Power electronics and drives miscellaneous


Power electronics and drives miscellaneous

Power Electronics and Drives

  1. The fully controlled thyristor converter in the given figure is fed from a single-phase source. When the firing angle is 0°, the dc output voltage of the converter is 300 V. What will be the output voltage for a firing angle of 60°, assuming continuous conduction?










  1. View Hint View Answer Discuss in Forum


    For Fully Controlled Converter (FCC)

    Average output voltage, V0 =
    2 √2 V
    cos α (V = rms)
    π

    For α = 0, V0 = 300
    ∴ 300 =
    2 √2
    .V
    π

    ⇒ V =
    300 π
    2 √2

    A α = 60 , V0 =
    2 √2
    300π
    .cos 60
    π2 √2

    = 300 ×
    1
    = 150 V
    2

    Correct Option: A


    For Fully Controlled Converter (FCC)

    Average output voltage, V0 =
    2 √2 V
    cos α (V = rms)
    π

    For α = 0, V0 = 300
    ∴ 300 =
    2 √2
    .V
    π

    ⇒ V =
    300 π
    2 √2

    A α = 60 , V0 =
    2 √2
    300π
    .cos 60
    π2 √2

    = 300 ×
    1
    = 150 V
    2


  1. An SCR is considered to be a semi-controlled device because









  1. View Hint View Answer Discuss in Forum

    NA

    Correct Option: C

    NA



  1. The following circuit has a source voltage Vs as shown in the graph. The current through the circuit is also shown.


    The element connected between a and b could be









  1. View Hint View Answer Discuss in Forum

    When a forward biased diode is reverse biased, initially it conducts due to the flow of stored charges. After some ti me it goes int o nonconducting state.
    Alternately
    For 0 < t < 100 ms, Vs = 0,
    is = 0; diode not conduct
    For 100 < t < 200 ms, Vs = 10V,

    i =
    10
    = 1 mA ; diode conducts
    10K

    For 200 < t < 300 ms, Vs = – 10V, i = 0; diode reverse bias
    current is zero after small reverse recovery time.
    For 300 < t < 400 ms, Vs = 0;
    i = 0; diode not conduct

    Correct Option: A

    When a forward biased diode is reverse biased, initially it conducts due to the flow of stored charges. After some ti me it goes int o nonconducting state.
    Alternately
    For 0 < t < 100 ms, Vs = 0,
    is = 0; diode not conduct
    For 100 < t < 200 ms, Vs = 10V,

    i =
    10
    = 1 mA ; diode conducts
    10K

    For 200 < t < 300 ms, Vs = – 10V, i = 0; diode reverse bias
    current is zero after small reverse recovery time.
    For 300 < t < 400 ms, Vs = 0;
    i = 0; diode not conduct


  1. A three phase fully controlled bridge converter is feeding a load drawing a constant and ripple free load current of 10 A at a firing angle of 30°. The approximate Total Harmonic Distortion (%THD) and the rms value of fundamental component of the input current will respectively be









  1. View Hint View Answer Discuss in Forum

    Rms value of load current,
    Is = Io2 / 3 = 10 √2 / 3 = 8.165 A
    Supply current

    Rms value of fundamental current,

    is1 =
    0
    sin
    π
    =
    4 × 10
    3
    = 7.8 A
    32

    Then, THD (Total harmonic distortion)

    = 0.31 = 31%

    Correct Option: B

    Rms value of load current,
    Is = Io2 / 3 = 10 √2 / 3 = 8.165 A
    Supply current

    Rms value of fundamental current,

    is1 =
    0
    sin
    π
    =
    4 × 10
    3
    = 7.8 A
    32

    Then, THD (Total harmonic distortion)

    = 0.31 = 31%



  1. The power electronic converter shown in the figure given below has a single-pole double-throw switch. The pole P of the switch is connected alternately to throws A and B. The converter shown is a










  1. View Hint View Answer Discuss in Forum


    Let Duty cycle be ‘D’.
    When at A : t = 0

    Vin = L
    di
    + Vout , (iL)in =
    (Vin - V0)
    DT
    dtL

    When at B : At t = DT
    Vout = -VL =
    -LdiL
    dt

    (iL)off =
    -Vout
    (1 - D)T
    L

    (Vin – Vout) DT + (– Vout) (1 – D)T = 0
    ⇒ (Vin – Vout) D = Vout(1 – D)
    ⇒ Vout = DVin and D < 1
    So, step down chopper.

    Correct Option: A


    Let Duty cycle be ‘D’.
    When at A : t = 0

    Vin = L
    di
    + Vout , (iL)in =
    (Vin - V0)
    DT
    dtL

    When at B : At t = DT
    Vout = -VL =
    -LdiL
    dt

    (iL)off =
    -Vout
    (1 - D)T
    L

    (Vin – Vout) DT + (– Vout) (1 – D)T = 0
    ⇒ (Vin – Vout) D = Vout(1 – D)
    ⇒ Vout = DVin and D < 1
    So, step down chopper.