04-07-2016, 03:26 PM
Hello everyone,
My model includes the local district heating of a city. Since my model has a limited geographical scope, I have chosen an Integer Programming model instead of a Linear Programming model. Now, I have the flip-flop problem in my model. This means that, when I run the model for a scenario with a constant heat demand over the entire model time horizon, I get relatively different results compared to a scenario with a slow linear heat demand increase (e.g. +2% increase at the end of the model time horizon). The results differ in terms of investment years, new capacity investments and even investment in a different heat production technology.
I would be very grateful if someone worked with this type of models share his/her solutions with me.
Thank you.
//Akram
My model includes the local district heating of a city. Since my model has a limited geographical scope, I have chosen an Integer Programming model instead of a Linear Programming model. Now, I have the flip-flop problem in my model. This means that, when I run the model for a scenario with a constant heat demand over the entire model time horizon, I get relatively different results compared to a scenario with a slow linear heat demand increase (e.g. +2% increase at the end of the model time horizon). The results differ in terms of investment years, new capacity investments and even investment in a different heat production technology.
I would be very grateful if someone worked with this type of models share his/her solutions with me.
Thank you.
//Akram