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<p class="MsoNormal"> <b><span style="font-family:SimSun;">北京（我的轮胎）</span><span style="font-family:SimSun;">2025-7-31</span></b><span style="font-family:SimSun;">据河南市场报道，</span><span style="font-family:SimSun;">7月份卡客车轮胎市场零售销量略微下降。全省卡客车轮胎经销商销量调研数据显示：45%经销商表示销量下降，46%经销商表示销量持平，9%经销商表示销量增长。主要原因是：本月省内降雨少，大多为高温酷暑天气，长时间的高温炙烤使得地面温度攀升，但即便如此，由于长途运营车辆较少，因爆胎而替换轮胎的车主为数不多。绝大多数车主保持较高的安全意识，已于5、6月提前更换轮胎。作为农业大省，省内厂矿企业少，相对其他省份而言，运力不足，主要是普货运输，因此途径的长途运输车辆较少。中短途运输车辆本月面临严查超载，特别是豫南、豫东部分地区，叠加高温使得房地产、城市建设项目开工时间缩短，进而对砂石料用量减少，虽说可不超载运输，但标载运输运营利润远不及超载，因此中短途运输车主干脆停运。信阳、许昌、周口、郑州、开封等地部分市场替换量不及上月，综合来看，本月整体销量环比小幅下降。运输市场平淡的大环境，导致经销商不断减少备货量，代理商库存水平持续升高。考虑到价格下跌对出货量增加带动效果不明显，代理商增加促销的动力不足，次月价格将以平稳为主。</span> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">根据全省经销商信心指数调研数据显示，河南卡客车轮胎经销商对</span><span style="font-family:SimSun;">2025</span><span style="font-family:SimSun;">年</span><span style="font-family:SimSun;">8</span><span style="font-family:SimSun;">月份轮胎市场预测：</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">、价格预测：</span><span style="font-family:SimSun;">100%</span><span style="font-family:SimSun;">经销商预计价格平稳，无经销商预计价格上涨或下跌。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">、销量预测：</span><span style="font-family:SimSun;">73%</span><span style="font-family:SimSun;">经销商预计销量持平，</span><span style="font-family:SimSun;">27%</span><span style="font-family:SimSun;">经销商预计销量增长，无经销商预计销量下降。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">、库存预测：</span><span style="font-family:SimSun;">73%</span><span style="font-family:SimSun;">经销商预计维持现有库存水平，</span><span style="font-family:SimSun;">27%</span><span style="font-family:SimSun;">经销商预计缩减现有库存水平，无经销商预计增加现有库存水平。</span><span style="font-family:SimSun;">7</span><span style="font-family:SimSun;">月底经销商平均库存水平</span><span style="font-family:SimSun;">59</span><span style="font-family:SimSun;">天。</span><span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <img src="data:image/png;base64,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" alt="" /><span style="font-family:SimSun;"></span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <span><span style="font-family:SimSun;"></span><span style="font-family:SimSun;">1</span></span><span style="font-family:SimSun;">表示上涨</span><span style="font-family:SimSun;">-1</span><span style="font-family:SimSun;">表示下降</span><span style="font-family:SimSun;">0</span><span style="font-family:SimSun;">表示平稳</span><span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;"> <span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">我的轮胎网经销商信心指数</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">1</span><span style="font-family:SimSun;">、指标解释</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">我的轮胎网经销商信心指数（</span><span style="font-family:SimSun;">Mytyrenet Tyre Dealers' Confidence Index</span><span style="font-family:SimSun;">），是预测轮胎行业未来</span><span style="font-family:SimSun;">1-2</span><span style="font-family:SimSun;">个月市场情况的先行指标，包括价格信心指数、销量信心指数、库存信心指数。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">2</span><span style="font-family:SimSun;">、调查范围</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">调查的对象：从事卡客车轮胎经销商，</span><span style="font-family:SimSun;">2024</span><span style="font-family:SimSun;">年销售额在</span><span style="font-family:SimSun;">200-500</span><span style="font-family:SimSun;">万；从事轿车轮胎经销商，</span><span style="font-family:SimSun;">2023</span><span style="font-family:SimSun;">年销售额在</span><span style="font-family:SimSun;">50-200</span><span style="font-family:SimSun;">万。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">3</span><span style="font-family:SimSun;">、调查方法</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">经销信心指数原始数据采用“定产品、定市场、定时间”直接派人对经销商的老板或者主管经营的经理人进行采集。</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">4</span><span style="font-family:SimSun;">、指数的应用</span><span></span> </p> <p class="MsoNormal"> <span style="font-family:SimSun;">轮胎上游企业、轮胎厂和一级代理商可以根据库存指数的变化来调整生产计划和库存计划，对市场进行前瞻性预判。</span> </p> <p class="MsoNormal"> <span></span> </p> <p class="MsoNormal"> <span></span> </p>
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