Autoregressive algorithm that utilized moving average to consider the regular difference of past values in order to predict future observations.
Quantitative approach in predicting energy acquisition duration using growth rate over time.
Date time formatting, analysis using visualiztion, A/B hypothesis testing and regression kWh prediction.
Exploratory analysis of solar energy production data set which visualizes observations.
Total annual energy output and temperature
Time vs. temperature and energy output
Autoregressive moving average approach of forecasting the trend of kWh per year. Applied autocorrelation techniques and ADF statistics for time-series stationary data testing.
Actual vs. Forecasted Energy Output
Actual vs. Forecasted Daily Temperature
Assuming we have a solar panel system with a maximum capacity of 500 kWh, we could determine how long would it take to charge this for at least 95% during the months of rise and fall of temperature using logistic growth.
90 days solar energy acquisition kWh output:
Number of days for 500kWh energy acquisition:
Applying linear regression to predict the kWh output of the solar energy production based on temperature.
Mathematical syntax:
Sample predictions with R-squared score of 47% and Mean absolute error of 1.5: