Recent content by Stephengilbert1

Thanks for all the help.

Okay i understand the phase simplification, Φ = arctan(1000/ω) For amplitude the numerator magnitude is ω? But I'm not quite sure how to get the magnitude of the denominator, can i go: √(ω^2 + 1000^2) Which would make the total amplitude ω/√(ω^2 + 1000^2)

Using complex conjugate I get: (ω^2)/(ω^2+1000000) + (1000 j ω)/(ω^2+1000000) This is at least separate in real and imaginary parts. For the answer to this question my attempt is A(ω) = √ (ω^2/(ω^2+1000000))^2 + ((1000 ω)/(ω^2+1000000))^2 Φ(ω) = arctan((1000 ω)/(ω^2+1000000) /...

Ok I understand some of this: It is a high pass filter because at high frequencies the inductor acts as an open circuit At ω = 0, T(ω) =0 At ω = ∞, T(ω) = 1 I can also figure out the break/cutoff frequency, which is asked in the following question, ωb = R/L = 1000 rad/s The part I am still...

Homework Statement Attached image has full question and information. Determine the transfer function of the circuit. I've done this part, what I am struggling with is converting it into the form requested. R = 10 KΩ L = 10 H Homework Equations Voltage divider: Vo = R2/(R1 + R2) Vin Impedance...