摘要: 在国家大力推行全过程工程咨询的背景下,为改变造价咨询企业门槛低、同质化严重的问题,本文对造价咨询企业转向全过程工程咨询进行了需求识别,指出了转向的必要性,分析造价咨询企业的发展定位,进行理论分析与实际指导,为造价咨询企业发展全过程工程咨询提供参考。
关键词: 造价咨询企业;全过程工程咨询;策略分析
一、背景
2019年3月23日,国家发改委、住建部联合发布《关于推进全过程工程咨询服务发展的指导意见》(发改投资规[2019]515号),标志着全过程咨询时代正式到来。政府和行业协会陆续发布了一系列全过程工程咨询服务的文件,推进全过程工程咨询快速发展。面对高质量的发展要求,深化工程建设组织管理模式改革,人才和创新将是造价咨询业转型发展面临的主要问题。造价咨询企业面临建筑业环境变革与严重同质化双方面冲击,迫切需要拓展延伸传统造价咨询业务,开展全过程工程咨询业务。
二、造价咨询企业开展全过程工程咨询的需求识别
(一)造价咨询企业发展战略需要调整
1、建筑行业正在发生巨大改变,需要造价咨询行业发展成为资质全、专业广、人才齐、管理精、效益好的集团化工程咨询公司。
2、造价咨询企业的门槛低致使数量多,同质化严重问题导致其业务量相对不足。不少企业为获取业务,竞相压价,导致企业收费不高,进而影响企业发展后劲,人才流失,不能提供优质服务,以致陷入“低收费—劣质服务—低收费”的恶性循环。
(二)造价咨询企业供给需求难以匹配
面对建筑业发展新形势,造价咨询行业存在两方面的矛盾:一方面,市场发展需要高水平执业技术人员与造价技术人员素质较低的矛盾。造价技术人员普遍存在综合专业知识欠缺、自主学习能力有限,难以满足现实咨询需求的情况。另一方面,全过程咨询综合性发展要求与造价咨询企业业务、资质单一之间的矛盾。造价咨询企业普遍从事算量、套价等基础工作,很少参与项目前期策划以及后期运营管理。
(三)造价咨询企业服务内容老化单一
造价咨询企业服务内容已不能满足建筑业发展趋势的需求,PPP、EPC、全过程工程咨询等新业务,AI、BIM、云计算、大数据等新科技,以及装配式建筑等新工艺的出现使得建筑业发生了巨大变化,传统咨询服务难以跟上需求的变化。应转变咨询模式,延伸服务内容,以策划为先导,以投资管控为主线,以为项目增值的理念全方位地开展全过程工程咨询。
三、造价咨询企业开展全过程工程咨询发展定位分析
(一)基于PEST模型的宏观环境可行性分析
1、政治和法律环境
在政策层面上,国家主管部门已陆续出台、积极完善相关政策法规,促进行业发展。包括:《国务院办公厅关于促进建筑业持续健康发展的意见》(国办发〔2017〕19号)、《开展全过程工程咨询试点工作》的通知(建市〔2017〕101号)、《工程咨询行业管理办法》(2017年第9号令)以及《关于推进全过程工程咨询服务发展的指导意见》(发改投资规〔2019〕515号)。
2、经济环境
2014—2019年,我国国内生产总值(GDP)分别为64.13万亿、68.60万亿、82.08万亿、90.03万亿、99.09万亿,增速分别为7.3%、6.9%、6.7%、6.8%、6.6%、6.1%。总量呈上升趋势,但增速总体放缓,发展品质正由“数量”向“质量”转变。我国经济发展结构正在不断地改善和优化,以服务业为主的第三产业比重不断上升,国家在融资、税收等方面提供了更多便利,规范各类职业标准,提升社会整体环境。
3、社会环境
(1)造价咨询行业服务理念发生变化。造价咨询行业要随着社会发展观念转变调整服务模式和内容,更多地考虑人的需求,结合行业发展实际减少资源损耗,维护环境,在确保服务质量和扩大业务的同时,履行好社会责任。
(2)社会不断发展,使得造价咨询行业服务理念发生变化。随着建筑业的快速发展,咨询服务需求不断提高,与之对应的服务意识、竞争意识和质量意识也需不断加强,向全方位、全过程、高标准、高要求的工程咨询服务行列迈进。
4、技术环境
政府持续推进深化改革,建筑行业正发生深度变革,ABCD (AI人工智能、BIM技术、云计算、大数据) 等新技术正改变工程行业的发展。BIM是造价信息化的重要组成部分,2015年5月10日,住房和城乡建设部 《2011—2015 年建筑业信息化发展纲要》将发展BIM列为“十二五”规划的总体发展目标之一,要求造价咨询企业充分利用BIM技术,并将BIM技术应用到全过程咨询过程中,解决全过程项目过程中的“孤岛”问题,提升行业的现代化水平,促进工程造价行业的长足发展。
(二)基于 SWOT 模型的内外部必要性分析
通过分析造价咨询企业的优势、劣势、机会和威胁,绘制 SWOT 分析矩阵,见表 1。
![](data:image/png;base64,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)
