thanks for the help gneill. I think I have it figured out. Rth = 1.884k and Vth = 826mV.
I have another conceptual question, if you don't mind. Thevenin vs Norton - I am comfortable with thevenin so I normally find the Vth and Rth and use Vth/Rth = In to then find the norton equivalent. Is...
Second try
New procedure:
1) Left 5k resistor in as A and B have no load in between
2) Used three current loops I1, I2, I3 and calculated three currents using a system of equations.
Current equations
Currents solved
* I1=173.91 micro Amps
* I2= 8.69 micro Amps
* I3= 382.6 micro Amps
3) Found...
Homework Statement
Ive never done Thevenin equivalents before, and I am not sure if I have removed the correct "load component". Could someone please take a look @ my solution and let me know if I have done this correctly? Thanks in advance! I really appreciate it!
Circuit Diagram...
If I trying to find the optimal point for escape in an elliptical orbit, can I just differentiate the standard escape velocity eqn with respect to r? I know it must be either the apogee or the perigee...is there a better approach?
The escape velocity of a satellite circularly orbiting a large body comes from conservation of energy. Are there any modifications that must be made for the escape velocity of an elliptical orbit?
Thanks in advance!
Silly question. Realized my mistake. Sorry. I forgot that the normal to the electric field is in opposite directions when drawing a 'pillbox.' So sorry.
Answered my own question.
Im confused by a concept i have run across in Griffiths electrodynamics.
E_{out} - E_{in} = \frac{\sigma_{free}}{\epsilon_0}
However, in the case of a uniform, circular charge density,
\vec{E_{in}} = \frac{\rho r}{3\epsilon_0}\hat{r}
\vec{E_{out}} = \frac{\rho R^3}{3\epsilon_0...
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