Understanding Battery Discharge & Peukert's Law

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SUMMARY

This discussion focuses on understanding battery discharge characteristics, specifically through the lens of Peukert's Law. Key factors affecting battery performance include voltage, capacity (measured in milliamp hours or amp hours), and internal resistance. The initial significant voltage drop observed when a battery is first connected is a common phenomenon, attributed to the internal chemical processes and increased internal resistance as the battery discharges. Measurement discrepancies can occur due to the battery's ability to recover voltage when not under load.

PREREQUISITES
  • Understanding of Peukert's Law and its application in battery discharge calculations
  • Familiarity with battery specifications: voltage, capacity, and internal resistance
  • Basic knowledge of electrical measurements using voltmeters
  • Awareness of battery chemistry and its effects on performance
NEXT STEPS
  • Research Peukert's Law in detail to understand its implications for battery selection
  • Explore methods for measuring battery capacity accurately
  • Learn about the effects of temperature on battery performance and recovery
  • Investigate different battery chemistries and their discharge characteristics
USEFUL FOR

Students conducting scientific research on batteries, electrical engineers, and anyone involved in battery technology or energy storage solutions.

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Homework Statement


i have to do a scientific research about finding the best batteries specifications. for this case the battery should last long as possible . there are 3 characteristics : Voltage , Capacity and inner resistance .
i have measured voltage over the time. when i used smaller resistances the voltage decreases faster. why?
when i first plug in the battery the change is significant. why it happens this way? i searched the internet and find out duracell's discharge graph. in their graph also the first change is significant.

i used a 9v battery and measured it until the voltage is decreased to 7.9 and then i unplugged it. after a while i did the same measurement again (but with different voltmeters) and saw that the initial voltage was 8.6? how can this happen? or is it a meaurement problem?

I found that a formula , known as Peukert's Law. this law is used to calculate the discharge time but i didnt get the rated and the actual thing.
Thank you for everything:)


Homework Equations





The Attempt at a Solution

 
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botanzee said:
For this case the battery should last long as possible.
Then you want the battery with the highest amount of energy storage or capacity, usually stated as milli-amp hours or amp hours.

botanzee said:
inner resistance
This only affects the maximum amount of current the battery can supply.

botanzee said:
I have measured voltage over the time. when i used smaller resistances the voltage decreases faster. why?
For a normal battery, voltage is less if current is more. Voltage also decreases as capacity is used up, so voltage decreases faster if current is less.

botanzee said:
When i first plug in the battery the change is significant. why it happens this way?
It is normal for most batteries to have a steeper iniitial voltage drop.

botanzee said:
I used a 9v battery and measured it until the voltage is decreased to 7.9 and then i unplugged it. after a while i did the same measurement again (but with different voltmeters) and saw that the initial voltage was 8.6? how can this happen?
Batteries can "recover" somewhat when not outputting current (it's related to temperature and internal chemical changes that occur over time.
 
One way to think about a battery is that the internal resistance increases as the battery discharges.
 

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