Signals in Linear Circuits |
Contents
Signal Sources and Signal Processing | 1 |
Signal Waveforms | 21 |
Partial Signal Specifications | 46 |
Copyright | |
25 other sections not shown
Common terms and phrases
2-port network a₁ amperes apply KCL arbitrary average power b₁ C₁ C₂ capacitor Chapter circuit coefficients complex numbers Compute connected Consider constant controlled source current source Determine differential equation elements energy equal EXAMPLE exponential farad Fourier series Fourier transform frequency given graph I₁ impedance inductor initial conditions input integral K₁ KVL equations L₁ Laplace transform linear time-invariant network linearly independent load locus loop magnitude matrix negative network of Figure network shown node equations nonlinear Norton's theorem obtained ohms output P₁ parameters phase phasor phasor diagram plot R₁ R₂ reference direction Repeat Exercise Repeat Problem resistor resonance result RLC circuit roots series RLC shown in Figure signal v(t sinusoidal solution spectrum Suppose t₁ terminals theorem Thevenin's theorem three-phase transfer function tree V₁ v₁(t V₂ v₂(t voltage source voltage variables voltages and currents volts waveform Y-connected Y₁ Z₁ zero zero-input response