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Hi Martin,
Alright, thank you. Again, LEAP's optimization calculations minimize the cost of a single transformation module only - LEAP does not perform full energy system optimization, matching demand and supply in a least-cost way. Since the module's transformation requirements are always met in a least-cost way, *not* meeting demand is not considered an option. You cannot specify a cost threshold beyond which beyond which the requirements would not be met. In addition, LEAP's demand accounting is done before its transformation calculations, which means that the level of exports is calculated independently of the optimization calculations.
This means that there is not an easy way to model the situation you describe. I've given it quite a bit of thought, and can't come up with a strategy that can be easily implemented without being overly complex. Here are a few thoughts, though.
First, I would suggest that you (exogenously) reduce the level of demand in your 'Export' demand sector, in the manner that you expect following the retirement of nuclear plants. You can use LEAP's expressions to create a reference to the Exogenous Capacity variable of the nuclear plant, so that the level of exports on the demand side is a function of the capacity of the nuclear plant.
Another option that you could experiment with would be to define a new fuel type called "Exported Electricity", which is consumed only by the relevant demand sector. This could be produced by a separate transformation module, or as a separate output fuel from your existing Electricity Generation module. But the basic problem - that the module will attempt to meet module requirements - still remains.
Hope this helps, though apologies if it isn't exactly what you're looking for.
Taylor