Harmonic, displacement and input power factor

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SUMMARY

The discussion focuses on calculating the harmonic factor, displacement factor, and input power factor for a single-phase half-controlled bridge rectifier operating on a 120V, 60Hz AC supply with a thyristor delay angle of 60°. The input power factor (PF) is derived from the formula PF = Is1/Is2*cosψ, where ψ is defined as ψ=arctan(wL/R). The values of inductance (L) and resistance (R) are critical for determining ψ and subsequently the input power factor.

PREREQUISITES
  • Understanding of single-phase half-controlled bridge rectifiers
  • Knowledge of harmonic analysis in electrical circuits
  • Familiarity with power factor calculations
  • Basic concepts of AC circuit theory
NEXT STEPS
  • Study the calculation of harmonic factors in rectifiers
  • Learn about displacement factor and its significance in power systems
  • Research the impact of delay angles on power factor in thyristor circuits
  • Explore the relationship between inductance, resistance, and power factor in AC circuits
USEFUL FOR

Electrical engineers, power system analysts, and students studying power electronics will benefit from this discussion, particularly those focused on rectifier performance and power factor optimization.

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1. A single phase half controlled bridge rectifier operated from a120V 60Hz ac supply. The load
current with an average value of I is continuous and negligible ripple content. If the delay angle
of thyristors is 60, calculate,
i) The harmonic factor of the input current
ii) The displacement factor
iii) The input power factor




PF = Is1/Is2*cosψ



What is ψ? i think that ψ=arctan(wL/R), if so what are L and R?
 
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