After 14ms the current drops -- Find the capacitance at C

AI Thread Summary
The discussion focuses on analyzing an RC circuit to find the capacitance and total current after a specified time. Participants suggest simplifying the circuit by combining resistors and capacitors to better understand the behavior when the switch is closed. The total resistance is calculated as 4kOhm, and the capacitors in parallel are represented as (3+C) microFarads. To determine current over time, participants recommend using the general formulas for charge or voltage in RC circuits. The conversation emphasizes the importance of consulting class notes or external resources for detailed formulas related to RC circuit discharge.
Kelsi_Jade
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Homework Statement


IMG_20170426_121636.jpg
Here is what I have so far. Am I going the right direction?
If so, how do I go about finding the total current?

Homework Equations


See photo above.

The Attempt at a Solution


See above.[/B]
 
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Kelsi_Jade said:
If so, how do I go about finding the total current?
Is that what you are asked?
 
Kelsi_Jade said:
Here is what I have so far. Am I going the right direction?
If so, how do I go about finding the total current?
You are given two values for the current at different times. You'll want to use them at some point...

What kind of circuit is this? If you simplified the circuit, combining the capacitors and combining the resistors, what are you left with? What kind of behavior would you expect when the switch closed? What's the general formula for the current with respect to time for such a circuit?
 
Well, since the resistors are in series you can combine them to equal one resistor with a resistance of 3+1= 4kOhm.
The capacitors in parallel would equate to one capacitor with 3+C= (3+C)microFerrads.
Current with respect to time would be = Q/Δt ?
 
Kelsi_Jade said:
Well, since the resistors are in series you can combine them to equal one resistor with a resistance of 3+1= 4kOhm.
The capacitors in parallel would equate to one capacitor with 3+C= (3+C)microFerrads.
Current with respect to time would be = Q/Δt ?
Yes, so you have a basic RC circuit (resistor - capacitor circuit).
Your class notes or textbook should show a general formula for the charge or voltage or current with respect to time for such a circuit. If not, do a web search on "RC circuit discharge". Here's an example hit:

http://hyperphysics.phy-astr.gsu.edu/hbase/electric/capdis.html
 
Kindly see the attached pdf. My attempt to solve it, is in it. I'm wondering if my solution is right. My idea is this: At any point of time, the ball may be assumed to be at an incline which is at an angle of θ(kindly see both the pics in the pdf file). The value of θ will continuously change and so will the value of friction. I'm not able to figure out, why my solution is wrong, if it is wrong .
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