E hourly is the estimated hourly energy production (in kilowatt-hours, kWh).
P peak is the peak power rating of the solar panels (in kilowatts, kW).
A is the total area of the solar panels (in square meters, m²).
G hourly is the solar radiation or solar irradiance during each hour (in watts per square meter, W/m²), which depends on the weather data, location, and date.
PR is the performance ratio, representing the efficiency and losses of the solar system (dimensionless), typically ranging from 0.75 to 0.95.
Najtrudniejsza część z tego równania to G hourly. Można to wyliczyć z danych pogodowych.
G hourly = G total × G clear G hourly, clear × F cloud × F angle × F elevation
Where:
G total is the total daily solar radiation incident on a horizontal surface at the location (in kWh/m²/day).
G hourly, clear is the hourly solar radiation on a clear day at the location (in kWh/m²/hour).
G clear is the total daily solar radiation on a clear day at the location (in kWh/m²/day).
F cloud is the cloudiness factor for the specific hour and location (dimensionless), typically ranging from 0 to 1, where 0 represents clear skies and 1 represents completely overcast conditions.
F angle is the angle of incidence factor, which considers the sun's angle of incidence on the solar panels based on the location's latitude, date, and time of day (dimensionless).
F elevation is the elevation factor that accounts for the location's altitude (dimensionless).
Zużycie energii
Tutaj bym dał opcje wpisania dziennie ile się zużywa albo miesięcznie i wtedy taki histogram zrobić gdzie masz różne zużycia godzinowe.
Cos takiego mozna zrobic zeby dalo sie regulowac procenty
Zadanie to można podzielić na 2 problemy:
E hourly =Ppeak ×A×G hourly ×PR
Where:
E hourly is the estimated hourly energy production (in kilowatt-hours, kWh).
P peak is the peak power rating of the solar panels (in kilowatts, kW).
A is the total area of the solar panels (in square meters, m²).
G hourly is the solar radiation or solar irradiance during each hour (in watts per square meter, W/m²), which depends on the weather data, location, and date.
PR is the performance ratio, representing the efficiency and losses of the solar system (dimensionless), typically ranging from 0.75 to 0.95.
Najtrudniejsza część z tego równania to G hourly. Można to wyliczyć z danych pogodowych.
G hourly = G total × G clear G hourly, clear × F cloud × F angle × F elevation
Where:
G total is the total daily solar radiation incident on a horizontal surface at the location (in kWh/m²/day).
G hourly, clear is the hourly solar radiation on a clear day at the location (in kWh/m²/hour).
G clear is the total daily solar radiation on a clear day at the location (in kWh/m²/day).
F cloud is the cloudiness factor for the specific hour and location (dimensionless), typically ranging from 0 to 1, where 0 represents clear skies and 1 represents completely overcast conditions.
F angle is the angle of incidence factor, which considers the sun's angle of incidence on the solar panels based on the location's latitude, date, and time of day (dimensionless).
F elevation is the elevation factor that accounts for the location's altitude (dimensionless).
Cos takiego mozna zrobic zeby dalo sie regulowac procenty