表1 造价咨询企业SWOT模型矩阵
三、造价咨询企业转向全过程工程咨询发展路径分析
(一)人才战略
造价咨询企业成功转型,需要着重培养全过程工程咨询服务所需要的人才。全过程工程咨询人才需要懂技术、经济、法律等知识,会管理、善组织等统筹管理能力。造价咨询企业应积极开展对造价技术人员的培养,提高造价技术人员执业能力,提升咨询企业核心竞争力。
1、打造学习型组织环境
(1)全过程全方位,打造高层次复合型人才。
着力打造全过程工程咨询总咨询师队伍,学习经济、法律、管理的通识课,以及 PPP、EPC、BIM、全过程在内的专业课,并辅以实战讨论的学习。合理的学习组织环境是推进工程造价专业人才专业能力提升的前提。
(2)强调专业素质,鼓励自我提升。
发展全过程工程咨询服务,咨询企业需有满足全生命周期内各阶段各专业咨询需求的服务内容(表2)。专业技术人员应掌握相应能力,并能满足咨询各阶段咨询服务需求。
![](data:image/png;base64,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)
表2 项目各阶段咨询要点
2、“激励机制” 引人留人
建立健全公司激励体系,将专家型技术人员、骨干型技术人员和基础型技术人员的利益与企业利益挂钩,实现收益与风险共担、激励机制与约束机制相结合、个人利益与企业价值相结合,实现企业可持续发展。
(1)待遇留人:改善薪酬绩效,提高员工收入。可采取合伙人的方式(包括员工持股等)将员工薪酬绩效与公司业绩联系,以岗位绩效工资为基础,短期分配与中长期激励相结合,实现个人与企业互利共赢。
(2)事业留人:搭建平台,创造晋升条件。企业需要制定合理的考核晋升制度并提供与员工实际能力相符合的晋升的机会,以促进人才在系统内、企业内、各项目之间获得前程奖励,解决造价技术人才晋升通道问题,促进个人与企业共同成长。
(3)机制留人: 完善人才特殊福利激励。为专家型、骨干型人才提供更多的特殊性福利,如带薪休假、发放特殊津贴、股权分红等。通过差异化的方式使员工获得额外利益,带来心理上的自豪与满足,达到增强竞争实力、促进持续健康发展的目标。
3、产学研合作模式
可以采用产学研合作模式获得人才,使其适应造价咨询企业发展全过程工程咨询人才储备的需要,以适应造价咨询企业发展全过程工程咨询各个阶段各个参与方的人才需求,实现校企共赢。
(二)创新战略
1、基于管理模式的创新
造价咨询企业应基于企业的创新战略目标在管理模式上进行创新,全过程工程咨询要求一个团队干到底,而不是走各事业部的流程。要突破原有传统模式,依据全过程咨询特点从团队组织框架、咨询模式以及实现路径出发,实现策划、管控、增值的全过程工程咨询创新模式。
2、基于业务模式的创新
改变只提供传统造价咨询服务的观念,以原有业务为核心竞争力,同步拓展“一专多能”业务服务。加强在投融资、法律、风险、合同等咨询方面的业务能力,打通“全过程管控”的思路。
3、基于BIM技术的创新
通过 BIM 技术提升各个阶段的工作效率,将造价专业技术人员从烦琐的计算工作中解放出来,提高工作效率,以获取更加客观准确的工程量计算数据。并利用BIM项目管理平台,实现各参与方从项目规划设计到工程施工竣工阶段的数据共享与协同工作。
(三)市场战略
1、面向一体化方向发展
工程咨询服务市场化、专业化正在加速发展,新发展态势对咨询服务的需求日益增强,造价咨询企业的业务朝着综合性、跨阶段、一体化、多元化的方向发展。造价咨询企业应实施多元化战略,在内部培育多个相关联经营部门,各部门间充分利用企业的技术优势、市场优势、管理优势等合理配置资源,提高利用效率。
2、全过程工程咨询联合体
在符合法律法规及相关政策规定的前提下,根据自身的需要兼并重组或采取外包的形式弥补自身专业资质、专业技术人员的不足,利用各自专业优势组成联合体承接工程建设全过程咨询。实行“1+N+X”的模式,全过程咨询单位负总责就是项目管理责任的“1”,自行完成自有资质证书许可范围内的业务就是“N”,将自有资质证书许可范围外的咨询业务依法依规择优委托给具有相应资质或能力的单位就是“X”。
四、结语
造价咨询企业转型已成必然,应以此为契机保持原有咨询业务核心竞争力,在组织设置、人才培养等方面做好充分准备,同步拓展“一专多能”业务服务,向综合性、跨阶段、一体化、多元化发展,积极推动全过程工程咨询创新持续发展,实现企业与建设项目效益最大化。
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作者简介:刘易,男,1983年3月,江西,硕士研究生,注册咨询工程师(投资)、注册造价工程师,主要研究与从事工程咨询、工程造价方面的工作。