TPA said:
with all the jokesters on this board, I'm surprised you haven't gotten a clever response to "Post your Pack".
Haha, oh my! I only picked up on the alternative interpretation of the topic after reading your message
scoot said:
Sputnik, I see you have what looks like an older electric Goped in your avatar... are you seeking to upgrade from the SLAs on that one, or a newer ESR version?
Yes, it is rather old. I didn't get it with any batteries and so am looking into Li-ion but it is fiendishly expensive

. I don't want to waste my time with SLA. NiCd or NiMH are alternatives, however Li-ion would be ideal. Even a Ping Pack is too expensive for me at the moment

. I'm still looking for a place where I could ask about returned power tool battery packs in my area. Apart from energy storage, I still need to get it rolling again. What do you mean by "a newer ESR version"?
The idea is to write software that will determine the arrangement of Li-ion cells in a pack for optimal capacity and internal resistance. The idea/inspiration/interest came about after reading Doctorbass'
== 2100Wh 432 kinion cells project == thread. I'm trying to get a rough idea of the average construction of Li-ion packs here to see if I could set up a cluster capable of calculating the optimal combination of an "average" pack in an acceptable amount of time. I've been wanting to setup a cluster for a long time and this would be something interesting to do. I'm keen to see what sort of performance I can achieve. I've programmed a little Python script that calculates the total number of combinations in a specific battery pack, i.e. in a 20p18s battery pack there are 69 766 089 804 140 049 584 515 714 560 186 883 459 916 816 142 584 864 496 440 323 716 294 334 435 540 818 137 130 079 946 204 103 025 141 079 665 384 886 645 695 179 195 408 829 191 593 481 609 707 077 142 697 905 345 585 391 233 440 455 821 501 152 463 497 989 229 336 176 721 631 352 093 804 089 676 065 242 630 082 798 803 453 033 361 988 427 697 501 314 794 275 858 154 516 345 000 450 051 336 385 995 393 217 364 219 651 531 110 190 753 540 077 546 392 670 447 283 080 768 211 593 612 476 605 899 250 246 764 056 313 942 646 151 024 720 000 000 000 000 possible combinations. Not sure if my algorithm is correct but it appears to be for smaller packs that I have worked out by hand. If it is correct then this example of a battery pack would never be calculated within my lifetime with mere desktop computers lol. Could start something similar to
distributed.net, but this is all another topic...
I suppose this thread applies predominately to Li-ion packs with two or more cells in each parallel group.
Thanks everyone,
Sputnik
