Lecture
Single-Phase Sinusoidal Circuits: Powers and Additivity
In course
DEMO: labore ullamco
Cupidatat adipisicing consectetur et cupidatat eiusmod. In velit nisi fugiat proident magna irure amet nostrud labore nostrud adipisicing culpa ullamco. Culpa esse laborum id elit incididunt nulla reprehenderit excepteur adipisicing. Voluptate magna sint eiusmod mollit labore.
Description
This lecture covers the calculation of active, reactive, and apparent powers in single-phase sinusoidal circuits, focusing on the additivity property that allows the separation of active and reactive powers. The instructor explains how to calculate the total powers and the powers of individual components, emphasizing the importance of understanding impedance and inductance in electrical systems.
Instructor
ullamco quis in incididunt
Minim laborum quis laborum labore nulla irure occaecat ad proident qui. Cillum tempor ipsum nostrud cillum sint laborum ad dolore cupidatat velit. Et adipisicing esse non irure culpa aute exercitation excepteur officia commodo.
Official source
About this result
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.
Ontological neighbourhood
Related lectures (44)
AC Circuits: Complex Impedance Analysis
Covers the analysis of AC circuits, focusing on complex impedance and phase differences between current and voltage.
Electromagnetism: UNIL-208
Covers Lenz's law, induced voltage, and electromagnetic circuits.
Three-Phase Sinusoidal Circuits
Explores three-phase sinusoidal circuits, power additivity, balanced loads, and triangle-star conversions.
AC Circuits Analysis: Maxwell's Equations to Impedance
Explores AC circuits analysis, from Maxwell's equations to impedance and experimental phase shifts verification.
Single-Phase Sinusoidal Circuits
Covers peak, mean, and rms values, average power, phase advance, and sinusoidal circuits.