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RJCorazza

Maryland

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Joined: 12/17/2005

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Posted: 11/03/09 05:59pm Link  |  Quote  |  Print  |  Notify Moderator

I looked into higher discharge rates, and found the law/effect mentioned :
Puekert's Law, which unfortunately requires knowing the 1 hour rate (as opposed to the ususal 20 hour rate). There is also a constant for various battery types, age, and condition. This constant seems to range from 1.2 to 1.32 for standard wet cell lead acid batteries. An adaptation of Puekert's Law apparently exists that is incorrect. The adapted formula that produces reasonable numbers is : T = C/(I/(C/R))n X (R/C).
Where:
T=time in hours
C=capacity of battery in AH
R=battery hour rating (20h rate, etc...)
I=discharge current
n=Puekert constant (exponent)

For the example under discussion the calculation yields an answer of 44 minutes to a 50% DOD. All said and done, it's really just an estimate...

* This post was edited 11/03/09 06:09pm by RJCorazza *

MrWizard

Van Nuys, Ca

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Posted: 11/03/09 06:00pm Link  |  Quote  |  Print  |  Notify Moderator

there are many people that will use a bank of batteries and an inverter to power the morning coffee maker, the MW for a few minutes, a hair dryer at night, or a heat pad for a sore back, when my back hurts I sleep on a heat pad all night long, its quite small only 40watts and set on low, so its using maybe 15 watts but thru an inverter. but i have 450amp hrs of batteries


Options, always have options, and the journey goes much smoother
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pianotuna

Regina, SK, Canada

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Posted: 11/03/09 08:08pm Link  |  Quote  |  Print  |  Notify Moderator

Hi RJCorazza,

Surf here for a lovely Peukert spreadsheet:

look on the left and click Peukert Calculator

This allows setting to a 20 hour rate.

RJCorazza wrote:

I looked into higher discharge rates, and found the law/effect mentioned :
Puekert's Law, which unfortunately requires knowing the 1 hour rate (as opposed to the ususal 20 hour rate). There is also a constant for various battery types, age, and condition. This constant seems to range from 1.2 to 1.32 for standard wet cell lead acid batteries. An adaptation of Puekert's Law apparently exists that is incorrect. The adapted formula that produces reasonable numbers is : T = C/(I/(C/R))n X (R/C).
Where:
T=time in hours
C=capacity of battery in AH
R=battery hour rating (20h rate, etc...)
I=discharge current
n=Puekert constant (exponent)

For the example under discussion the calculation yields an answer of 44 minutes to a 50% DOD. All said and done, it's really just an estimate...



Regards, Don
Kustom Koach Class C 28'5" 256 watts solar, 875 amp hours in two battery banks 12 volt batteries 2500 watt inverter.

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