lcoe
¶
Functions:
-
levelized_cost_of_electricity–Compute the LCOE of a producer using explicitly given production and
-
levelized_cost_of_electricity_simplified–Compute the LCOE of a producer using the simple method
levelized_cost_of_electricity
¶
levelized_cost_of_electricity(
expenditures, productions, discount_rate=0.08
)
Compute the LCOE of a producer using explicitly given production and expeditures for each year in the economic lifetime
Uses the equation: .. math:: \mathrm{LCOE} = \sum{\frac{exp_y}{(1+r)^y}} / \sum{\frac{prod_y}{(1+r)^y}}
where: * $exp_y$ -> The expenditures in year $y$ [Euro] * $prod_y$ -> The production in year $y$ [kWh] * $r$ -> The discount rate
Parameters:
-
(expenditures¶array_like) –All expenditures for each year in the lifetime
-
(productions¶array_like) –Annual production for each year in the lifetime
-
(discount_rate¶numeric or array_like, default:0.08) –The discount rate * If a numeric is given, the discount rate is applied to all years * If an array is given, a discount rate for each year must by provided
Returns:
-
numeric or array_like–
Source code in reskit/util/economic/lcoe.py
levelized_cost_of_electricity_simplified
¶
levelized_cost_of_electricity_simplified(
capex,
mean_production,
opex_per_capex=0.02,
lifetime=20,
discount_rate=0.08,
)
Compute the LCOE of a producer using the simple method
Uses the equation: .. math:: \mathrm{LCOE} = C * \frac{ (r/(1-(1+r)^{-N})) + O_c }{P_{mean}}
where: * $C$ -> CAPEX [euros] * $O_c$ -> Fixed OPEX as a factor of CAPEX * $P_{mean}$ -> The average production in each year [kWh] * $r$ -> The discount rate * $N$ -> The economic lifetime [years]
Parameters:
-
(capex¶numeric or array_like) –The capital expenditures
-
(mean_production¶numeric or array_like) –The average annual production
-
(opex_per_capex¶numeric, default:0.02) –The operational expenditures given as a factor or the capex
-
(lifetime¶numeric, default:20) –The economic lifetime in years
-
(discount_rate¶numeric, default:0.08) –The discount rate
Returns:
-
numeric or array_like–