As my understanding goes, in a simplified perspective, Levelized Cost of Energy calculations are essentially:
(Cost of the system)/(total kWH lifetime production) = LCOE
But Everytime I do that, I come up waaaay shorter than the info I find out there in the world that says LCOE's are ~$.01 - $.05 higher than utility rates (in some areas.)
But.. let's plot this out... a 5k, due south in Tejas, from PVWatts, gives me 7587kWH annually. Times 25 year life span is 189675. divide that into a contract cost of $3/watt, which isn't unreasonable, and I get a LCOE of ~$.08 cents. a modest bit less than the local utility.
But, again, my online resources keep telling me I should see something in the $.13 to $.14 cent range.
I'm sure the "official" formula is pretty complicated, but what am I missing there?
Is there a slightly more robust equation I should be looking at?
Is it easily quantifiable?
Anyone able to discuss that a bit?
Thanks in advance.
(Cost of the system)/(total kWH lifetime production) = LCOE
But Everytime I do that, I come up waaaay shorter than the info I find out there in the world that says LCOE's are ~$.01 - $.05 higher than utility rates (in some areas.)
But.. let's plot this out... a 5k, due south in Tejas, from PVWatts, gives me 7587kWH annually. Times 25 year life span is 189675. divide that into a contract cost of $3/watt, which isn't unreasonable, and I get a LCOE of ~$.08 cents. a modest bit less than the local utility.
But, again, my online resources keep telling me I should see something in the $.13 to $.14 cent range.
I'm sure the "official" formula is pretty complicated, but what am I missing there?
Is there a slightly more robust equation I should be looking at?
Is it easily quantifiable?
Anyone able to discuss that a bit?
Thanks in advance.
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