Article(id=1199642733745893731, tenantId=1146029695717560320, journalId=1149653034449285133, issueId=1199642729207660562, articleNumber=null, orderNo=null, doi=10.16790/j.cnki.1009-9239.im.2023.11.012, pmid=null, cstr=null, oa=null, hot=null, price=null, onlineType=0, articleFormat=0, articleType=null, articleTypeStr=research-article, receivedDate=1671638400000, receivedDateStr=2022-12-22, revisedDate=1678118400000, revisedDateStr=2023-03-07, acceptedDate=null, acceptedDateStr=null, onlineDate=1763946716008, onlineDateStr=2025-11-24, pubDate=1700409600000, pubDateStr=2023-11-20, doiRegisterDate=null, doiRegisterDateStr=null, onlineIssueDate=1763946716008, onlineIssueDateStr=2025-11-24, onlineJustAcceptDate=null, onlineJustAcceptDateStr=null, onlineFirstDate=null, onlineFirstDateStr=null, sourceXml=null, magXml=null, createTime=1763946716008, creator=13701087609, updateTime=1763946716008, updator=13701087609, issue=Issue{id=1199642729207660562, tenantId=1146029695717560320, journalId=1149653034449285133, year='2023', volume='56', issue='11', pageStart='1', pageEnd='116', issueExtLink='null', onlineDate='null', pubDate='null', beforeIssueId=null, nextIssueId=null, price=null, status=1, issueComplete=1, articleOrder=1, issueType=-1, specialIssue=null, createTime=1763946714927, creator=13701087609, updateTime=1766563708953, updator=13701087609, preIssue=null, nextIssue=null, ext={EN=IssueExt(id=1210619197772657229, tenantId=1146029695717560320, journalId=1149653034449285133, issueId=1199642729207660562, language=EN, specialIssueTitle=, coverIllustrator=null, specialIssueEditor=, specialIssueAbout=), CN=IssueExt(id=1210619197772657230, tenantId=1146029695717560320, journalId=1149653034449285133, issueId=1199642729207660562, language=CN, specialIssueTitle=, coverIllustrator=null, specialIssueEditor=, specialIssueAbout=)}, issueFiles=null}, startPage=73, endPage=79, ext={EN=ArticleExt(id=1199642734446342514, articleId=1199642733745893731, tenantId=1146029695717560320, journalId=1149653034449285133, language=EN, title=Optimization on structural parameters of 35 kV XLPE power cable terminal, columnId=1190369198472794288, journalTitle=Insulating Materials, columnName=Insulation Technology, runingTitle=null, highlight=null, articleAbstract=

In order to solve the problem of interface breakdown and surface discharge caused by uneven distribution of electric field of power cable and its terminal insulation, the structural parameters of 35 kV cold shrinkable power cable terminal were optimized to improve its insulation level in this paper. Firstly, the influence of axial length and end radius of stress cone on the terminal electric field distribution was analyzed based on COMSOL simulation software, and the optimal combination of terminal structural parameters was obtained. Then the power cable terminal samples were prepared, and the performance indexes were verified by power frequency AC voltage resistance and partial discharge tests. The results show that the axial length of the power cable terminal stress cone is the main factor affecting the change and distribution of interfacial electric field, and the change of terminal radius has little effect on the terminal electric field. The increase of axial length of stress cone alleviates the interfacial electric field intensity, but it is easy to cause discharge along the surface. The optimal axial length and upper radius of stress cone are 25 mm and 2.5 mm, respectively.

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为解决电力电缆与其终端绝缘电场分布不均匀,易造成界面击穿及沿面放电的问题,本文对35 kV冷缩式电力电缆终端结构参数进行优化以提高其绝缘水平。首先基于COMSOL仿真软件分析应力锥的轴向长度和端部半径对终端电场分布的影响,得出终端结构参数的最优组合;随后研制电力电缆终端样品,通过工频交流耐压、局部放电试验进行性能指标的对比验证。结果表明:电力电缆终端应力锥的轴向长度是影响其界面电场变化与分布的主要因素,端部半径的变化对终端电场的影响较小;应力锥轴向长度的增大缓解了界面电场强度,但容易引发沿面放电问题;应力锥的轴向长度及端部半径最优值分别为25 mm和2.5 mm。

