第一部分产业环境透视
第一章2017-2021年中国特种水泥行业发展环境分析
第一节 2017-2021年中国特种水泥行业政策环境
一、中国特种水泥行业监管体制分析
二、中国特种水泥行业主要法律法规
三、中国特种水泥行业政策走势解读
第二节 中国特种水泥行业在国民经济中地位分析
第三节 中国特种水泥行业进入壁垒/退出机制分析
一、中国特种水泥行业进入壁垒分析
二、中国特种水泥行业退出机制分析
第四节 中国特种水泥行业技术环境分析
一、专利技术增长形式
二、专利申请人分析
三、专利分类分析
第二部分行业深度分析
第二章2017-2021年中国特种水泥所属行业规模与经济效益
第一节 2017-2021年中国特种水泥行业总体规模分析
一、中国特种水泥所属行业企业数量分析
二、中国特种水泥所属行业资产规模分析
三、中国特种水泥行业销售收入分析
四、中国特种水泥行业利润总额分析
第二节 2017-2021年中国特种水泥所属行业经营效益分析
一、中国特种水泥所属行业偿债能力分析
二、中国特种水泥所属行业盈利能力分析
三、中国特种水泥所属行业毛利率分析
四、中国特种水泥所属行业运营能力分析
第三节 2017-2021年中国特种水泥所属行业成本费用分析
一、中国特种水泥所属行业销售成本分析
二、中国特种水泥所属行业销售费用分析
三、中国特种水泥所属行业管理费用分析
四、中国特种水泥所属行业财务费用分析
第三章2017-2021年中国特种水泥行业重点区域发展分析
第一节 华北地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第二节 东北地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第三节 华东地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第四节 华南地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第五节 华中地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第六节 西南地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第七节 西北地区
一、整体区域现状及规模分析
二、重点市场发展情况
三、区域龙头企业分析
四、2022-2028年发展前景及投资规划
第四章2017-2021年产业运行态势分析
第一节 2017-2021年行业发展环境
一、国内外经济环境
二、相关产业环境
三、技术发展环境
第二节 2017-2021年行业市场运行现状
一、市场发展现状
水泥是国民经济建设的重要基础原材料,目前国内外尚无一种材料可以替代它的地位。随着我国经济的高速发展,水泥在国民经济中的作用越来越大。随着我国经济发展方式转型和进入“新常态”,水泥需求平稳并有下降趋势,行业进入产能过剩时代。2016年起,我国开始推进供给侧结构性改革,“去产能”成为水泥行业的持续性特征;同时,错峰限产、行业自律、环境治污、环保督察等措施的持续推行,亦影响市场供需关系改善。根据国家统计局数据:2020年中国水泥产量为23.95亿吨,2021年1-11月中国水泥产量为21.73亿吨。
2011-2021年中国水泥产量
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)
资料来源:国家统计局、智研咨询整理
二、行业发展存在的问题
三、行业发展存在的机遇
第三节 2017-2021年行业竞争格局
一、市场竞争格局
二、品牌竞争格局
第四节 2017-2021年行业发展动态分析
一、最新动态列举
二、对行业产生的有利影响分析
三、对行业产生的不利影响分析
第五章2017-2021年中国特种水泥产业链构成分析
第一节 中国特种水泥行业产业链构成分析
第二节 中国特种水泥行业上游产业供应能力分析
一、上游产业发展现状
二、上游产业供应能力分析
三、2022-2028年上游产业供应能力预测
第三节 中国特种水泥行业下游产业市场需求能力分析
一、下游产业发展现状
二、下游产业供应能力分析
三、2022-2028年下游产业市场需求能力预测
第四节 特种水泥企业产业链延伸策略研究
一、产业链延伸的定义与优势
二、特种水泥企业产业链延伸策略的方向分析
三、特种水泥企业产业链延伸策略的建议
第六章2017-2021年中国特种水泥行业渠道及模式分析
第一节 2017-2021年中国特种水泥行业盈利及经营模式分析
一、2017-2021年中国特种水泥行业盈利模式分析
1、2017-2021年中国特种水泥行业盈利模式分析
2、2017-2021年影响中国特种水泥行业盈利的因素分析
二、2017-2021年中国特种水泥行业经营模式分析
第二节 2017-2021年中国特种水泥行业渠道结构分析
一、2017-2021年中国特种水泥行业渠道结构分析
二、现有渠道的优劣势对比
三、渠道选择建议
第三部分竞争格局分析
第七章2022-2028年中国特种水泥产业园区规划与运营策略
第一节 2022-2028年中国特种水泥产业园区建设和运营
一、园区开发规划设计
二、产业空间布局设计
三、运营管理模式设计
四、招商引资系统设计
第二节 2022-2028年中国特种水泥产业园区招商引资研究
一、园区的投融资策划
二、招商引资政策设计
三、招商方案设计管理
四、招商策略程序设计
第三节 2022-2028年中国特种水泥产业园区服务体系建设
一、园区土地运营体系设计
