Hedges
I See Electromagnetic Fields!
- Joined
- Mar 28, 2020
- Messages
- 21,483
I know this is a bit dated, but this calc for the value of the battery is not correct.
The value of the battery is:
X = Price you pay for grid power
Y = Price you get paid for backfeeding the grid
K = KWh per month that you will consume at night that you backfed
(X - Y) * K = Value.
(until you either outrun the extra power produced during the day or outrun the total amount of power used when the panels aren't producing)
When I'm paying 12 cents and getting 4 back, my batteries pay for themselves pretty quickly.
Saving your PV generated power in batteries and using it later saves you $0.08/kWh
I think you'll go broke quickly that way.
What is the amortized cost of a battery to provide storage of one kWh? My math said $0.50/kWh the first time I did it.
That was the purchase cost of commercial lithium batteries (or AGM batteries) at the time (2 years ago), divide by kWh capacity, divide by cycle life.
I think instead of buying a battery, I could save money by paying the utility company $0.08/kWh to store it for me.
If I don't want to pay in cash, I can pay them two additional kWh to store my kWh.
I can make a kWh for $0.05/kWh (amortized over 10 years), so it would cost me $0.15 to get a kWh for later use, a loss of $0.03 if utility rate is $0.12/kWh.
But over 20 years, costs me $0.025 or $0.03/kWh (depending on whether inverter needs replacement), so building 3x the PV array I actually need would give me power for later at cost of $0.075 or $0.09/kWh. That saves money, vs. batteries losing money.