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咸日常(1966-),男(汉族),山东高密人,教授,主要从事电气设备状态检测与故障诊断技术的研究。
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范在乾(1999-),男(汉族),山东聊城人,硕士生,主要从事电缆附件检测和外绝缘方面的研究。

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范在乾(1999-),男(汉族),山东聊城人,硕士生,主要从事电缆附件检测和外绝缘方面的研究。

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范在乾(1999-),男(汉族),山东聊城人,硕士生,主要从事电缆附件检测和外绝缘方面的研究。

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材料相对介电常数电导率/(S/m)
1×1045.99×107
内外半导电层70.002.00
XLPE2.093.92×10-15
SiR2.731.57×10-15
应力锥30.002.00
), ArticleFig(id=1217475523475853669, tenantId=1146029695717560320, journalId=1149653034449285133, articleId=1199642733745893731, language=CN, label=表1, caption=

电力电缆终端材料参数

, figureFileSmall=null, figureFileBig=null, tableContent=
材料相对介电常数电导率/(S/m)
1×1045.99×107
内外半导电层70.002.00
XLPE2.093.92×10-15
SiR2.731.57×10-15
应力锥30.002.00
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35 kV XLPE电力电缆终端结构参数优化
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范在乾 1 , 咸日常 1 , 冷学冰 2 , 邢雅雯 1 , 魏凯 2
绝缘材料 | 绝缘技术 2023,56(11): 73-79
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绝缘材料 | 绝缘技术 2023, 56(11): 73-79
35 kV XLPE电力电缆终端结构参数优化
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范在乾1, 咸日常1, 冷学冰2, 邢雅雯1, 魏凯2
作者信息
  • 1山东理工大学 电气与电子工程工学院,山东 淄博 255049
  • 2山东七星电气科技发展有限公司,山东 淄博 255000
  • 范在乾(1999-),男(汉族),山东聊城人,硕士生,主要从事电缆附件检测和外绝缘方面的研究。

通讯作者:

咸日常(1966-),男(汉族),山东高密人,教授,主要从事电气设备状态检测与故障诊断技术的研究。
Optimization on structural parameters of 35 kV XLPE power cable terminal
Zaiqian FAN1, Richang XIAN1, Xuebing LENG2, Yawen XING1, Kai WEI2
Affiliations
  • 1School of Electrical and Electronic Engineering, Shandong University of Technology, Zibo 255049, China
  • 2Shandong Qixing Electric Technology Development Co., Ltd., Zibo 255000, China
出版时间: 2023-11-20 doi: 10.16790/j.cnki.1009-9239.im.2023.11.012
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为解决电力电缆与其终端绝缘电场分布不均匀,易造成界面击穿及沿面放电的问题,本文对35 kV冷缩式电力电缆终端结构参数进行优化以提高其绝缘水平。首先基于COMSOL仿真软件分析应力锥的轴向长度和端部半径对终端电场分布的影响,得出终端结构参数的最优组合;随后研制电力电缆终端样品,通过工频交流耐压、局部放电试验进行性能指标的对比验证。结果表明:电力电缆终端应力锥的轴向长度是影响其界面电场变化与分布的主要因素,端部半径的变化对终端电场的影响较小;应力锥轴向长度的增大缓解了界面电场强度,但容易引发沿面放电问题;应力锥的轴向长度及端部半径最优值分别为25 mm和2.5 mm。

电缆终端  /  应力锥  /  电场分布  /  结构参数  /  优化

In order to solve the problem of interface breakdown and surface discharge caused by uneven distribution of electric field of power cable and its terminal insulation, the structural parameters of 35 kV cold shrinkable power cable terminal were optimized to improve its insulation level in this paper. Firstly, the influence of axial length and end radius of stress cone on the terminal electric field distribution was analyzed based on COMSOL simulation software, and the optimal combination of terminal structural parameters was obtained. Then the power cable terminal samples were prepared, and the performance indexes were verified by power frequency AC voltage resistance and partial discharge tests. The results show that the axial length of the power cable terminal stress cone is the main factor affecting the change and distribution of interfacial electric field, and the change of terminal radius has little effect on the terminal electric field. The increase of axial length of stress cone alleviates the interfacial electric field intensity, but it is easy to cause discharge along the surface. The optimal axial length and upper radius of stress cone are 25 mm and 2.5 mm, respectively.

