在此基础上，建立了峰谷分时电价系统动力学模型。
On this basis, a system dynamic model of peak and valley time price is established.
研究并确定上网侧和销售侧峰谷分时电价的数量关系（数学模型）；
The quantity relation (mathematic model) of use time pricing between selling side and generating side is studied and established.
峰谷分时电价作为需求侧管理的一种经济手段，其实施效果受多种因素影响。
As one of the economical means of demand side management, the implementation effect of peak and valley time price is influenced by various factors.
应用系统动力学专用的仿真软件VENSIM对不同峰谷分时电价定价策略和不同响应类型用户进行仿真和比较研究。
Simulation and comparison studies of different peak and valley time price policies and different response types of users are carried out by simulation software VENSIM special for system dynamics.
本文在前人研究的基础上，研究了电力用户的峰谷分时电价策略，并对峰谷分时电价策略对电力系统的影响进行了分析。
This paper introduces the power user's time sharing price strategy, and analyzes the effect of the time sharing price strategy on the system.
对于销售电价，本文认为市场建立初期，现行的以两部制为主、一部制为辅的销售电价制度应基本保持稳定，但应引入丰枯季节电价制度和峰谷分时电价制度。
On the initial stages of market, the retail power price should be hold out in an invariable level, besides being embedded in the peak valley price and the seasonal price.
通过建立各用户行业的丰枯季节电价弹性矩阵和峰谷分时电价弹性矩阵，依据各行业电力用户的调查数据建立分行业的丰枯季节电价与峰谷分时电价的电量转移成本函数与获益函数。
Based on the price elasticity matrix, the method to implement peak-valley and time-of-use and season-of-use price is explored to consist with electricity consumers response of different industries.
通过建立各用户行业的丰枯季节电价弹性矩阵和峰谷分时电价弹性矩阵，依据各行业电力用户的调查数据建立分行业的丰枯季节电价与峰谷分时电价的电量转移成本函数与获益函数。
Based on the price elasticity matrix, the method to implement peak-valley and time-of-use and season-of-use price is explored to consist with electricity consumers response of different industries.
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