Rate of discharge for a battery

AI Thread Summary
In designing an electric vehicle, the user seeks to model battery inefficiencies using the formula T=C/I^n, where T represents battery life, C is battery capacity, I is current, and n is Peukert's number. The user questions whether a value of 1.1 for n is appropriate for lithium-ion batteries, noting that lead-acid batteries typically use values of 1.2-1.3. It is clarified that C refers to battery capacity, not capacitance, and that a good lithium-ion battery should have a Peukert's number significantly lower than 1.1. Additionally, it is suggested that the equation may primarily apply to lead-acid batteries, prompting the user to seek a more general algorithm for simplification. The discussion highlights the need for accurate modeling in electric vehicle battery design.
robinfisichel
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I am designing an electric vehicle and choosing the batteries. For this i want to model some inefficiencys into the batteries. I came across the formulae T=C/I^n where

T=battery life
C = capacitence
I= current
n= Peukert's number

would 1.1 for n be ok for lithium ion, it seems to take quite a lot off with large currents, i couldn't find a general number for li-on only that lead acid use 1.2-1.3...

Battery = 100 Ah
Voltage motor = 156 v
cell voltage = 3.3v
average current = 36 Amps

the current was calulated from power requirements at any given time P=IV
 
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robinfisichel said:
I am designing an electric vehicle and choosing the batteries. For this i want to model some inefficiencys into the batteries. I came across the formulae T=C/I^n where

T=battery life
C = capacitence
I= current
n= Peukert's number

would 1.1 for n be ok for lithium ion, it seems to take quite a lot off with large currents, i couldn't find a general number for li-on only that lead acid use 1.2-1.3...

Battery = 100 Ah
Voltage motor = 156 v
cell voltage = 3.3v
average current = 36 Amps

the current was calulated from power requirements at any given time P=IV

C is not capacitance, it is battery capacity. Re n, I don't know but a good Li-ion should be much less than 1.1.
 
mheslep said:
C is not capacitance, it is battery capacity. Re n, I don't know but a good Li-ion should be much less than 1.1.

Actually from reading the wiki on this it looks like the equation is meant for lead acid only, so probably that's why i can't find a number. I would like to find a general alogorithm just to make things simpler in my spreadsheet!
 
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