
Explore the fundamentals of short circuit analysis for high-voltage three-phase systems using per-phase and per-unit methods, symmetrical components, and positive, negative, zero sequence networks to analyze faults.
Explore short circuit and fault analysis for HV three-phase systems using system modeling, per unit analysis, and symmetrical components, including fault types like phase-to-ground, phase-to-phase, and three-phase faults.
Learn per phase analysis to reduce a balanced three-phase system to a single phase, apply five-step procedures, and use delta-to-wye conversions to solve line currents, voltages, and power.
Change per-unit impedances between bases in high-voltage three-phase systems using base conversion formulas, demonstrated by converting 0.18 pu on 90 mva to 0.2 pu on 100 mva.
Explain per-unit analysis for high-voltage three-phase systems, defining bases, transforming impedance across high and low sides, and handling transformer configurations (wye, delta, delta-delta) with phase shifts.
Apply Fortescue's symmetrical components to rewrite any asymmetrical three-phase quantities as positive, negative, and zero sequence, enabling per-phase, per-unit analysis and back-conversion to real currents, voltages, and impedances.
Analyze asymmetrical faults in high-voltage three-phase systems using positive, negative, and zero sequence networks, Thevenin equivalents, and per-unit modeling, for line-to-ground, line-to-line, and three-phase faults.
Explore system modeling for high-voltage three-phase faults using symmetrical components, including positive, negative, and zero sequence networks, single-line diagrams, and per-unit transformer and line models.
This Course “Short Circuit Analysis for HV Three Phase Systems” introduces the student to the basic concepts of fault studies on a high voltage three phase system. With the help of a quick review of “Per Phase” & “Per Unit” methodologies system faults are analyzed with the use of symmetrical components. System modeling is then used in order to aid in the process, with the ability to move between asymmetrical and symmetrical systems.