Time requried to charge and dis charge

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Charging and discharging a capacitor with a capacitance of 1 farad and a resistance of 30 ohms theoretically takes an infinite amount of time. However, in practical terms, both processes occur at the same rate, dictated by the time constant, which is a function of resistance and capacitance. The time constant for both charging and discharging is equal, leading to similar rates for both processes. The discussion emphasizes the importance of understanding the differential equations governing RC circuits. Ultimately, the charging and discharging dynamics are intrinsically linked through their time constants.
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if a charging a capacitor of capacitance of 1 farad with resistance of 30 ohm
will it charge faster or discharge faster.

thanks in advance
 
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Both processes take infinitely long time theoretically.
 
yes but with respect to each other there must be a difference
 
It discharges and charges at the same rate.
 
seto6 said:
if a charging a capacitor of capacitance of 1 farad with resistance of 30 ohm
will it charge faster or discharge faster.

thanks in advance

What is the context of your question? Is there a more complete problem statement? Are you familiar with how to solve the differential equation for the (dis)charging time of an RC system?
 
yes i know how to derive these equation for charging and discharging
 
The charging and discharging rate are proportional to the charging and discharging currents respectively. Your problem is incompletely specified.
 
seto6 said:
yes i know how to derive these equation for charging and discharging

Then what is the time constant in the case of charging? What about in the case of discharging? It has to do with the value of R and C, correct?
 
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