Current Through a P-N Junction

  • Introduction to P-N junction
  • What is a diode?
  • Forward biasing and reverse biasing
  • Diode equation: I = Is(e^(V/Vt) - 1)
  • Characteristics of P-N junction diode

Full Wave Rectifier

  • What is a full wave rectifier?
  • Working principle of a full wave rectifier
  • Advantages of full wave rectifier
  • Disadvantages of full wave rectifier
  • Applications of full wave rectifier

Slide 11: Characteristics of P-N junction diode

  • Saturation current (Is)
  • Junction potential barrier (V0)
  • Forward bias voltage (Vf)
  • Reverse bias voltage (Vr)
  • Forward bias current (If)
  • Reverse bias current (Ir)

Slide 12: Saturation current (Is)

  • Definition: The current that flows across a P-N junction in the presence of a reverse bias voltage.
  • Symbol: Is
  • Value: Usually in the range of nanoamperes (nA)

Slide 13: Junction potential barrier (V0)

  • Definition: The voltage that must be applied across a P-N junction to prevent the flow of current when it is reverse biased.
  • Symbol: V0
  • Value: Typically around 0.7 volts for silicon diodes and 0.3 volts for germanium diodes.

Slide 14: Forward bias voltage (Vf)

  • Definition: The voltage applied across a P-N junction in the forward direction to allow the flow of current.
  • Symbol: Vf
  • Value: Above 0.7 volts for silicon diodes and above 0.3 volts for germanium diodes.

Slide 15: Reverse bias voltage (Vr)

  • Definition: The voltage applied across a P-N junction in the reverse direction to prevent the flow of current.
  • Symbol: Vr
  • Value: The magnitude of Vr should be greater than the junction potential barrier (V0).

Slide 16: Forward bias current (If)

  • Definition: The current that flows across a P-N junction when it is forward biased.
  • Symbol: If
  • Equation: If = Is(e^(Vf/Vt) - 1)
  • Vt represents the thermal voltage (approximately 26 mV at room temperature)

Slide 17: Reverse bias current (Ir)

  • Definition: The current that flows across a P-N junction when it is reverse biased.
  • Symbol: Ir
  • Equation: Ir = Is(e^(Vr/Vt))
  • Note: As Vr increases, Ir also increases exponentially.

Slide 18: What is a full wave rectifier?

  • Definition: A circuit that converts an alternating current (AC) into a direct current (DC) signal.
  • Working principle: Rectifies both halves of the input waveform.
  • Types: Center-tapped full wave rectifier and Bridge rectifier.

Slide 19: Working principle of a full wave rectifier

  • The input AC signal is connected to a diode bridge configuration.
  • During the positive half-cycle, the diodes D1 and D4 conduct.
  • During the negative half-cycle, the diodes D2 and D3 conduct.
  • The resulting output is a pulsating DC signal.

Slide 20: Advantages of full wave rectifier

  • Higher efficiency compared to half-wave rectifier (twice the frequency of output signal)
  • Output waveform is smoother (less ripple)
  • Utilizes both halves of the input waveform, providing a higher average voltage.
  • Suitable for high power applications.

Slide 21: Disadvantages of full wave rectifier

  • More complex circuit compared to half-wave rectifier.
  • Higher cost due to the additional diodes.
  • Requires a center-tapped transformer (for center-tapped configuration).
  • More diodes also introduce more voltage drops.

Slide 22: Applications of full wave rectifier

  • Power supplies: Used to convert AC power to DC power for electronic devices.
  • Battery chargers: Charges batteries efficiently using rectified DC.
  • Audio systems: Converts AC audio signals to DC for amplification and processing.
  • Light dimmers: Converts AC voltage to adjustable DC voltage for controlling lighting intensity.
  • Motor speed control: Converts AC to DC to control the speed of DC motors.

Slide 23: Magnetic Effects of Electric Current

  • Ampere’s circuital law: Describes the relation between magnetic field and electric current.
  • Magnetic field due to a straight conductor: B = (μ0 * I) / (2 * π * r)
  • Magnetic field due to a circular loop: B = (μ0 * I) / (2 * r)
  • Magnetic field due to a solenoid: B = μ0 * N * I

Slide 24: Faraday’s Law of Electromagnetic Induction

  • Induced EMF: The electromotive force (EMF) induced in a circuit due to a changing magnetic field.
  • Faraday’s law: The magnitude of induced EMF is directly proportional to the rate of change of magnetic flux through a circuit.
  • Equation: ε = - dΦ / dt
  • Lenz’s law: The direction of induced current is such that it opposes the change in magnetic field.

Slide 25: Self-Inductance and Inductive Reactance

  • Self-inductance (L): The ability of a coil or conductor to produce an induced EMF due to a changing current.
  • Inductive reactance (XL): The opposition offered by an inductor to the flow of alternating current.
  • Equation: XL = 2πfL
  • Unit: Ohm (Ω)

Slide 26: Capacitance and Capacitive Reactance

  • Capacitance (C): The ability of a capacitor to store electric charge.
  • Capacitive reactance (XC): The opposition offered by a capacitor to the flow of alternating current.
  • Equation: XC = 1 / (2πfC)
  • Unit: Ohm (Ω)

Slide 27: AC Circuits

  • AC voltage: Alternating current that changes direction periodically.
  • Period (T): Time taken to complete one cycle of the AC waveform.
  • Frequency (f): Number of cycles completed per second.
  • Relationship: f = 1 / T
  • Sinusoidal waveform: Most common form of AC waveform.

Slide 28: Power in AC Circuits

  • Average power: The average value of the power delivered or dissipated in an AC circuit.
  • Apparent power (S): The product of the RMS voltage and RMS current in an AC circuit.
  • Real power (P): The power actually consumed or dissipated in an AC circuit.
  • Reactive power (Q): The power alternately absorbed and returned by inductive and capacitive loads.
  • Power factor (PF): The ratio of real power to apparent power.

Slide 29: Transformers

  • Transformer: An electrical device that transfers electric energy between two or more circuits through electromagnetic induction.
  • Principle: Consists of two or more coils wound on a common core.
  • Step-up transformer: Increases the voltage from primary to secondary coil.
  • Step-down transformer: Decreases the voltage from primary to secondary coil.
  • Turns ratio: The ratio of the number of turns in the primary coil to the number of turns in the secondary coil.

Slide 30: Applications of Transformers

  • Power distribution: Used to step up or step down the voltage in power transmission networks.
  • Electrical appliances: Used in various household appliances to convert voltage levels.
  • Electronic devices: Used in power supplies to provide suitable voltage and current levels.
  • High voltage transmission: Used to step up the voltage for long-distance transmission to reduce power losses.
  • Electrical isolation: Used to provide galvanic isolation between input and output circuits for safety and noise reduction.