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_RLCCircuits

Course: ECE 2260, Fall 2008
School: Utah
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AND ELECTRICAL COMPUTER ENGINEERING CONCEPTUA L TOOLS TIFF QuickTime and adecompressor (Uncompressed) are needed to see this picture. by Neil E. Cotter Research Assistant Professor Last Updated: 6/7/2009 ( = MISSING, * = ARTICLE) RLC CIRCUITS COMPONENT EQUATIONS v=Ri i = C dv/dt v = L di/dt C (CAPACITOR) EQUATIONS i = C dv/dt Series capacitors Parallel capacitors Initial conditions C = OPEN CIRCUIT CHARGE...

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AND ELECTRICAL COMPUTER ENGINEERING CONCEPTUA L TOOLS TIFF QuickTime and adecompressor (Uncompressed) are needed to see this picture. by Neil E. Cotter Research Assistant Professor Last Updated: 6/7/2009 ( = MISSING, * = ARTICLE) RLC CIRCUITS COMPONENT EQUATIONS v=Ri i = C dv/dt v = L di/dt C (CAPACITOR) EQUATIONS i = C dv/dt Series capacitors Parallel capacitors Initial conditions C = OPEN CIRCUIT CHARGE SHARING V SRC MODEL Final conditions open circuit Energy stored Example 1 (pdf) Example 2 (pdf) L (INDUCTOR) EQUATIONS v = L di/dt Series inductors Parallel inductors Initial conditions L = WIRE CURRENT DIVISION I SRC MODEL Final conditions wire Energy stored Example 1 (pdf) Example 2 (pdf) RC/RL DIFFERENTIAL EQN SOL'N circuit RC RL circuit GENERAL RC/RL SOLUTION General solution Time const Thev equiv Solution procedure Short charging times Example 1 (pdf) Example 2 (pdf) Example 3 (pdf) Example 4 (pdf) Example 5 | (pdf) Example 6 (pdf) Example 7 (pdf) RLC DIFFERENTIAL EQN SOL'N Series RLC Parallel RLC RLC CHARACTERISTIC ROOTS/DAMPING Series Parallel Overdamped roots Underdamped roots Critically damped roots Example (pdf) Example 2 (pdf) Example 3 (pd...

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Utah - ECE - 2260
Utah - ECE - 2260
CONCEPTU A L TOOLSBy: Neil E. CotterRLC CIRCUITS GENERAL RLC SOLUTION Example 9EX:1 . 1024= 0 () 20 40j131 kR1C2L1igvgvoi1v1In the above circuit, the switch moves from a to b at t = 0. Given that no energy is st
Utah - ECE - 2260
CONCEPTU A L TOOLSBy: Neil E. CotterRef: Nilsson & Riedel, Rev 6, Prob 7.5RLC CIRCUITS GENERAL RC/RL SOLUTION Example 1CONCEPTU A L TOOLSBy: Neil E. CotterRLC CIRCUITS GENERAL RC/RL SOLUTION Example 1 (cont.)CONCEPTU A L TOOLSBy: Neil
Utah - ECE - 2260
CONCEPTU A L TOOLSBy: Neil E. CotterRLC CIRCUITS RLC CHAR ROOTS/DAMPING Example 2EX:t=0 () = 4 R1 = 150 C= 2 R2 = 100 LAfter being closed for a long time, the switch opens at t = 0. a) If L = 125 mH, find the characteristic roots, s1 and
Utah - ECE - 2260
CONCEPTU A L TOOLSBy: Neil E. CotterRLC CIRCUITS RLC CHAR ROOTS/DAMPING Example 3 (cont.)CONCEPTU A L TOOLSBy: Neil E. CotterRLC CIRCUITS RLC CHAR ROOTS /DAMPING Example 3EX:L1 v1 R1 t=0 vg R2 Cvg is a DC voltage source. After being cl
Utah - ECE - 2260
CONCEPT U A L TOOLSBy: Neil E. CotterRLC CIRCUITS RLC CHAR ROOTS/DAMPING Example 5EX:1 . 1024= 0 () 20 40j131 kR1C2L1igvgvoi1v1In the above circuit, the switch moves from a to b at t = 0. Find values of R and L
Utah - ECE - 2260
CONCEPT U A L TOOLSBy: Neil E. CotterRef: Nilsson & Riedel, Rev 6, Prob 8.10RLC CIRCUITS RLC CHAR ROOTS/DAMPING ExampleCONCEPT U A L TOOLSBy: Neil E. CotterRLC CIRCUITS RLC CHAR ROOTS/DAMPING Example (cont.)CONCEPT U A L TOOLSBy: Neil
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