cable terminal  /  stress cone  /  electric field distribution  /  structural parameters  /  optimization
范在乾, 咸日常, 冷学冰, 邢雅雯, 魏凯. 35 kV XLPE电力电缆终端结构参数优化. 绝缘材料, 2023 , 56 (11) : 73 -79 . DOI: 10.16790/j.cnki.1009-9239.im.2023.11.012
Zaiqian FAN, Richang XIAN, Xuebing LENG, Yawen XING, Kai WEI. Optimization on structural parameters of 35 kV XLPE power cable terminal[J]. Insulating Materials, 2023 , 56 (11) : 73 -79 . DOI: 10.16790/j.cnki.1009-9239.im.2023.11.012
随着城市化进程加快,我国城市配电网中的架空线路正逐步被电力电缆线路替换,不仅减少了对城市美观的影响和土地资源的使用,而且电缆线路运行状态很少受外部环境因素的影响,减少了频繁维护,节约了大量的人力物力[1-2],并且供电可靠性得到提高。但实际运行现状表明,电缆供电线路运行故障仍有发生,而电力电缆终端作为电缆与架空线路、电缆与电气设备连接的关键附件,由于需要在现场安装制作,受工艺和环境条件的影响较大,相对于电缆本体,电缆附件发生故障的概率更高,约为70%[3-4],其运行可靠性直接影响电缆线路的供电安全。
在冷缩式电力电缆终端的现场事故中,电缆主绝缘和增强绝缘之间的界面击穿是电力电缆终端破坏的主要形式,增强绝缘与空气之间的沿面放电是电力电缆终端破坏的次要形式[5]。位于双层介质绝缘之间的界面存在较强的切向电场,易于诱发绝缘界面放电并造成击穿,该界面是目前国内外学者普遍认同的电缆附件最薄弱环节和运行故障的典型部位[6-7]。增强绝缘和气体形成的绝缘薄弱处因为不同介质面造成电压分布不均匀而发生沿面放电,最终导致沿面击穿。沿面放电主要集中在第一伞裙与第二伞裙之间的伞裙间隙。通常来看,该伞裙间隙是整个表面场强最大处,其引发的闪络电压比气体或固体单独存在时的击穿电压都小,于是在阴雨气象环境下沿面放电往往发展成局部放电,最终导致增强绝缘击穿。
近年来,国内外学者对电力电缆终端界面放电与沿面放电问题开展了一系列研究,王子康等[8]从硅橡胶主绝缘的材料特性与界面空腔放电的角度出发,解释了一个冷热循环周期内附件界面的局部放电行为特性。常文治等[9]研究硅橡胶/交联聚乙烯界面金属颗粒沿面绝缘缺陷局部放电的发展过程,为电缆中间接头放电严重程度的评估提供了依据。王少飞等[10]通过搭建变温沿面放电试验系统,研究不同温度下乙丙橡胶表面从起始放电到闪络过程的沿面放电特性。张开放等[11]对气-固绝缘在高频正弦电应力下的沿面放电现象及特征开展研究,总结出不同阶段的放电发展形态、放电特征参量、放电谱图和表面损伤状况。
本文采用有限元仿真软件COMSOL对35 kV交联聚乙烯(XLPE)电力电缆终端应力锥结构进行优化设计,通过解析法推算应力锥端部曲线,利用有限元方法得到应力锥轴向长度和端部半径的最优组合,以优化35 kV XLPE电力电缆终端的结构参数,并研制电力电缆终端样品,通过工频交流耐压、局部放电试验进行性能指标的对比验证。电缆终端结构参数优化能够提高电缆供电线路的运行可靠性,有效降低冷缩式电力电缆终端的现场事故率。
在35 kV XLPE电力电缆终端安装的过程中,通常将电缆本体外绝缘剥开,除去铠装层和外屏蔽层,所以本次优化不再包含电缆外绝缘、铠装层和外屏蔽层。交流电缆终端绝缘中的电场按容性分布,可以认为材料的电容为常数,即不随场强、温度等外界因素的变化而变化,并且绝缘材料中正负电荷的迁移,难以与工频电场的快速变化达到同步,因此本文忽略空间电荷对电力电缆终端的影响[12]。本文针对26/35 kV、截面积为1×240 mm2的单芯铜芯XLPE电力电缆终端进行应力锥结构参数优化,建立的模型总长度为433 mm,电缆主绝缘选择XLPE,增强绝缘选择硅橡胶(SiR)材料。
