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EC-304 · Electronic Devices/Unsolved PYQ Paper

EC-304 Electronic Devices - Dec 2023 Question Paper

Under each question, How to answer lists the points an answer should cover, outlined by CampusPrep from the syllabus. Check the details against your textbook.

  1. 7 Marks
    aDefine elemental and compound semiconductor materials with examples and draw energy band diagram for intrinsic and extrinsic silicon.
    How to answer
    • Definition of elemental semiconductors (single-element like Si, Ge) with examples.
    • Definition of compound semiconductors (composed of two or more elements like GaAs, InP) with examples.
    • Energy band diagram of intrinsic silicon showing valence band, conduction band, and Fermi level $E_F$ in the middle of the band gap.
    • Energy band diagram of extrinsic silicon (n-type and p-type) showing the shift in Fermi level relative to conduction and valence bands.
  2. 7 Marks
    bDraw V-I characteristics and write applications of following special purpose diodes: i) Tunnel diode ii) Photo diode iii) Schottky diode
    How to answer
    • Tunnel diode: V-I curve showing peak current, valley current, and negative resistance region; list applications (microwave oscillators, high-speed switching).
    • Photodiode: Reverse-bias V-I curve parameterized by illumination levels; list applications (optical detectors, light meters, optical fiber communication).
    • Schottky diode: V-I curve showing low forward voltage drop and fast switching; list applications (clamping, RF mixers, power rectifiers, switch-mode power supplies).
  3. 7 Marks
    aExplain the working of simple clipper and clamper with circuit diagram.
    How to answer
    • Clipper circuit: Circuit diagram of series/shunt diode clipper, operation during positive and negative half cycles, input/output waveforms.
    • Clamper circuit: Circuit diagram of positive or negative clamper (diode, capacitor, resistor), charging and discharging of capacitor, DC level shifting, input/output waveforms.
  4. 7 Marks
    bDescribe the working of half wave and full wave bridge rectifier circuits with circuit diagram.
    How to answer
    • Half-wave rectifier: Schematic diagram, operation during positive and negative cycles, output voltage waveform.
    • Full-wave bridge rectifier: Circuit diagram with four diodes ($D_1-D_4$), operation during alternate half cycles, output waveform.
    • Brief comparison of performance parameters (efficiency, PIV, ripple factor).
  5. 7 Marks
    aWrite name of mode of operation and configurations for BJT. Also describe basic construction and operation.
    How to answer
    • Modes of operation: Cutoff, Active, Saturation, and Inverted/Reverse active based on junction biases.
    • Configurations: Common Emitter (CE), Common Base (CB), Common Collector (CC).
    • Basic construction: NPN and PNP structures, doping levels and widths of Emitter, Base, and Collector.
    • Operation: Injection of charge carriers from emitter, recombination in base, and collection by collector.
  6. 7 Marks
    bWhat is need of biasing? Write name of different biasing techniques used in BJT and describe any one in detail.
    How to answer
    • Need of biasing: Establishing a stable Q-point in the active region to avoid distortion and thermal runaway.
    • List of biasing circuits: Fixed bias, Collector-to-base bias, Voltage divider bias, Emitter bias.
    • Detailed explanation of one method (e.g., Voltage Divider Bias): Circuit diagram, derivation of $I_C$ and $V_{CE}$, stability factor analysis.
  7. 7 Marks
    aDiscuss following in brief: i) Darlington amplifier and Cascode amplifier ii) Low and high frequency response iii) Coupling methods in multistage amplifier
    How to answer
    • Darlington & Cascode amplifiers: Configurations, key features (high current gain / high input impedance for Darlington; high bandwidth / reduced Miller effect for Cascode).
    • Frequency response: Gain variation at low frequencies (due to coupling and bypass capacitors) and high frequencies (due to parasitic capacitances and carrier transit time).
    • Coupling methods: RC coupling, Transformer coupling, Direct coupling, along with their pros and cons.
