Homework Statement
Homework Equations
γ=α+(1/2L)ln(1/Γ1Γ2) where gamma is gain, alpha is absorption constant, and Γ are reflection coefficients.
The Attempt at a Solution
I'm a little stuck on how to start. If there was no semiconductor gain medium in the cavity then I could just use the...
Ok the logic for why the max is 10 makes total sense to me, but I'm not sure how I would implement that. Since I could either get 2x^2 or 4x^2 from the output. But I don't think I could get the 10x^2 required from the adder could I?
Homework Statement
http://imgur.com/a/3Cn7c [/B]Z is an unsigned 9 bit number and X is an unsigned 3 bit number. The only available components are an 8 bit adder and a 4-bit x 4-bit multiplier.
c.) We have a single 8 bit adder and a single 4-bit x 4-bit multiplier. We would like to implement...
Homework Statement
A 25-Ω antenna is connected to a 75-Ω lossless transmission line. Reflections back toward the generator can be eliminated by placing a shunt reactance Z at a distance l from the load (Fig. 1). Determine the values of Z and l.
Homework Equations...
Homework Statement
This is just one of the example problems in my book which is already solved for me, but I don't really understand their solution which I'll post here:
They start out with assuming Vin is very negative, which makes D1 turn on and makes Vout=VD,on+Vin. THen they solve for...
I was wondering about what you said about using two nodal equations and having a node between the capacitor and resistor, would my nodal equation for the node between the two resistor and capacitor be right, (v-4)/2 + v/2 + c(dv/dt)=0, as that simplifies to dv/dt + 6v = 12, which when solved...
OK thanks! One last question, how would I change my node equation as if I solve it I get a time constant of 1/6, but it should be 1/2? Would i use the impedance of the capacitor?
OK I got Rth and Voc. I calculated Rth to be 3 ohms and Voc (or Vth) to be 2 V. My picture looks the same as yours except I did not add the 8 volts in, and I still used nodal analysis at the node between the capacitor and the Rth. So my nodal equation was (v-2)/3 + C(dv/dt). I solved this first...
For t>0 the switch is opened and stays open forever. The switch is closed at t<=0 and assumed to be closed for a long enough time that the circuit is in dc steady state. Since the question wants i(t) i would want to find capacitor voltage as a function of time.
I added it. I wanted to find the voltage in the capacitor so i could the find the voltage in the branch parallel to i(t) and then divide by the resistance to get my answer,
Homework Statement
I am trying to find the capacitor voltage in the following picture:
Find i(t) in the figure below. Assume dc steady state conditions are valid for t<=0.
Homework Equations
i=c(dv/dt)
KCL
The Attempt at a Solution
At t<0 I found Vc to be 8 volts which should be correct...
Homework Statement
This isn't a specific problem, but my professor told us that we can calculate the size of a star if we know the temperature of it.
Homework Equations
Stefan-Boltzmann Law, Wien's displacement law.
The Attempt at a Solution
With the temperature i can also get the intensity...