应力锥作为冷缩式电力电缆终端的重要组成部分,担负着均化电场的作用,很大程度上决定了电力电缆终端的可靠性。XLPE电力电缆终端中的电场一般由两种方式控制,一个是参数型电场应力控制锥,通过填充高介电常数的复合电介质材料控制,另一个是几何型电场应力控制锥,通过几何形状的应力锥控制电场分布。相比之下,参数型应力锥稳定性差,容易发热并加速老化,而几何型电场应力控制锥在设计完成后受外界影响小。因此本文通过理论分析几何型应力锥的基本机构。
电力电缆终端是多层固体复合介质绝缘结构,由于内部存在大量的复合界面,在屏蔽层和绝缘层会出现电场应力集中的现象[13]。在常规电力电缆终端中,应力锥面按其表面轴向场强小于等于允许最大轴向场强进行设计。为了减少在第一伞裙和第二伞裙之间的伞裙间隙出现沿面放电的可能性,在设计时应缓解沿面电场集中。
图1为应力锥尺寸计算的数学模型,设AB面为应力锥面,AB面切向角度为α,电缆线芯半径为rc,主绝缘外半径为R,应力锥端部外半径为Rn,应力锥厚度为是Δt,电缆主绝缘的相对介电常数为ε1,电力电缆终端增强绝缘的相对介电常数为εn,应力锥的轴向长度为Lk
在应力锥面上任意一点F的轴向场强Et与该点的径向场强E应有如式(1)的关系。
Et=Etanα=Edydx
整理式(1)式(2)
E=U1yεn(1ε1lnRrc+1εnlnyR)=U1ylnBy
式(2)中:B=Ra-1rcaa=εnε1
经过整理并积分得到式(3)
Etdx=RyU1ylnBydx
目前,增强绝缘电极就是保证这种电极形状边缘附近的场强小于在电极中间的均匀电场的场强。经过“许瓦兹变化”,电力电缆终端处的电场如式(4)所示[14]
Et=U1/R1-cos2α
若令Et=U/R,则α=0.5π,即在α=0.5π的等位线上任意一点的场强都≤U/R。用这条等位线作为增强绝缘与应力锥之间交界面的形状,可以减少击穿的发生概率。设沿表面的轴向场强为一常数,则得AB面方程如式(5)所示。
0xEtdx=Etx=U1lnlnBylnBR
整理式(5)式(6)
x=U1EtlnlnBylnBR
式(6)即为应力锥AB面的方程,目前生产厂家通常选取一个端部曲率半径替代端部曲线,即端部曲率半径取为60 mm。
y=Rn时,x=LkLk即为应力锥的轴向长度,如式(7)所示。
Lk=x=U1EtlnlnBylnBR
式(7)可以看出,Et值取得越小,AB面越平,Lk长度越长。35 kV XLPE电力电缆终端接头根据GB/T 12976.1—2008相关要求在电缆线芯铜导体上施加电缆设计用的额定工频电压有效值,即U0=26 kV,由于输电线路首末端1.1倍电压差,交流电压有效值与峰值之间的转换关系为2,则电缆线芯上的电压为Us=U0×1.1×2=40.4 kV。表1为电力电缆终端各个部分材料的参数。
应力锥的尺寸对电力电缆终端内部绝缘界面电场及第一伞裙和第二伞裙之间伞裙间隙的表面电场分布会产生影响,传统的电力电缆终端应力锥较小,轴向长度小于15 mm,为减少电力电缆终端绝缘界面击穿,缓解其电场集中问题,本文的应力锥优化设计主要是在应力锥的轴向长度和端部曲率半径上。
首先对应力锥的轴向长度进行优化,在搭建模型的过程中,保证应力锥AB面曲率不变,改变应力锥轴向长度,选取轴向长度分别为10、15、20、25、30、35 mm的优化方案,应力锥轴向长度优化的二维结构示意图如图2所示。使用COMSOL仿真软件进行仿真,仿真结果如图3所示。
