Well something happened and all my browser windows went away right after I typed a nice post where I almost kinda sort of admitted I could be wrong perhaps, maybe, but am to confused to know for sure...
I said I would go crawl back under my rock now for awhile :}
But I had time to think more and change my mind a little... so I alrady came out from under that rock again
Well, I'm still not trying to argue, but trying to get it right all the way around.
I think basically we are both correct, but I probably said something wrong in the first post or so. I did study up on Zubbly's chart, which now has me confused on other things as well, even though I read it several times, and was not confused before when I had first read it, but am now!
The amps do increase as voltage drops if the watts are the same I still beleave, but not in direct exact proportion of 2/1 etc.. maybe which I may have said wrong.
And the gennie does not produce the same watts I think is the reason amps don't double at half the volts, correct? Still if you have 3600 watts it is going to go some where somehow and follow the formulas to a point, losses etc.. to consider. Where we were bumping heads I think is the fact we are not saying the same things here, I'm saying the same watts, your saying watts change, so therefore if the watts are not the same then you can't use the formlas for watts/Volts=amps and expect it to work.
In order to compare this, something must remain a constant and 2 varibles, but we are using 3 varibles and no constant and that just does not work!
Now I also see your right, the gennie is not producing the same watts in Zubbly's chart! The gennie is producing less watts at 12V at a given rpm than it does at 24V.
However I think the chart also shows that when you drop from 24V to 12V the amps do encrease as I said too, though it is not equal since you suffer a loss in the total watts produced. Below I use the 48V and 12V because I am now confused on something in that 24V area of the chart
connection RPM battery v amp watts
- V 2 Star 400 64.4 6.7 431.48
- V 2 Star 400 16.6 20.0 332.00
We change from 48V to only 12V, Battery Voltage went from 64.4 to 16.6 far lower! At the same time as I stated the amps also go up! From 6.7 amps to a whoping 20 amps. We still came out with a total loss though because the total watts went down from 431.48 to 332. We lose 100watts here and that is why the formula does not work, 3 variables no constant.
Now back to what I said, or meant/tried to say basically. The battery bank will convert the excess to more amps while holding the voltage to it's own level. Above we see that it does do such, though we suffer a loss in watts doing so. At 48V we charge at 64.4 volts and only 6.7 amps as I read that. A 12V bank pulls the volts down to it's own level at 16.6V and the excess is converted into more amps at 20amps.
We have divided the banks volts by 4 here. Charge volts of 16.6 x4 = 66.4V so that is not entirely 1/4, 2 volts over. 6.7amps X 4 = 26.8amps which is 6.8amps more than we actaully got since we encreased in amps to only 20amps. But the amps did increase as I said, though there is a loss.
We also see that the amps do not stay the same when you increase voltage! A generator putting 20amps into a 12V batttery does not put 20amps into the 48V battery. I think I said that amps would lower as volts were encreased, but not sure.
In that part I think you had said 5 amps into a 12v bank would still be 5amps into a 24V bank. I would think 2.5amps myself, double the volts/ half the amps, but then if watts go up as indicated then so would the amps, but it won't stay the same if the watts stay the same, and they would have to double to keep it the same 5 amps. Above 12V to 48V we do gain almost 100watts but that is far from double. More like almost 1/3, and thats from 12V to 48V also.
So I think here we are both correct to a point and we are both wrong to apoint.
Now, still confused but, I "think" what I origanlly meant was he could connect a 90Vdc motor to a 12V battery bank and any excess power "created" above the banks charging volts of maybe 13.5 or so would be converted to amps, which is basically what Zubbly's chart shows also. It may be better to charge 48V than 12V and get more watts, but as the volts are lower the amps will be higher, but not equal watts as the example I stated.
Original post,
"Here's the questions:
1. What's the most Voltage I can input into a 12V battery without damage?
2. Will the battery use only the voltage it can and just ignore the rest? Somehow, I doubt that, but thought I'd ask.
3. If I have to step the voltage down, what's an inexpensive and easy way (assuming there is) to do it? ?"
I think I was correct, he is using a 90vdc motor as a genny, run it though a bridge rectifier and it will charge 12V batteries fine with any volts it may produce provided the batteries do not reach full charge and continue to climb above the banks voltage. Anything over 13.5volts or somewhere will be converted to amps. So the genny won't put 90V into a 12V battery unless it reaches full charge and continues to climb over the banks voltage. I guess the way I said that too is also not really right, the DC motor probably never really puts out higher than battery volts while the battery is holding it down to charging levels? Never gave that much thought really.
At the battery it is battery volts, but now if I connected a 48V motor next to the gennie would it get 48V and run as such while the batteries are holding it to 13.5V at the end of the line? Don't really know, I think it would being the first thing in the line.
In my example I used the same Watts, volts, amps being produced at any battery voltage, did not account for the lost watts as shown in Zubbly's chart.
"So lets say the gennie puts out 90 volts at 5 amps, that's 450watts. The battery bank holds the volts to it's own level, lets says 12volts, so 450/12= 37.5amps into the battery.
If you had a 24V bank then 450watts/24volts= 18.75amps."
Now I think in a way that is still correct, if the max that DC motor is going to make is 450watts then the varible here I did not cover is the RPM to make those watts. So we may lose 100 watts at 400rpm depending on the voltage we are charging at, but as shown in Zubbly's chart also if we increase that speed from 400rpm to 660rpm we may get it back again.
So really I think I said that wrong in the example maybe to a point, but it is also still correct in a way. We just up rpm to get the max watts if the gennie will do that.
But anyway I think I learned something I had't thought of and I thank you for that.
100watt loss is alot of power, and I did not realize there was that much difference, I mostly been thinking line losses etc... at those lower volts, so thank you for pointing that out.
I hope I have this one figured out correct now
If not I will put more thought into it.