利用有限元法对地下电力电缆的容量进行了计算和校核

M. Hadi
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引用次数: 4

摘要

目前,地下电缆的使用是当今输配电方案的常规特征。与经济限制和缺乏足够空间有关的问题导致需要具有更高载流能力(容量)的电缆。为了实现这一目标,全球的公共服务部门不仅关注更好的设计,还关注提高电缆参数值的精度水平。精确的参数值对于确保复制结果足够接近实际情况至关重要。而传统的方法来计算电容是通过IEC-60287程序,数值路线被认为更具体和灵活。这一努力利用有限元方法构思了一个创新的过程来计算电缆的热场和电容。这个过程包括制作一个温度场分布模型,用于仔细检查电缆区域的温度分布,并部署线性插值程序来计算其电容量。模型形成后,在33KV交联聚乙烯地下电缆上投入运行。
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Utilization of the finite element method for the calculation and examination of underground power cable ampacity
Currently, the use of underground electric cables is a regular feature of present-day power transmission and distribution schemes. Issues related to economical limitations and the lack of adequate space led to the need for cables with an elevated current carrying capacity (ampacity). In order to achieve this objective, public services around the globe are focusing not only on better designs, but also on improving the level of precision in the context of cable parameter values. Precise parameter values are essential for ensuring that the replicated outcomes correspond sufficiently close to actual circumstances. While the conventional approach to ampacity calculation is through the IEC-60287 procedure, the numerical route is considered more specific and flexible. This endeavour harnesses the finite element method to conceive an innovative process for calculating the thermal field and ampacity of a cable. This process involves the crafting of a temperature field distribution model for scrutinizing temperature distribution in the region of an electric cable, and the deployment of the linear interpolation procedure for computing its ampacity. Subsequent to its formation, the model was put into operation on the underground cable 33KV XLPE.
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