Abstract

In this paper, a combined cooling, heating, and power (CCHP) system with thermal storage tanks is introduced. Considering the plants’ off-design performance, an efficient methodology is introduced to determine the most economical operation schedule. The complex CCHP system’s state transition equation is extracted by selecting the stored cooling and heating energy as the discretized state variables. Referring to the concept of variable cost and constant cost, repeated computations are saved in phase operating cost calculations. Therefore, the most economical operation schedule is obtained by employing a dynamic solving framework in an extremely short time. The simulation results indicated that the optimized operating cost is reduced by 40.8% compared to the traditional energy supply system.

Highlights

  • Combined cooling, heating, and power (CCHP) systems follow the principle of cascade utilization of energy with high energy efficiency and have become a major research focus [1,2,3,4,5,6]

  • When compared with the traditional energy system, the operating cost is reduced by 35.8%, the fuel energy saving ratio is 16.7%, and the carbon emission is decreased by 39.5%

  • Recent research has improved the advantages of dynamic programming applied to CCHP system optimization

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Summary

Introduction

Combined cooling, heating, and power (CCHP) systems follow the principle of cascade utilization of energy with high energy efficiency and have become a major research focus [1,2,3,4,5,6]. Current studies solve the optimal operating strategy of CCHP systems with storage units in the following way: the outputs of different pieces of equipment in each stage are taken as equivalent optimization variables, which are limited by the plant capacity and energy balance. Considering the co-optimization issue of CCHP system with ice-storage air-conditioners, Bao et al introduced the Improved PSO algorithm to the solution of the day-ahead operating schedule [21]. GA, PSO, and MILP can optimize the CCHP system operation as long as storage units are not introduced. The operation optimization of CCHP systems with storage units should be solved dynamically. Traditional methods such as PSO, GA, and MILP cannot be utilized to tackle it successfully. As the day-ahead optimization simulation shows, significant improvements over the traditional energy system have been achieved

CCHP System Modeling
State Transition Equation of CCHP System
Plant Modeling
Optimal Operation Model
Shortest Path Determination Based on Dynamic Programming
Static Problem
Load Description and Basic Data
Results and Analysis
Conclusions
Full Text
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