图3可以看出,电缆线芯内部场强为0 kV/m,电场集中在应力锥根部与内半导电层之间和SiR内靠近应力锥端部处。随着应力锥轴向长度的改变,应力锥端部相应移动,SiR内最大场强的位置随之移动。为了更好地观察应力锥轴向长度优化产生的电场变化,探究设计后电力电缆终端表面场强分布和应力锥场强分布,选取3条观测路径。观测路径L1是沿应力锥从应力锥端部经过应力锥AB面,再经过应力锥根部到达外半导电层切断处;选取SiR表面在第一伞裙和第二伞裙之间的伞裙间隙作为观测路径L2;选取从应力锥根部起的XLPE和SiR界面处作为观测路径L3。观测路径L1、L2、L3的位置如图4所示。
通过上述仿真,对观测路径L1、L2、L3上的场强分布进行绘图,结果如图57所示。
图5可以看出,由于应力锥轴向长度有所改变,造成了应力锥曲线长度随之改变,峰值也随应力锥轴向长度的增大而有所后移。图5中场强曲线第一峰值对应位置为应力锥端部,第二峰值对应位置为应力锥根部。随着应力锥轴向长度增大,应力锥端部场强呈现减小的趋势,其中,应力锥轴向长度为10 mm的端部最大场强为1.90 kV/mm,应力锥轴向长度为35 mm的端部最大场强为1.00 kV/mm,相比之下,最大场强下降了47.37%,这是因为在应力锥轴向长度增大的同时法向半径也增大,造成场强减小。图5中每条场强曲线第二峰值基本一致,对应的应力锥根部场强变化不大,原因是应力锥根部处于电缆线芯和应力锥之间,应力锥轴向长度变化对内部电缆线芯、内半导电层和电缆主绝缘XLPE场强的影响较小。
图6可以看出,场强曲线的第一峰值先缓慢减小后逐渐增大,并且对应的横坐标变大,这是应力锥端部随轴向长度的变化不断后移造成的;曲线的第二峰值靠近第二伞裙根部,第二峰值随应力锥轴向长度增大而增大。由于应力锥导电性好,并且与接地的外半导电层连接,应力锥表面电势为0 V。随着应力锥端部后移,应力锥端部也逐渐靠近伞裙间隙,导致在应力锥表面靠近伞裙间隙的同时伞裙间隙电势下降幅度变大,附近电场畸变加重。在图6中,应力锥轴向长度为35 mm的伞裙间隙上最大场强最大,为1.00 kV/mm;应力锥轴向长度为20 mm的伞裙间隙上最大场强最小,为0.68 kV/mm。
图7可以看出,XLPE/SiR界面电场强度随观测路径L3增加而减小,其中应力锥轴向长度越小,场强曲线越陡峭,绝缘界面场强变化率越大,越容易发生击穿。其中应力锥轴向长度为10 mm的场强曲线在一开始有明显的上升趋势,对应位置是应力锥根部和双层介质绝缘之间的界面,其他轴向长度下的场强曲线并无明显上升趋势,说明轴向长度为10 mm应力锥对附近电场的均化作用较小,不能作为优化方案。
综上所述,应力锥轴向长度越小,应力锥端部、根部电场强度越大,SiR内部电场越集中,导致双层介质绝缘之间的界面电场集中严重;应力锥轴向长度越大,应力锥端部场强越小,绝缘界面上场强曲线倾斜程度变缓,伞裙间隙场强变大。虽然伞裙间隙上场强随应力锥轴向长度增大逐渐升高,但场强均小于1.00 kV/mm,相比之下,传统应力锥的轴向长度小于15 mm,虽然应力锥根部场强基本一致,但应力锥端部场强高于1.50 kV/mm,导致应力锥端部附近SiR电场畸变程度大。在应力锥曲线场强分布上,轴向长度为25 mm的场强曲线第一峰值较轴向长度为20 mm的场强曲线第一峰值小,并且轴向长度为20 mm和25 mm所表现的伞裙间隙上场强分布较为均匀,应力锥轴向长度为25 mm的伞裙间隙上最大场强为0.72 kV/mm,而且应力锥轴向长度为20 mm的绝缘界面电场比轴向长度为25 mm的电场更为集中。因此,在应力锥轴向长度的优化上选择长度为25 mm。
在应力锥轴向长度为25 mm的基础上,继续对应力锥端部半径进行优化,保证应力锥轴向长度不变,设置应力锥端部半径分别为1.0、1.5、2.0、2.5、3.0、3.5 mm,应力锥端部半径优化二维结构示意图如图8所示。使用COMSOL仿真软件进行仿真,仿真结果如图9所示。
图9可以看出,应力锥端部半径的变化对电力电缆终端电场分布影响不大,将观测路径L1、L2、L3上的场强提取出来进行观察,场强分布如图1012所示。
