I hope this is the right place for this.
When I got my solar install (36 Solar Edge panels and two Tesla Powerwalls) for the house (ignoring for now the cottage) the installer told me my estimated pay-back time (taking the tax credit into account) was around five years. I wondered how he came up with this, and if he really took everything into account, such as the lost income from the money taken out of investments to pay for the installation. Now that I've had the system running for close on to a year (so I know how much electricity I actually use) I decided to do some numbers, and I discovered that I cannot even find a meaning in the term "pay-back" or "break-even" time.
I've averaged 845 kWh/month and MECO, the utility here, charges about 35¢/kWh, so my average bill would have been (rounding a bit for ease of calculation) $300/month.
After tax credits (another reason for waiting until now: my tax return is done and I know the amounts) the installation for the house (panels + Powerwalls + inverters/gateway/installation) came to $45,100. On the educated assumption that the investments I sold to buy the solar installation were yielding 3.5%, the real cost to me of the installation is a reduction, in perpetuity, of $130/month of income. And since MECO charges me a $25/month minimum fee, of which I only use $7 worth (about 20 kWh) I'm also paying them $18/month for nothing so 130+18 = an actual cost to me of $148/month for my electricity, which would have cost $300, a net gain of $152/month.
How this can be turned into a "break-even" calculation, I am at a loss to figure. If I were to invest the saved $152/month in 3.5% investments, I have no idea how to figure how long it would take before I'd have enough to replace the whole system. I suspect that the 5-year break-even was based on bistromath (for fans of Hitchhiker's Guide to the Galaxy) but I'd have gotten solar even if it cost more than grid power. And how do you put a value on having power when the grid goes down? We've had a few power outages lasting a few hours each, but the longest mine was down was about 15 seconds, and I think that was because the A/C was trying to start.
Even just dividing my after-tax-credit cost of $45,100 by the $300 value of the generated electricity gives a break-even of 12 1/2 years, not five. They'd have had to have assumed an electric bill of over $700 to come up with 5 years, and even that does not count the lost income.
One final caveat: I over-built because I wanted to have power even on cloudy days. And I can afford it. A much smaller system would have maximized the economic outcome. A system half the size that used grid power during cloudy weather and the hottest months would have "saved" me more money overall, but that was not my goal. My goal was to minimize grid usage regardless of cost. (Though with two more Powerwalls I probably could have disconnected from the grid entirely. )
I am posting this in order to be brutally honest about the cost of solar, though none of this might be useful since I probably spent double what the most economically efficient system would have cost.
When I got my solar install (36 Solar Edge panels and two Tesla Powerwalls) for the house (ignoring for now the cottage) the installer told me my estimated pay-back time (taking the tax credit into account) was around five years. I wondered how he came up with this, and if he really took everything into account, such as the lost income from the money taken out of investments to pay for the installation. Now that I've had the system running for close on to a year (so I know how much electricity I actually use) I decided to do some numbers, and I discovered that I cannot even find a meaning in the term "pay-back" or "break-even" time.
I've averaged 845 kWh/month and MECO, the utility here, charges about 35¢/kWh, so my average bill would have been (rounding a bit for ease of calculation) $300/month.
After tax credits (another reason for waiting until now: my tax return is done and I know the amounts) the installation for the house (panels + Powerwalls + inverters/gateway/installation) came to $45,100. On the educated assumption that the investments I sold to buy the solar installation were yielding 3.5%, the real cost to me of the installation is a reduction, in perpetuity, of $130/month of income. And since MECO charges me a $25/month minimum fee, of which I only use $7 worth (about 20 kWh) I'm also paying them $18/month for nothing so 130+18 = an actual cost to me of $148/month for my electricity, which would have cost $300, a net gain of $152/month.
How this can be turned into a "break-even" calculation, I am at a loss to figure. If I were to invest the saved $152/month in 3.5% investments, I have no idea how to figure how long it would take before I'd have enough to replace the whole system. I suspect that the 5-year break-even was based on bistromath (for fans of Hitchhiker's Guide to the Galaxy) but I'd have gotten solar even if it cost more than grid power. And how do you put a value on having power when the grid goes down? We've had a few power outages lasting a few hours each, but the longest mine was down was about 15 seconds, and I think that was because the A/C was trying to start.
Even just dividing my after-tax-credit cost of $45,100 by the $300 value of the generated electricity gives a break-even of 12 1/2 years, not five. They'd have had to have assumed an electric bill of over $700 to come up with 5 years, and even that does not count the lost income.
One final caveat: I over-built because I wanted to have power even on cloudy days. And I can afford it. A much smaller system would have maximized the economic outcome. A system half the size that used grid power during cloudy weather and the hottest months would have "saved" me more money overall, but that was not my goal. My goal was to minimize grid usage regardless of cost. (Though with two more Powerwalls I probably could have disconnected from the grid entirely. )
I am posting this in order to be brutally honest about the cost of solar, though none of this might be useful since I probably spent double what the most economically efficient system would have cost.