5=100 Ω.
92.

Calculate the value of equivalent inductance for series aiding of two coils whose self inductances are 5 H, 2 H, and mutual inductance value is 4 H.(a) 15 H(b) 12 H(c) 13 H(d) 11 HI got this question during an interview.Asked question is from Regenerative Braking of DC Shunt Motors topic in section Braking of DC Motors & Induction Motors of Electric Drives

Answer» RIGHT option is (a) 15 H

The explanation is: The equivalent inductance for series AIDING of two coils is Leq=L1+L2+2M=5+2+8=15 H. The value of equivalent inductance increases DUE to mutually induced e.m.f in case of the magnetically coupled circuit.
93.

Calculate the value of the coefficient of coupling for the isolated coils.(a) 0(b) 1(c) 5(d) 7I had been asked this question by my college director while I was bunking the class.This interesting question is from Regenerative Braking of DC Shunt Motors in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right OPTION is (a) 0

Explanation: The COEFFICIENT of coupling EXPRESSES how the two coils are magnetically coupled. It is mathematically represented as K=M÷√L1.L2. For the isolated coils, the VALUE of the mutual inductance is 0. The value of the coefficient of coupling is 0.

94.

The natural response is due to _________ conditions present in the circuit.(a) Initial(b) Final(c) Zero(d) NegativeThe question was posed to me in homework.My question is from Regenerative Braking of DC Shunt Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct CHOICE is (a) Initial

For explanation I WOULD say: The NATURAL RESPONSE is due to the initial conditions PRESENT in the circuit. The natural response is a complete part of the transient response. It is mathematically represented as y(t)=yo×e^-at.

95.

Calculate the steady state value for x(t)=4(1-e^-3t).(a) 5(b) 4(c) 3(d) 2I have been asked this question in exam.Query is from Regenerative Braking of DC Shunt Motors in division Braking of DC Motors & Induction Motors of Electric Drives

Answer» RIGHT answer is (b) 4

Explanation: The steady STATE value is OBTAINED at t=∞. The value of X(t) at t=∞ is 4(1-e^-∞)=4(1-0)=4. The term e^-3t is an exponentially decaying function.
96.

The characteristics shown by an element in the I-V curve is V=I^2. The nature of the element is _______(a) Non-linear, Bilateral, Passive(b) Linear, Unilateral, Active(c) Linear, Bilateral, Passive(d) Non-linear, Unilateral, ActiveThe question was posed to me by my school teacher while I was bunking the class.This is a very interesting question from Regenerative Braking of DC Shunt Motors topic in portion Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct answer is (d) Non-linear, UNILATERAL, Active

For explanation: The nature of the element is non-linear, unilateral and active. The shape of the CHARACTERISTIC is parabolic. For bilateral nature, it should be symmetrical in the first and third quadrant. Its SLOPE is negative in the SECOND quadrant which DETERMINES its active nature.

97.

Transient response is a temporary response.(a) True(b) FalseThe question was posed to me at a job interview.My enquiry is from Regenerative Braking of DC Shunt Motors in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right OPTION is (a) True

The EXPLANATION: TRANSIENT response is a primary response in the circuit. It is a temporary response which dies out at t=infinity. It CONSISTS of exponential decaying functions.

98.

Full form of DTC.(a) Direct torque control(b) Digital torque control(c) Discrete torque control(d) Distribution torque controlThe question was asked during an internship interview.The doubt is from Regenerative Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Right answer is (a) DIRECT torque control

Explanation: DTC stands for Direct torque control. DTC and IFOC are the TECHNIQUES USED for controlling the speed and torque of a 3-phase induction MOTOR.

99.

The forced response is due to a source present in the circuit.(a) True(b) FalseThis question was addressed to me in homework.I want to ask this question from Regenerative Braking of DC Shunt Motors in division Braking of DC Motors & Induction Motors of Electric Drives

Answer»

The CORRECT answer is (a) True

The explanation: The steady-state response is a PART of the FORCED response. The forced response is due to the electrical source present in the circuit. Its MATHEMATICAL equation involves the source present in the circuit.

100.

A circuit consists of 3 F capacitor and 5 H inductor. Determine the order of the circuit.(a) 2(b) 1(c) 3(d) 0This question was addressed to me by my college professor while I was bunking the class.My doubt stems from Regenerative Braking of DC Shunt Motors topic in chapter Braking of DC Motors & Induction Motors of Electric Drives

Answer»

Correct option is (a) 2

To explain: The order of the circuit is the NUMBER of memory/storing ELEMENTS which are non-separable present in the circuit. In mathematics, the order is defined as the highest order derivate in the differential equation. The order of the circuit is 2.