I was able to solve this problem with the aid of Matlab, but 10 can not be used as a damping constant, or the system would be overdamped, and not have the response that was needed. I was able to conclude the damping constant with the use of the software I have, but would like to be able to...
Balanced lines use a differential signal, that consists of two wires. The notion of differential is that any noise that occurs on one conductor will appear on the other, and since one signal is referenced to the other a common signal nulls out, leaving only the intended signal.
Unbalanced lines...
Homework Statement
The open loop transfer function to a unity negative feedback system is given as:
G(s)=50/s(s+10)
Homework Equations
Unity feedback is used in this problem, and the system input is a step function.
Y(s)=50/s(s^2+10s+50)
The Attempt at a Solution
I have...
A balanced line propagates a differential signal, where both conductors are in close enough proximity to each other that, when exposed to an interference, will have negligible effect to the signal that is transmitted. This is because both conductors of a balanced line are isolated on both sides...
There are a number of places online to purchase items to help breadboard your experiments. Here are a few of the electronic suppliers that I have used.
http://www.allelectronics.com/
http://www.digikey.com/
http://www.mouser.com .
http://www.alliedelec.com/
One thing to keep in mind when purchasing equipment is the cost of accessories, and how well the equipment will be serviced if there is a problem. A seller may lower the cost of the scope, knowing that you will need service or accessories later.
I don't see any problem, as long as the electromagnet is isolated from your work. Permanent magnets are already used as temporary clamps for welding, so there should be no problems using a different source of magnetism.
Thanks.
The X(s) comes from the formula that was given in the assignment.
x(t)=(5/7)(e^-t)-(12/7)(e^-8t)
When I was writing my explanation, I think I found an error. I will post back.
I am guessing that the mistake made with the X(s) and H(s) terms is that I simplified and ended up with unfavorable numerators. I am going to try using :
H(s)=1/(s+ω^2 )+4/(s^2+ω)
X(s)=1/(s+2)+1/(s+9)
and calculate from there.
Is this correct?
Thank you.
Homework Statement
Compute Y(t).
Homework Equations
Y(s)= (s(2s+11)+ω(8s+4ω^2))/((s^2+ω^2)(s+9)(s+2))
The Attempt at a Solution
(s(2s+11)+ω(8s+4ω^2 ))/((s^2+ω^2)(s+9)(s+2))= A/(s^2+ω^2 )+B/(s+9)+C/(s+2)
Every example I have looked at does not have the ω variable, but I...
In the circuit a current of 4A is given. Since there are two branches, and one branch has ix and the other has 2ix, the total current is 3ix. If 4A is divided by 3, then ix=4/3.