Quasi resonant converter

Soft-Switching Techniques
  • Hard-switching: Involves switching devices on and off while voltage (V) and current (I) are non-zero during turn-on and turn-off, leading to:

    • Switching Losses: Energy is wasted during the switching process due to the overlap of V and I.
    • High Switching Noise: Rapid changes in V/I create electromagnetic interference.
    • Potential Device Damage: Overshoot in voltage or current can damage devices.
  • Soft-switching: Reduces switching losses and noise by introducing inductors and capacitors:

    • Zero Voltage Switching (ZVS): Achieved when the voltage is zero at the turn-on point.
    • Zero Current Switching (ZCS): Achieved when the current is zero at the turn-off point.
    • A resonant circuit is typically required to facilitate soft-switching.
Classifications of Soft-Switching Techniques
  • Types of Circuits:
    • Zero Voltage Switching Circuits
    • Zero Current Switching Circuits
  • Historical Development:
    • Quasi-resonant converters
    • Resonant converters
    • Zero-switching PWM circuits
    • Zero-transition PWM circuits
    • Resonant DC-link inverters
Quasi-Resonant Converters
  • Definition: A converter utilizing a quasi-sinusoidal waveform leading to significant voltage peaks:

    • Requires high withstand voltage devices due to high peak voltages.
    • Results in reactive power circulation, causing conduction losses.
    • Pulse Frequency Modulation (PFM) is used due to the fluctuating resonant period influenced by input voltage and load.
  • Quasi Resonant Buck Converter:

    • Operated under Zero Current Switching (ZCS).
    • Topologies: Includes several operational modes (S on/off, D on/off).
Operation Modes of Quasi-Resonant Buck Converter
  1. Mode 1: S on, D on

    • No current in resonant inductor or voltage across resonant capacitor, diode conducts all output current.
    • Voltage relationship: V = L{r} rac{di{L}}{dt}
    • Current at t2: i{L}(t) = rac{V{s}}{L_{r}} t
  2. Mode 2: S on, D off

    • When diode D is reverse-biased, the capacitor starts charging.
    • Voltage and current equations for resonant elements involved in this mode are presented.
  3. Mode 3: S off, D off

    • The capacitor discharges into the load, allowing switch S to turn off under ZCS conditions.
    • The governing equations during this phase are specified.
  4. Mode 4: S off, D on

    • The circuit returns to initial condition with the load current maintained through an L-C output filter.
Output Voltage Dynamics
  • Energy Balance: Energy from the source equals energy absorbed by the load during a switching cycle:
    • Energy equations relate supplied energy to absorbed energy.
    • Output voltage characteristics indicate dependence on switching frequency and load variations.
Example Parameters for Quasi-Resonant Buck Converter
  • Given circuit parameters:
    • Input voltage Vs=12extVV_s = 12 ext{ V}
    • Inductor L_r = 10 ext{ } 0 ext{H}
    • Capacitor C_r = 0.1 ext{ }00F
    • Load current Io=1extAI_o = 1 ext{ A}
    • Switching frequency fs=100kHzf_s = 100 kHz
  • Example calculations require deriving peak current and peak voltage from these parameters.
Conclusions
  • Soft-switching Techniques: Fundamental principles of implementation and their significance in power electronics.
  • Quasi-Resonant Converters: Detailed study on operation modes, waveforms, and output behavior offers insights for advanced converter design.
Resonant Converters
  • Topologies include:
    • LC series resonant converter
    • LC parallel resonant converter
    • LLC resonant converter
Additional Techniques
  • Zero-switching PWM Circuits: Employ an assistant switch for timing the resonant operation; benefits include improved efficiency and higher device voltage ratings.
  • Zero-transition PWM Circuits: Connect resonance in parallel with main switching components; maintains advantages while minimizing device stress.
  • Resonant DC-Link Inverters: Integrate resonant circuits into AC-DC-AC conversion systems to enable soft-switching capabilities, optimizing performance and longevity of the system.