'Phasor form' diaporamas de présentation

Chapter 5 Steady-State Sinusoidal Analysis

Chapter 5 Steady-State Sinusoidal Analysis. Chapter 5 Steady-State Sinusoidal Analysis. 1 . Identify the frequency, angular frequency, peak value, rms value, and phase of a sinusoidal signal. 2 . Solve steady-state ac circuits using phasors and complex impedances.

1.05k views • 74 slides

Chapter 5 Steady-State Sinusoidal Analysis

Chapter 5 Steady-State Sinusoidal Analysis. Chapter 5 Steady-State Sinusoidal Analysis. 1 . Identify the frequency, angular frequency, peak value, rms value, and phase of a sinusoidal signal. 2 . Solve steady-state ac circuits using phasors and complex impedances.

750 views • 74 slides

Series and Parallel ac Circuits

Series and Parallel ac Circuits. OBJECTIVES. Become familiar with the characteristics of series and parallel ac networks and be able to find current, voltage , and power for each element.

1.2k views • 39 slides

ENE 429 Antenna and Transmission Lines Theory

ENE 429 Antenna and Transmission Lines Theory. Lecture 9 Types of Antenna. Review (1). Antenna is a structure designed for radiating and receiving EM energy in a prescribed manner

801 views • 29 slides

Ch.9 Sinusoids and Phasors

Ch.9 Sinusoids and Phasors. 1. Introduction. AC is more efficient and economical to transmit over long distance Sinusoid is a signal that has the form of the sine or cosine function Sinusoidal current = alternating current (ac) Nature is sinusoidal Easy to generate and transmit

1.52k views • 28 slides

Capacitor

662 views • 14 slides

AC circuit analysis

AC circuit analysis. Procedures to solve a problem Identify the sinusoidal and note the excitation frequency. Covert the source(s) to phasor form Represent each circuit element by its impedance Solve the resulting phasor circuit using previous learnt analysis tools

699 views • 12 slides

REVIEW OF COMPLEX NUMBERS

Im. b = M sin ?. M = ?( a 2 + b 2 ). ? =tan -1 ( b / a ). a = M cos ?. Re. REVIEW OF COMPLEX NUMBERS. Complex numbers are widely used to facilitate computations involving ac voltages and currents j = ?(-1); j 2 = -1 A complex number C has a real and imaginary part

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Capacitor

327 views • 8 slides

AC i-V relationship for R, L, and C

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AC i-V relationship for R, L, and C

266 views • 4 slides