  8. 7 Marks
    bPerform analysis of common emitter amplifier using h-parameter.
    How to answer
    • Draw CE small-signal AC equivalent model using h-parameters ($h_{ie}, h_{re}, h_{fe}, h_{oe}$).
    • Derive expression for Current Gain: $A_i = -\frac{h_{fe}}{1 + h_{oe} R_L}$.
    • Derive expression for Input Impedance: $Z_i = h_{ie} + h_{re} A_i R_L$.
    • Derive expression for Voltage Gain: $A_v = \frac{A_i R_L}{Z_i}$.
    • Derive Output Admittance: $Y_o = h_{oe} - \frac{h_{fe} h_{re}}{h_{ie} + R_s}$.
  9. 7 Marks
    aDescribe following with neat diagram i) Transfer and drain characteristics of JFET and MOSFET ii) UJT and Thyristors iii) Common Source (CS) and Common Gate (CG) configurations
    How to answer
    • Transfer and drain curves for JFET and depletion/enhancement MOSFETs with key parameters labeled ($I_{DSS}, V_P, V_{th}$).
    • Basic structure and operational characteristics of UJT (intrinsic standoff ratio $\eta$) and Thyristor/SCR (four-layer device, gate triggering).
    • Common Source and Common Gate circuit configurations and their operational features.
  10. 7 Marks
    bDerive expression of voltage gain of CS amplifier using hybrid-$\pi$ model.
    How to answer
    • Draw the small-signal hybrid-$\pi$ equivalent circuit of the Common Source (CS) amplifier.
    • Express output voltage $v_o = -g_m v_{gs} (r_d \parallel R_D)$.
    • Relate gate-to-source voltage $v_{gs}$ to input voltage $v_i$ ($v_{gs} = v_i$).
    • Derive the voltage gain expression: $A_v = \frac{v_o}{v_i} = -g_m (r_d \parallel R_D)$ (or including load $R_L$ and frequency dependence if high-frequency model is assumed).
  11. 7 Marks
    aExplain following in brief i) Breakdown mechanism ii) Photo transistor iii) Power amplifiers
    How to answer
    • Breakdown mechanisms: Zener breakdown (quantum tunneling at high electric field in heavily doped diodes) vs. Avalanche breakdown (impact ionization in lightly doped junctions).
    • Phototransistor: Working principle, light-sensitive base region, internal current gain mechanism ($I_C = \beta I_\lambda$).
    • Power amplifiers: Definition, classification based on conduction angle (Class A, B, AB, C), efficiency considerations.
  12. 7 Marks
    bDetermine the dc bias voltage $V_{CE}$ and the current $I_C$ for the voltage-divider configuration shown in figure (i).
    Figure (i): Voltage divider bias circuit with $V_{CC} = +22\text{ V}$, $R_1 = 39\text{ k}\Omega$, $R_2 = 3.9\text{ k}\Omega$, $R_C = 10\text{ k}\Omega$, $R_E = 1.5\text{ k}\Omega$ with bypass capacitor $50\,\mu\text{F}$, $\beta = 140$, input coupling capacitor $10\,\mu\text{F}$, output coupling capacitor $10\,\mu\text{F}$.
    How to answer
    • Calculate Thevenin voltage: $V_{TH} = 22 \times \frac{3.9}{39 + 3.9} = 2.0\text{ V}$.
    • Calculate Thevenin resistance: $R_{TH} = 39\text{ k}\Omega \parallel 3.9\text{ k}\Omega = 3.55\text{ k}\Omega$.
    • Assuming silicon BJT ($V_{BE} = 0.7\text{ V}$), find base current: $I_B = \frac{2.0 - 0.7}{3.55 + 141 \times 1.5}\text{ mA} \approx 0.00604\text{ mA} = 6.04\,\mu\text{A}$.
    • Calculate collector current: $I_C = \beta I_B = 140 \times 6.04\,\mu\text{A} \approx 0.846\text{ mA}$.