二、园区增值服务体系构建
三、园区金融投资体系设计
四、园区模式输出盈利模式
第四节 2022-2028年中国特种水泥产业园区开发运营策略研究
一、公开招标建设运营
二、进行系统科学规划
三、加强园区自主建设
四、合理出台税收政策
五、提高企业入驻标准
第五节 2022-2028年中国特种水泥产业园区提升竞争力策略
一、促进产业集群方面
二、加强财政税收扶持
三、建立科技服务机制
四、完善人才培养机制
五、品牌营销推广方面
第八章2017-2021年中国特种水泥行业企业综合排名分析
第一节 2017-2021年中国特种水泥行业不同类型企业排名
一、中国特种水泥行业民营主要企业
二、中国特种水泥行业外资主要企业
第九章规划中国特种水泥行业重点企业分析
第一节 新疆天山水泥股份有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第二节甘肃祁连山水泥集团股份有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第三节 贵港市云鹏特种水泥有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第四节 唐山北极熊建材有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第五节 南京银佳白水泥有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第六节 新密北方耐火工业有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第七节 苏州光华水泥厂有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第八节 葛洲坝石门特种水泥有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第九节 尧柏特种水泥集团有限公司
一、企业简介
二、主要特种水泥品牌
三、企业经营情况
四、竞争优势分析
五、发展战略及规划
第四部分行业投资分析
第十章2022-2028年中国特种水泥行业规划投资环境分析
第一节 2022-2028年经济环境预判
一、2022-2028年国民经济增长形势预测
二、2022-2028年工业经济发展形势分析
三、2022-2028年社会固定资产投资形势
四、2022-2028年社会消费品零售额预测
第二节 2022-2028年重点领域环境分析
一、2022-2028年金融环境预判
二、2022-2028年资源环境预判
三、2022-2028年生态环境预判
第三节 2022-2028年中国特种水泥行业社会环境分析
一、2022-2028年人口规模与结构
二、2022-2028年城镇化趋势与进程
三、2022-2028年居民收入增长预测
第十一章2022-2028年中国特种水泥行业投资前景策略分析
第一节 2022-2028年中国特种水泥行业规划发展前景预测
一、中国特种水泥行业投资前景预测分析
二、中国特种水泥行业需求规模预测分析
三、中国特种水泥行业市场前景预测分析
第二节 2022-2028年中国特种水泥行业投资风险分析
一、产业政策风险
二、原料市场风险
三、市场竞争风险
四、技术研发风险
五、其他方面风险
第三节 2022-2028年中国特种水泥行业投资策略
一、区域投资策略分析
二、投资方向及建议
第十二章2022-2028年中国特种水泥行业前景发展分析
第一节 2022-2028年中国特种水泥行业前景SWOT分析
一、优势分析
二、劣势分析
三、机遇分析
四、威胁分析
第二节 2022-2028年中国特种水泥所属行业前景数据预测
一、中国特种水泥所属行业企业数量预测
二、中国特种水泥所属行业资产规模预测
三、中国特种水泥所属行业销售收入预测
四、中国特种水泥所属行业利润总额预测
第三节 2022-2028年中国特种水泥所属行业经营效益预测
一、中国特种水泥所属行业偿债能力预测
二、中国特种水泥所属行业盈利能力预测
三、中国特种水泥所属行业的毛利率预测
四、中国特种水泥所属行业运营能力预测
第五部分投资规划及战略
第十三章十四五投资规划分析
第一节 2022-2028年行业投资机会
一、产业链投资机会
二、细分市场投资机会
三、重点区域投资机会
第二节 2022-2028年行业投资风险及防范
一、政策风险及防范
二、技术风险及防范
三、供求风险及防范
四、宏观经济波动风险及防范
五、关联产业风险及防范
六、产品结构风险及防范
七、其他风险及防范
第三节 2022-2028年中国农业机械行业投资建议
一、中国特种水泥行业未来发展方向
二、中国特种水泥行业主要投资建议
三、中国特种水泥企业融资分析
第四节 2022-2028年投资规划建议
第十四章2022-2028年特种水泥企业战略规划策略分析
第一节 2022-2028年企业发展战略规划背景意义
一、企业转型升级的需要
二、企业做大做强的需要
三、企业可持续发展需要
第二节 2022-2028年企业战略规划策略分析
一、战略综合规划
二、技术开发战略
三、区域战略规划
四、产业战略规划
五、营销品牌战略
六、竞争战略规划
第三节 2022-2028年规划企业重点客户战略实施
一、重点客户战略的必要性
二、重点客户的鉴别与确定
三、重点客户的开发与培育
四、重点客户市场营销策略(ZY ZS)
部分图表目录:
图表:中国特种水泥行业生命周期
图表:全球特种水泥进出口增长情况
图表:全球特种水泥进出口区域分布
更多图表见正文……