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ProblemCourse & topicStatus
Circuit application of Laplace transforms and switchingCircuits II · Mixed review
—Circuit application of Laplace transforms and switchingCircuits II · Mixed review
—Circuit transfer functions, poles, zeros, and Bode synthesisCircuits II · Mixed review
—Circuit transfer functions, poles, zeros, and Bode synthesisCircuits II · Mixed review
—Circuit transfer functions, poles, zeros, and Bode synthesisCircuits II · Mixed review
—Resonance and passive filter designCircuits II · Mixed review
—Resonance and passive filter designCircuits II · Mixed review
—Two-port networks and interconnectionCircuits II · Mixed review
—Two-port networks and interconnectionCircuits II · Mixed review
—Two-port networks and interconnectionCircuits II · Mixed review
—Circuit state-space modelsCircuits II · Mixed review
—Circuit state-space modelsCircuits II · Mixed review
—Transmission-line foundationsCircuits II · Mixed review
—Transmission-line foundationsCircuits II · Mixed review
—Transmission-line foundationsCircuits II · Mixed review
—CIR:9909001Mathematical problem title
Laplace NetworksCircuits 2 Problem Solving
Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Circuit application of Laplace transforms and switchingCircuits II · Calculation
—Showing 24 of 315 matching problems.
The unit unbuffered RC ladder is 1/(s^2+3s+1), not a buffered 1/(s+1)^2
The series-resistor voltage starts at 1 V; the capacitor voltage starts at 0 V
Equal-RC Wien network peaks at 1/3; half-power product 1 and difference 3
At w=10 the exact |H| is 100sqrt(2)/101, not the Bode corner value 1
Z=(2s+1)/(s+1) is positive-real and is 1 ohm in series with 1 ohm || 1 H
A matched 1 ohm pair with a shunt series-LC is a notch, not a band-pass
A first-order low-pass cannot meet both specs; two buffered sections can
Series-then-shunt is not shunt-then-series: cascade order changes Zin
Even and odd currents see 4 Ω and 2 Ω; declare the RMS power convention
A 6 ohm gyrator inverts 9 ohm to 4 ohm and stores no net port power
Common and difference RC modes, not a hidden pole, give the two-node step
Discarding the fast balanced RC mode costs exactly twice its Hankel singular value
A 50 ohm quarter-wave match is exact only at lambda/4; at lambda/8 the feed sees 40-j30
RMS standing-wave extrema and a lambda/8 voltage max recover ZL=30+j40
On a lossless line the forward-wave power is the stored energy density times the phase speed
A capacitor C=8.0\,\mu\mathrm{F} is connected between nodes p and n, with capacitor voltage v_C=v_{pn} polarised po…
An inductor L=40\,\mathrm{mH} is connected between nodes a and b, with inductor current i_L directed from a to b th…
A single loop contains, in clockwise order from the reference node 0: an independent DC voltage source of 30\,\math…
A single loop contains, in series, an independent DC voltage source of 18\,\mathrm{V}, a resistor R=6.0\,\Omega, an…
An independent DC voltage source of 40\,\mathrm{V} is connected from the reference node 0 to node a with its positi…
An independent DC current source of 120\,\mathrm{mA} injects current into node x from the reference node 0.
An independent DC voltage source of 36\,\mathrm{V} has its negative terminal at the reference node 0.
For t>0 the following two-terminal network is connected between nodes x (positive) and y (reference): a resistor R_…
For t>0 an inductor L=16\,\mathrm{mH} is connected between node p and the reference node 0, with inductor current i…