I'm trying to see how the demand charge can stay the same under these different scenarios. Demand charges, I am familiar with, are usually accessed on peak demand flow over a short period and usually only during certain times of the day,week and/or year. Our local example, demand charges are determined during the summer months, weekdays, noon to 8 pm. The highest flow during this time, over a 15 minute period, determines your monthly/daily demand charge for the year. (This is only for commercial not residential.) If one where to charge all 20 trucks or 5 trucks at the same time I would think the demand charges would be much, much higher than in options B, D and E.
I'm thinking the demand charges would be the same between options B, D and E. The charging facility could be pulling peak 1MW per hour to charge the stationary battery. In scenario B the battery would need to be full before the trucks began to charge. Scenario D gives the operator more options. If the battery is full before charging begins all twenty trucks could be charged over 4 consecutive hours while still only pulling 1MW from the grid. Again, this would allow a much lower demand charge by keeping peak flow from the grid to only 1MW. (these are very basic estimates that don't include charging losses and being able to us the full capacity of the listed battery, neither would actually be the case in the real world)
Now, I'll admit I didn't do any of the math comparing the costs and financing of the batteries as I'm thinking the fixed $600/peak/day in demand charges wouldn't be correct between the different scenarios listed. So, what did I miss or am I working under incorrect assumptions (or just our local example) of how demand charges work?
Thanks!