图10可以看出,场强曲线第一峰值对应应力锥端部,第二峰值对应应力锥根部,不同应力锥端部半径对应的应力锥根部场强基本一致,而应力锥端部附近场强随端部半径变化而变化,其中应力锥场强曲线第一峰值随应力锥端部半径的变化而上下浮动,端部半径为1.0 mm的场强最大,为1.58 kV/mm,当端部半径大于2.5 mm后,其应力锥场强曲线基本一致。从图11可以看出,应力锥端部半径越大,其场强越大,因为端部半径变化不大所以现象不是很明显。从图12可以看出,场强曲线基本一致。
电力电缆应力锥端部半径的变化对应力锥端部场强分布影响较大,对于其他部位影响较小。端部半径为2.5、3.0、3.5 mm的3种观测路径场强变化不大,但是在设计中端部半径越大,应力锥厚度越大。因此,在应力锥端部半径的优化上选取2.5 mm的端部半径。
在仿真优化的过程中,从观测路径L1、L2、L3的场强曲线明显观察到应力锥轴向长度的变化是影响电力电缆终端电场分布的主要原因,应力锥端部半径的变化主要影响应力锥端部电场分布,对电力电缆终端应力锥其他部位电场分布影响较小。
根据仿真得到的数据制造模型,在制得试验样品后切开SiR内部,展现出应力锥侧面,如图13所示,黑色部分是应力锥,灰色部分是SiR。
通过搭建试验平台对传统电力电缆终端和优化后的电力电缆终端试验样品进行交流耐压试验和局部放电试验测试[15-16],验证此次优化的完整性,试验平台如图14所示。在安装电力电缆终端样品前,确保XLPE表面平整光滑,无毛刺、杂质或其他制造过程中的瑕疵,使用无水乙醇对XLPE进行漂洗,去除表面灰层污物后在自然干燥条件下晾干,防止杂质、毛刺灰层污物对试验结果造成干扰。试验在密闭实验室进行,在XLPE表面均匀涂抹硅脂,硅脂涂抹厚度为0.3 mm,按照施工步骤安装电力电缆终端样品,安装完成后,对电力电缆终端样品的SiR表面进行擦拭,因为刚生产完的电缆附件便面会形成毛刺。模拟正常施工电缆附件终端后,进行试验验证。
交流耐压试验是鉴定电力电缆终端绝缘强度最有效和最直接的方法,能验证优化后的应力锥是否满足设计要求[17]。参照GB/T 12706.4—2020中35 kV XLPE电力电缆终端试验要求,对35 kV XLPE电力电缆终端样品施加4.5U0(117 kV)的交流电压,持续5 min,以样品无击穿或闪络视为通过。在试验过程中,观察是否在第一伞裙和第二伞裙之间的伞裙间隙中出现沿面放电。选取3组传统电力电缆终端和优化后的电力电缆终端样品作为试验样品,将交流耐压试验中的施加电压进行对比,结果如图15所示。从图15可以看出,3组传统电力电缆终端样品未发生击穿现象,能完成工频交流耐压试验;3组优化后的电力电缆终端样品同样未出现击穿或闪络现象,说明绝缘设计满足耐压能力需求,且在试验过程中没有出现明显的沿面放电现象。
交流耐压试验中所施加的试验电压值,只是参考了产品能否经受住各种过电压的作用,但是这种过电压值的试验与运行中长期工作电压的作用是有区别的,经受住交流耐压试验的产品,能否在长期工作电压作用下安全运行,还需要进行局部放电试验[18]。参照GB/T 12706.4—202中35 kV XLPE电力电缆终端试验要求,对35 kV XLPE电力电缆终端样品施加1.73U0(44.98 kV)的交流电压,以放电量≤10 pC视为通过。为探究35 kV XLPE电力电缆终端的局部放电特征,分别对3组传统电力电缆终端和优化后的电力电缆终端样品进行局部放电试验,采用脉冲电流测量法测取局放信号,测取的放电量结果如图16所示。从图16可以看出,有一组传统电力电缆终端样品的放电量为12.7 pC,没有满足局部放电试验要求。优化后的电力电缆终端样品的局部放电量均小于10 pC,且没有观察到缺陷引起的局部放电。
传统电力电缆终端和优化后的电力电缆终端均通过工频交流耐压试验,但传统电力电缆终端中存在一组样品未能满足局部放电试验要求,其余两组传统电力电缆终端虽满足现行试验标准要求,但优化后的电力电缆终端放电量更少,降低了潜在局部击穿概率,提高了电缆绝缘寿命。
