Capacitor charge time, two conflicting answers

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Discussion Overview

The discussion revolves around the calculation of capacitor charging time, highlighting conflicting concepts and interpretations from different sources. Participants explore the implications of charging methods, particularly focusing on constant current versus other charging scenarios, and the associated mathematical formulations.

Discussion Character

  • Debate/contested
  • Technical explanation
  • Mathematical reasoning

Main Points Raised

  • One participant notes confusion stemming from two conflicting answers regarding capacitor charging time, particularly focusing on energy loss during charging.
  • Another participant emphasizes that the charging time depends on the method of charging and suggests that a circuit diagram is necessary for clarity.
  • A participant points out that charging a capacitor with constant current is not typical, implying that other methods may yield different results.
  • Some participants mention that constant current charging has been successfully used in timing circuits, referencing practical applications in CRT scopes.
  • One participant asserts that both answers from the referenced post yield the same formula for charging time, questioning the source of confusion.

Areas of Agreement / Disagreement

Participants express differing views on the methods of charging capacitors and the implications for calculating charging time. There is no consensus on the best approach or the resolution of the confusion presented.

Contextual Notes

The discussion highlights the need for context, such as circuit diagrams, to fully understand the conditions under which capacitor charging time is calculated. There are also unresolved assumptions regarding the nature of the current and voltage applied during charging.

rad_controls
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TL;DR
Help me correctly determine cap charge time
While attempting to calculate capacitor charging time I came across two conflicting concepts. I think my confusion can be pretty much summed up by the top two responses to this quora post:

https://www.quora.com/How-can-I-cal...-the-charging-current-voltage-and-capacitance
Pasted below for convenience.

I understand the first guy's response results in a time value that is half of the answer provided by the assistant bot. That comes from the energy loss of charging the capacitor being a factor of 2(we lose half our power to heat and other losses when charging a cap). But I am having trouble coming up with the why/how through the use of a proof. There is something that he is missing when integrating the current with respect to time but I cannot figure out what.

Answer 1:
1755830338579.webp

Answer 2:
1755830381909.webp
 
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rad_controls said:
Help me correctly determine cap charge time
It depends on how you charge the capacitor.
You need a circuit diagram for context.

Given constant i and constant C.
C = Q / V ; definition of capacitance.
Q = i ⋅ t ; charge.
C = i ⋅ t / V ; ∴ t = C ⋅ V / i .
V / t = i / C ; ∴ dv/dt = i / C .
 
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Baluncore said:
You need a circuit diagram for context.
Especially since it's often about a voltage source with a resistor or: with an impedance...
 
Yes. Typically you will not be charging a capacitor with a constant current.
 
Charging a capacitor with constant current has been used many times in timing circuits.
 
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Gordianus said:
Charging a capacitor with constant current has been used many times in timing circuits.
Yep. CRT scopes did this to generate the sweep voltage. I've been involved in a few of those designs. Relatively slow sweep speeds for NTSC waveform monitors. Although I did troubleshoot higher speed scopes for a few years.
 
rad_controls said:
TL;DR Summary: Help me correctly determine cap charge time

While attempting to calculate capacitor charging time I came across two conflicting concepts. I think my confusion can be pretty much summed up by the top two responses to this quora post:
The answers are the same. both give t = C*V/I. I don't understand what the problem is
 

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