王晟杰1李巧娥2苏燎1 郭干2
1国网陕西省电力公司经济技术研究院 陕西 西安 710065
2陕西电建工程咨询有限责任公司 陕西 西安 710000
摘要:为合理度量输变电各项监理工作成果,提出一种基于信息熵的输变电监理工作成果计价方法。经样本统计,输变电工程监理项目成本主要为人工成本,因而根据监理人员类别构建输变电工程监理费用指标体系。然后利用信息熵确定各指标权重,以监理员权重为基数计算其他监理人员综合人工单价系数,最后通过费用转换并与总费用对比得到输变电工程监理工作成果费用比例,从而更准确、更合理地估算不同阶段、不同专业、不同工作内容下的监理工作成果费用,满足电网建设造价精准管控的需求。
关键词:输变电,监理费,信息熵,综合人工单价,费用比例
0引言
随着我国工程建设监管体系不断完善,监理制度不断成熟,除国家发布的建设工程监理规范外,各行业及企业内部均制定了日趋完善、规范科学的监理工作规定。近年来,国网公司发布了一系列监理相关的企业标准和管理工作手册,特别是在国家环境保护、水土保持要求不断提高情况下,发布了专项监理规范,进一步推动了公司监理制度的完善。
输变电工程监理项目费用的计取主要依据国家发展与改革委员会颁布的发改价格〔2007〕670号文和国家能源局发布的电网工程建设预算编制与计算规定(2018年版),计取均为工程监理费总价计算方法,无法得知不同阶段、不同专业、不同工作内容下的监理工作成果费用。因此,为了适应工程监理体系与制度规范的不断发展更新,客观反映监理工作成果与费用情况,有必要开展输变电工程监理工作成果计价方法研究,满足精准管控的需求。
本文通过对输变电工程监理项目费用样本数据的收集、整理和分析,采用定性和定量分析相结合的方法,建立监理费用指标体系,构建基于信息熵的监理人员综合人工单价计算模型,进而推算出输变电工程监理工作成果费用比例,并提出相关建议。
1样本情况
通过调研,共得到有效样本工程227项,其中变电工程样本98项,线路工程样本129项。经过数据研究,输变电工程监理项目主要费用为监理人员人工费,其他费用占比较小,而人工费随监理人员类别变化。因此,依据监理人员类别,构建输变电工程监理费用指标体系,研究以监理人工费为计算基础,测算35~750kV变电、架空工程监理人员人工费与其他费用(包含监理工作现场经费、监理企业管理管理费、利润和税金)比例区间与平均值,该方法能够合理度量各项监理成果工作量,客观反映监理工作成果费用的比例关系。见下图:
![](data:image/png;base64,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)
2基于信息熵的输变电工程监理工作成果计价方法
信息熵是信息论中用来刻画信息无需度的一个量,熵值越大,表示信息的无序化程度越高,相对应的信息效率越高。根据各项指标值的变异程度确定指标权重,避免了人为因素带来的偏差。一般来说,若某个指标的信息熵越小,表明指标值的变异程度越大,提供的信息量越多,在综合评价中所能起到的作用也越大,其权重也就越大,反之则相反。利用信息熵确定指标权重,然后以监理员权重为基数计算其他监理人员综合人工单价系数,最后通过费用转换并与总费用对比得到输变电工程监理工作成果费用比例。
2.1指标选取
根据《国家电网有限公司监理项目部标准化管理手册变电工程分册(2018年版)》规定,变电工程监理项目部应配备足额合格的监理人员,包括总监理工程师、总监理工程师代表、专业监理工程师、环境保护监理师、水土保持监理师、安全监理工程师、造价工程师、监理员以及信息资料员,其中总监理工程师(总监理工程师代表)、专业监理工程师、安全监理工程师为项目管理关键人员。以不同工程配备监理人员种类为指标,构建指标体系。如下图:
![](data:image/png;base64,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)
输变电工程监理费用指标体系
2.2计算监理人员综合单价系数
为科学评价输变电工程各项监理成果的费用大小,合理度量各项监理成果工作量,构建以各类监理人员人工成本为基础的监理人员综合单价系数计算模型,按照熵权法计算出各类监理人员的综合人工单价系数。
(1)计算第i项工程项目第j种类型监理人员人工费Xij:
式中:表示表示某一工程类型、某一电压等级第i项工程项目第j种类型监理人员数量,示第i项工程项目第j种类型监理人员工期,表示第i项工程项目第j种类型监理人员月工资。
(2)数据标准化处理:
式中:为标准化后的数据,Xij表示某一工程类型、某一电压等级第i项工程项目第j种类型监理人员人工费,和分别为工程项目中第j种类型监理人员人工费的最小值和最大值。
(3)计算第i项工程项目第j种类型监理人员数据标准化的比重:
(4)计算第j种类型监理人员指标信息熵:
式中,其中m为工程项目数目
(5)计算第j种类型监理人员信息熵冗余度:
(6)计算第j种类型监理人员指标权重:
(7)计算第j种类型监理人员的综合人工单价系数:
式中:表示监理员的综合人工单价权重。
2.3计算监理工作成果费用比例
为合理度量输变电各项监理工作成果,以监理人员综合单价系数为计算基础计算监理工作成果费用比例,得到完成该项工作成果费用占全部工作成果的比例关系:
式中:
![](data:image/png;base64,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)
3结论
(1)经调研数据分析,输变电工程监理项目主要费用为监理人员人工费,其他费用占比较小。
(2)由于人工费随监理人员类别变化,以监理人员类别为基础构建输变电工程监理费用指标体系,能够合理度量各项监理成果工作量,客观反映监理工作成果的层次关系。
(3)利用信息熵确定指标权重,以此来研究输变电工程监理工作成果的计价方法,能够使不同阶段、不同专业的监理工作成果计价有序化,监理费用比例构成更清晰。
参考文献
[1]程俊. 750kV输变电工程项目质量管理评价及应用研究[D].华北电力大学,2014.
[2]程序,耿鹏云.输变电工程造价咨询费用评价研究[J].科技经济导刊,2020,28(18):84.
[3]吴熙,林立波,顾杰峰.输变电工程全过程工程咨询综合效益分析——以国网七个试点工程为例[J].建筑经济,2020,41(01):15-21.