解除管制的太阳能集成电力系统的系统利润评估

Manasa Vemula, Subhojit Dawn, Akshitha Machagiri, Sai Lalitha Potipireddi, Baby Rukmini Bobbili
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摘要

电力市场收益的最大化是最关键的部分之一。发电站产生的电力是固定的。在低峰时,能源供应充足。这些来自太阳能、风能和水流等可再生能源的多余单元可以储存在存储单元中。最近使用的解决方案之一是使用电池储能系统(BESS)。低高峰时段产生的剩余能量可以在需求高峰时段被储存和再利用。储存在机组中的能量可以在高峰时段进一步使用,并可以用来获得进一步的利润,这可以成为电力市场的座右铭。有了这些电力,就可以产生更多的收入。目前,利用可再生能源发电,保护不可再生资源免于灭绝已成为一个话题。本文讨论了一种将可再生能源输送到一个负荷中心,并将可再生能源和不可再生能源的电力存储在最大的组件上的方法。这项工作主要侧重于管制和解除管制系统的存在。这项工作的主要目的是发现在管制和解除管制的条件下,随着太阳能光伏发电的安置,电力系统中系统利润的显著变化。利用MATPOWER软件进行仿真,程序设计语言为SQP (Sequential Quadratic programming,顺序二次规划),遵循牛顿-拉夫森方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
System Profit Assessment of a Solar-Integrated Deregulated Power System
The maximization of earnings from an electricity market is one of the most critical parts. The electricity generated by the stations is fixed. During the low peak hours, the energy is available in abundance. These excess units left from renewable energy sources like solar, windand the flow of water can be stored in storage units. One of the solutions used in recent times is the usage of Battery Energy Storage Systems (BESS). The leftover energy generated in the low peak hours can be saved and reused at the peak demand time. The energy stored in the units can be further used during high peak hours and can be utilized to gain further profits which can be the motto of an Electricity Market. With this electricity, greater income can be generated. Nowadays the usage of renewable sources for power generation to preserve non-renewable resources from extinction has emerged as a topic. This paper discusses a way by putting the renewable deliver at one of the load centers and locating the greatest component where the storing of electricity can take advantage of both renewable and non-renewable resources. The work mainly focuses onthe presence of regulated and deregulated systems. The main objective of this work is to find the considerable changes in system profit in a power system with regulated and deregulated conditions with the placement of Solar PV. The work is simulated using MATPOWER and the programming language is SQP (Sequential Quadratic Programming) which follows the Newton-Raphson method.
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