在经过交流耐压试验和局部放电试验验证后,可以认定优化后的电力电缆终端性能更好,轴向长度为25 mm,端部半径为2.5 mm的应力锥起到良好的均化电力电缆终端场强的作用,减少了界面击穿和沿面放电现象。
(1)针对目前35 kV XLPE电力电缆终端在运行过程中出现沿面放电的现象,对应力锥的结构参数进行优化设计。在电力电缆终端设计之初,选择常用的26/35 kV、截面积为1×240 mm2的单芯铜芯XLPE电力电缆终端作为优化目标。通过有限元仿真软件对应力锥的轴向长度和端部半径进行参数调整,发现改变应力锥的轴向长度和端部半径都会对应力锥曲线L1、伞裙间隙曲线L2和绝缘界面曲线L3的场强产生影响。随着应力锥的轴白长度增大,应力锥曲线上的场强逐渐减小,伞裙间隙曲线上的场强逐渐变大,绝缘界面曲线上的场强变小;随着应力锥的端部半径增大,应力锥端部场强减小,伞裙间隙曲线和绝缘界面曲线上的场强基本一致,并没有产生明显影响。最终得出优化后的应力锥轴向长度为25 mm,应力锥端部半径为2.5 mm。
(2)通过理论分析和现有的经验公式,并运用有限元软件对设计的电力电缆终端进行了参数确定,同时对研制样品进行了试验检验,结果达到预期目标,优化后的电力电缆终端优于传统电力电缆终端,有利于解决现有电力电缆终端绝缘界面击穿和沿面放电的问题,可以形成规模生产,具有极强的经济效益。
  • 国家自然科学基金资助项目(52077221)
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2023年第56卷第11期
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doi: 10.16790/j.cnki.1009-9239.im.2023.11.012
  • 接收时间:2022-12-22
  • 首发时间:2025-11-24
  • 出版时间:2023-11-20
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  • 收稿日期:2022-12-22
  • 修回日期:2023-03-07
基金
国家自然科学基金资助项目(52077221)
作者信息
    1山东理工大学 电气与电子工程工学院,山东 淄博 255049
    2山东七星电气科技发展有限公司,山东 淄博 255000

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咸日常(1966-),男(汉族),山东高密人,教授,主要从事电气设备状态检测与故障诊断技术的研究。
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2种不同金属材料的力学参数

Family
属数
Number of
genus
种数
Number of
species
占总种数比例
Percentage of
total species (%)

Genus
种数
Number of
species
占总种数比例
Percentage of total
species (%)
鹅膏菌科Amanitaceae 2 11 5.26 鹅膏菌属 Amanita 10 4.78
小菇科 Mycenaceae 2 12 5.74 丝盖伞属 Inocybe 5 2.39
多孔菌科 Polyporaceae 8 14 6.70 蜡蘑属 Laccaria 5 2.39
红菇科 Russulaceae 3 23 11.00 小皮伞属 Marasmius 6 2.87
小菇属 Mycena 11 5.26
光柄菇属 Pluteus 5 2.39
红菇属 Russula 17 8.13
栓菌属 Trametes 5 2.39
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