USB power bank: How can both voltage and current be given

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Discussion Overview

The discussion revolves around the operation of a USB power bank with multiple output specifications, specifically addressing how voltage and current ratings relate to Ohm's law and the behavior of connected devices. Participants explore concepts of electrical resistance, charging behavior, and the implications of different output ratings.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • Some participants express confusion about how both voltage and current can be specified for a power bank, questioning if these values are maximums or actual supplied values.
  • One participant clarifies that the rated values are maximums, and the supplied current depends on the load connected to the outputs.
  • Another participant describes their experience charging an iPad, noting that it only charges on the 2.1 A output and not on the 1 A outputs, leading to questions about the internal resistance of the power bank and the behavior of voltage under load.
  • There is a discussion about whether the difference in charging capability between the iPad and a smartphone is due to the devices' internal resistances or differences in their charging electronics.
  • One participant suggests that if the iPad is powered on while charging, it may draw more current than the 1 A output can provide, preventing the battery from charging.
  • Another participant proposes that turning off the iPad might allow it to charge from the 1 A output, as this would free up current for charging the battery.

Areas of Agreement / Disagreement

Participants express varying levels of understanding regarding the relationship between voltage, current, and resistance, with some agreeing on the nature of rated versus supplied values, while others remain uncertain about the implications for device charging behavior. The discussion does not reach a consensus on the specifics of how the power bank manages current and voltage under different load conditions.

Contextual Notes

Participants mention assumptions about the internal resistance of devices and the behavior of power banks under load, but these aspects remain unresolved and depend on specific designs and conditions.

greypilgrim
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Hi.

I'm still confused about basic electricity. I have a USB power bank with two 1 A and one 2.1 A outputs. They all are specified with 5 V (all numbers from the manual, not measured myself).

I just can't bring this into agreement with Ohm's law U=RI. Shouldn't the resistance R only depend on the load that is connected to the outputs? So how can both U and I be given beforehand? Or is one of them or both a maximum value?
 
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greypilgrim said:
Hi.

I'm still confused about basic electricity. I have a USB power bank with two 1 A and one 2.1 A outputs. They all are specified with 5 V (all numbers from the manual, not measured myself).

I just can't bring this into agreement with Ohm's law U=RI. Shouldn't the resistance R only depend on the load that is connected to the outputs? So how can both U and I be given beforehand? Or is one of them or both a maximum value?
You have a common misunderstanding. The RATED value is not the SUPPLIED value. The rated value is a maximum, above which the supplied value will start to cause problems w/ the source. The supplied value is whatever the load requires (up to the rated value, when, again, problems start).
 
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Thanks, that's what I figured.

I can only charge my iPad on the 2.1 A output. If I connect it to one of the 1 A outputs, it shows the charging symbol but the battery level doesn't increase. So I guess the resistance of the iPad is lower than 5 ohms, but this causes "problems", as you put it. What exactly happens then? Does the power bank increase some internal resistance until the current is 1 A? Or will the voltage drop from 5 V to a value such that the current becomes 1 A? Or does this depend on the power bank?

Another question: Since I can charge my smartphone on the 1 A output, but my iPad only on the 2.1 A output, this should mean that the iPad's resistance R=U/I is smaller than the smartphone's. Can this somehow be explained by the different battery capacities or are there different charge electronics or something like that?
 
greypilgrim said:
Thanks, that's what I figured.

I can only charge my iPad on the 2.1 A output. If I connect it to one of the 1 A outputs, it shows the charging symbol but the battery level doesn't increase. So I guess the resistance of the iPad is lower than 5 ohms, but this causes "problems", as you put it. What exactly happens then? Does the power bank increase some internal resistance until the current is 1 A? Or will the voltage drop from 5 V to a value such that the current becomes 1 A? Or does this depend on the power bank?
The specific problem depends on the supply, but generally it is a lowering of the output voltage. It can also be overheating and damage to the supply circuitry.

Another question: Since I can charge my smartphone on the 1 A output, but my iPad only on the 2.1 A output, this should mean that the iPad's resistance R=U/I is smaller than the smartphone's. Can this somehow be explained by the different battery capacities or are there different charge electronics or something like that?
I think it has to be a difference in the charge electronics, not the battery capacity, but I'm not positive about that.
 
greypilgrim said:
I can only charge my iPad on the 2.1 A output. If I connect it to one of the 1 A outputs, it shows the charging symbol but the battery level doesn't increase.

If the iPad is ON then you are asking the Power Bank to provide current for two things... Charging the battery and running the iPad. If running the iPad takes more than 1A there won't be any left over to put into the battery.

I don't have an IPad so I can't check but... If you really get stuck it might be possible to charge the iPad from a 1A output if you switch the iPad OFF first rather than just allowing it to sleep. Many tablets will charge faster if you do this because virtually all of the available current can be used to charge the battery. I think on an iPad holding the power button down for 4 seconds will switch it off properly (requiring a reboot when you use it again).
 
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