    • Calculate $V_{CE} = V_{CC} - I_C (R_C + R_E) = 22 - 0.846\text{ mA} \times 11.5\text{ k}\Omega \approx 12.27\text{ V}$.
  13. 7 Marks
    aDetermine $V_o$ for the network of figure (ii).
    Figure (ii): Left plot shows input triangular wave $v_i$ with peak $+16\text{ V}$ and negative peak $-16\text{ V}$. Right schematic shows input $v_i$ connected via series resistor $R$ to parallel branch containing a diode (cathode pointing down) in series with DC battery of $4\text{ V}$ (positive facing diode anode/cathode), across which output $v_o$ is taken.
    How to answer
    • Analyze circuit: Series resistor $R$, parallel branch with downward diode in series with a $+4\text{ V}$ battery (positive terminal facing up).
    • For ideal diode: conducts when $v_i > 4\text{ V}$, clipping output voltage to $V_o = 4\text{ V}$.
    • When $v_i < 4\text{ V}$: diode is reverse biased (OFF), and $V_o = v_i$.
    • Sketch the resulting clipped output waveform ranging between $-16\text{ V}$ and $+4\text{ V}$.
  14. 7 Marks
    bWrite note on following i) Ebers-Moll model ii) LED and solar cell iii) Bias stabilization and Thermal runaway
    How to answer
    • Ebers-Moll model: Large-signal model using two ideal diodes and two dependent current sources; terminal current equations.
    • LED and Solar Cell: LED principles (electroluminescence in forward bias); Solar cell principles (photovoltaic effect, generation of electron-hole pairs, I-V quadrant).
    • Bias stabilization and Thermal runaway: Temperature dependence of $I_{CO}, V_{BE}, \beta$; cumulative heating leading to device destruction; role of stability factor $S$ and negative feedback.
  15. 7 Marks
    aFor the circuit of figure (iii) determine i) $I_{DQ}$ and $V_{GSQ}$ ii) $V_{DS}$
    Figure (iii): JFET voltage divider bias circuit with $V_{DD} = 18\text{ V}$, $R_{G1} = 110\text{ M}\Omega$, $R_{G2} = 10\text{ M}\Omega$, $R_D = 1.8\text{ k}\Omega$, $R_S = 750\,\Omega$, $I_{DSS} = 6\text{ mA}$, $V_P = -3\text{ V}$, with input/output coupling capacitors.
    How to answer
    • Calculate Gate voltage: $V_G = 18 \times \frac{10\text{ M}\Omega}{110\text{ M}\Omega + 10\text{ M}\Omega} = 1.5\text{ V}$.
    • Write gate-to-source loop equation: $V_{GS} = 1.5 - I_D (0.75\text{ k}\Omega)$.
    • Substitute into Shockley's equation: $I_D = 6 \left(1 - \frac{V_{GS}}{-3}\right)^2 = 6 \left(1 + \frac{V_{GS}}{3}\right)^2$.
    • Solve quadratic equation for $V_{GSQ}$ and obtain $I_{DQ}$ within active region ($V_P < V_{GS} < 0$).
    • Calculate $V_{DS} = V_{DD} - I_{DQ} (R_D + R_S) = 18 - I_{DQ} (1.8\text{ k}\Omega + 0.75\text{ k}\Omega)$.
  16. 7 Marks
    bWrite notes on following i) UJT relaxation oscillator ii) Transistor as a switch
    How to answer
    • UJT relaxation oscillator: Circuit schematic, capacitor charging via $R$ to peak point voltage $V_P$, discharge through $R_1$, formula for frequency of oscillation $f = \frac{1}{R C \ln(1/(1-\eta))}$.
    • Transistor as a switch: Operation in Cutoff (open switch, $I_C = 0, V_{CE} = V_{CC}$) and Saturation (closed switch, $I_C = I_{C(sat)}, V_{CE} \approx 0.2\text{ V}$); conditions for hard saturation.
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