Just the final answer please. In the s-domain, an inductor with an initial curre
ID: 1982805 • Letter: J
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Just the final answer please.
In the s-domain, an inductor with an initial current o through it ("fluxed") can be represented by sLin series with a a voltage Io/L. O Resistance Io/L voltage Io L. O resistance Io /L In the text, Example 7-9 how was it determined that the amplifier was unstable?? the transfer function Vout/Vin has a pole located on the positive real axis the transfer function Vout/Vin has a pole located on the negative real axis the admittance transfer function has a pole on the negative real axis the admittance transfer function has a pole on the positive real axis In the text Example 7-13, are there any imaginary poles O yes one at +j2 and one at -j2 O yes one at +j1, one at j1, one at -i3, one at j3 O yes one at +j1, one at j 1, one at j2, one at -j2, one at -j3, one at j3 No What does the convolution integral do? it allows you to determine the response of a circuit to any input, based on the response of the circuit to the impulse function it allows you to determine the response of a circuit to any input, based on the response of the circuit to the step function it allows you to determine the response of a circuit to any input, based on the response of the circuit to the square wave function it allows you to determine the response of a circuit to any input, based on the response of the circuit to the sawtooth waveform If the LaPlace transform is (s+a) (s+a)2 w2), what is the inverse???? (the root of the denominator is a jo and a O e as COS ws O eat sin cot e at sin cot at cos wtExplanation / Answer
1. voltage source IoL
3. yes ,there are imaginary poles ,one at j1,one at -j1,one at j3,one at -j3
4.convolution allows you to determine the response of a circuit to any input ,based on the response of the circuit to the impulse function
5.e^(-at) .cos(wt)
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