The intermittent nature of renewable energy has been discussed in the context of the operational challenges that it brings to electrical grid reliability. In contrast, Demand Side Management (DSM) with its ability to allow customers to adjust electricity consumption in response to market signals has often been recognized as an efficient way to mitigate the variable effects of renewable energy. However, the industrial & academic literature have taken divergent approaches to DSM implementation. Academic studies often implement demand side management on the basis of a social welfare maximization. Meanwhile, industrial implementations minimize total system costs where customers are compensated for load reductions from a predefined baseline of electricity consumption that would have occurred without DSM. This paper rigorously compares these two different approaches in a day-ahead wholesale market context using the same system configuration and mathematical formalism. The comparison showed that a proper reconciliation between the dispatchable demand utility function and the load reduction cost function lead to fundamentally the same stochastic netload mitigation and the two DSM models generate the same dispatch results under specific conditions. However, while the social welfare model uses a stochastic net load composed of two terms, the industrial DSM model uses a stochastic net load composed of three terms, and is thus more prone to error and more likely requires more control activity in subsequent layers of enterprise control.
NOMENCLATUREGC subscript for dispatchable (controllable) generators (e.g. thermal plants) GS subscript for stochastic generators (e.g. wind, solar photo-voltaic) DC subscript for dispatchable (controllable) demand units (i.e. participating in DSM) DS subscript for stochastic demand units (i.e. conventional load) i index of dispatchable generators j index of dispatchable demand unit k index of stochastic generators l index of stochastic demand unit t index of unit commitment time intervals N GC Number of dispatchable generators N DC Number of dispatchable demand units N GS Number of stochastic generators N DSNumber of stochastic demand units T Number of unit commitment time intervals P GCit dispatched power generation at the i th dispachable generator in the t th time interval P DCjt dispatched power consumption at the j th dispatchable demand unit in the t th time interval P DCjt forecasted power consumption of the j th dispatchable demand unit in the t th time interval P DCjt baseline power consumption of the j th dispatchable demand unit in the t th time interval P GSkt forecasted power generation at the k th stochastic generator in the t th time interval P DSlt forecasted power consumption of the l th stochastic demand unit in the t th time interval P GCi min. capacity of the i th dispatchable generator P DCj min. capacity of the j th dispatchable demand unit R GCi min. ramping capability of the i th dispatchable generator R DCj min. ramping capability of the j th dispatchable demand unit P...