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2026年4月中国采购经理指数运行情况

2026/5/2 15:09:43    5067
来源:国家统计局
摘要:近日,国家统计局发布2026年4月中国采购经理指数运行情况。
  【仪表网 市场行情】国家统计局服务业调查中心、中国物流与采购联合会
 
  一、中国制造业采购经理指数运行情况
 
  4月份,制造业采购经理指数(PMI)为50.3%,比上月下降0.1个百分点,制造业景气水平总体稳定。
 
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" alt="" width="653" height="398" align="" border="0" />
  从企业规模看,大型企业PMI为50.2%,比上月下降1.4个百分点,仍高于临界点;中、小型企业PMI分别为50.5%和50.1%,比上月上升1.5个和0.8个百分点,均高于临界点。
 
  从分类指数看,构成制造业PMI的5个分类指数中,生产指数和新订单指数均高于临界点,原材料库存指数、从业人员指数和供应商配送时间指数均低于临界点。
 
  生产指数为51.5%,比上月上升0.1个百分点,表明制造业生产活动有所加快。
 
  新订单指数为50.6%,比上月下降1.0个百分点,仍高于临界点,表明制造业市场需求保持扩张。
 
  原材料库存指数为49.3%,比上月上升1.6个百分点,表明制造业主要原材料库存量降幅明显收窄。
 
  从业人员指数为48.8%,比上月上升0.2个百分点,表明制造业企业用工景气水平回升。
 
  供应商配送时间指数为49.5%,与上月持平,低于临界点,表明制造业原材料供应商交货时间较上月继续延长。
 
 
  二、中国非制造业采购经理指数运行情况
 
  4月份,非制造业商务活动指数为49.4%,比上月下降0.7个百分点,非制造业景气水平有所下降。
 
  分行业看,建筑业商务活动指数为48.0%,比上月下降1.3个百分点;服务业商务活动指数为49.6%,比上月下降0.6个百分点。从服务业行业看,铁路运输、邮政、电信广播电视及卫星传输服务等行业商务活动指数均位于55.0%以上较高景气区间;批发、零售、居民服务等行业商务活动指数均低于临界点。
 
  新订单指数为44.3%,比上月下降0.7个百分点,表明非制造业市场需求水平下降。分行业看,建筑业新订单指数为41.6%,比上月下降1.9个百分点;服务业新订单指数为44.8%,比上月下降0.5个百分点。
 
  投入品价格指数为51.7%,比上月下降0.6个百分点,仍高于临界点,表明非制造业企业用于经营活动的投入品价格总体水平持续上涨。分行业看,建筑业投入品价格指数为54.9%,比上月上升2.2个百分点;服务业投入品价格指数为51.2%,比上月下降1.0个百分点。
 
  销售价格指数为48.1%,比上月下降1.8个百分点,表明非制造业企业销售价格总体水平下降。分行业看,建筑业销售价格指数为49.0%,比上月下降0.3个百分点;服务业销售价格指数为47.9%,比上月下降2.1个百分点。
 
  从业人员指数为45.5%,比上月上升0.3个百分点,表明非制造业企业用工景气度较上月改善。分行业看,建筑业从业人员指数为39.6%,比上月上升0.5个百分点;服务业从业人员指数为46.5%,比上月上升0.3个百分点。
 
  业务活动预期指数为54.7%,比上月上升0.5个百分点,表明非制造业企业对市场发展信心有所增强。分行业看,建筑业业务活动预期指数为50.5%,与上月持平;服务业业务活动预期指数为55.4%,比上月上升0.6个百分点。
 
 
  三、中国综合PMI产出指数运行情况
 
  4月份,综合PMI产出指数为50.1%,比上月下降0.4个百分点,高于临界点,表明我国企业生产经营活动总体继续保持扩张。
 
 
  附注
 
  1.主要指标解释
 
  采购经理指数(PMI),是通过对企业采购经理的月度调查结果统计汇总、编制而成的指数,它涵盖了企业采购、生产、流通等各个环节,包括制造业和非制造业领域,是国际上通用的监测宏观经济走势的先行性指数之一,具有较强的预测、预警作用。综合PMI产出指数是PMI指标体系中反映当期全行业(制造业和非制造业)产出变化情况的综合指数。PMI高于50%时,反映经济总体较上月扩张;低于50%,则反映经济总体较上月收缩。
 
  2.调查范围
 
  涉及《国民经济行业分类》(GB/T 4754-2017)中制造业的31个行业大类,3200家调查样本;非制造业的43个行业大类,4300家调查样本。
 
  3.调查方法
 
  采购经理调查采用PPS(Probability Proportional to Size)抽样方法,以制造业或非制造业行业大类为层,行业样本量按其增加值占全部制造业或非制造业增加值的比重分配,层内样本使用与企业主营业务收入成比例的概率抽取。
 
  本调查由国家统计局直属调查队具体组织实施,利用国家统计联网直报系统对企业采购经理进行月度问卷调查。
 
  4.计算方法
 
  (1)分类指数的计算方法。制造业采购经理调查指标体系包括生产、新订单、新出口订单、在手订单、产成品库存、采购量、进口、主要原材料购进价格、出厂价格、原材料库存、从业人员、供应商配送时间、生产经营活动预期等13个分类指数。非制造业采购经理调查指标体系包括商务活动、新订单、新出口订单、在手订单、存货、投入品价格、销售价格、从业人员、供应商配送时间、业务活动预期等10个分类指数。分类指数采用扩散指数计算方法,即正向回答的企业个数百分比加上回答不变的百分比的一半。由于非制造业没有合成指数,国际上通常用商务活动指数反映非制造业经济发展的总体变化情况。
 
  (2)制造业PMI指数的计算方法。制造业PMI是由5个扩散指数(分类指数)加权计算而成。5个分类指数及其权数是依据其对经济的先行影响程度确定的。具体包括:新订单指数,权数为30%;生产指数,权数为25%;从业人员指数,权数为20%;供应商配送时间指数,权数为15%;原材料库存指数,权数为10%。其中,供应商配送时间指数为逆指数,在合成制造业PMI指数时进行反向运算。
 
  (3)综合PMI产出指数的计算方法。综合PMI产出指数由制造业生产指数与非制造业商务活动指数加权求和而成,权数分别为制造业和非制造业占GDP的比重。
 
  5.季节调整
 
  采购经理调查是一项月度调查,受季节因素影响,数据波动较大。现发布的指数均为季节调整后的数据。

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