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2. The table below represents the unit characteristics and load pattern for a five-unit, four-t ...
2. The table below represents the unit characteristics and load pattern for a five-unit, four-timeperiod problem. Each time period is 2 hours long. The input-output characteristics are approximated by a straight line from min to max generation, so that the incremental heat rate is constant. Unit no-load and start-up costs are given in terms of heat energy requirements. Find the optimum unit commitment schedules covering the 8-hour period for the using the following approaches of Dynamic Programming. 2.1. Use the strict priority list order 2.2. Use Excel Solver with no strict priority list order
Given that Dynamic programming is a computer programming technique where an algorithmic problem is first broken down into sub-problems, the results are saved, and then the sub-problems are optimized to find the overall solution — which usually has to do with finding the maximum and minimum range of the algorithmic queryThe given problem is a unit commitment problem, which involves determining the optimal schedule of units to meet the demand while minimizing the cost of generation.