第一章种植牙市场综述
第一节 种植牙市场概述
一、种植牙产品定义
二、种植牙产品分类
第二节 种植牙产业的生命周期分析
第二章2017-2021年全球种植牙市场现状分析
第一节 2017-2021年国际种植牙市场现状分析
第二节 种植牙发展环境分析
第三节 2017-2021年中国种植牙市场现状分析
种植牙兼具医疗和消费属性,近几年中国牙种植体市场规模逐年增加,其中2021年中国牙种植体市场规模约为40.7亿元,同比增长29.2%。
2016-2021年中国牙种植体市场规模及增速
![](//m.zentents.com/research/202101/data:image/png;base64,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)
资料来源:智研咨询整理
第三章2017-2021年中国种植牙所属行业市场供需平衡调查分析
第一节 2017-2021年中国种植牙市场供需平衡分析
第二节 2017-2021年影响种植牙市场供需平衡的因素分析
第三节 2022-2028年种植牙市场供需平衡走势分析预测
第四章种植牙市场价格走势及影响因素分析
第一节 2017-2021年中国种植牙产品价格统计分析
第二节 中国种植牙产品当前市场价格
一、种植牙产品当前价格分析
二、主要生产企业种植牙产品价格调查
第三节 中国种植牙行业产品当前价格影响因素分析
第五章种植牙市场发展特点分析
第一节 种植牙市场周期性、季节性等特点
第二节 种植牙市场壁垒
一、种植牙市场进入壁垒
二、种植牙市场成长壁垒
三、种植牙市场壁垒预测
第三节 种植牙市场发展SWOT分析
二、种植牙市场发展劣势分析
三、种植牙市场机遇分析
四、种植牙市场威胁分析
第四节 种植牙市场竞争程度分析
一、市场集中度分析
二、市场竞争类型分析
三、重点企业竞争策略分析
第六章2017-2021年中国种植牙市场重点区域运行分析
第一节 2017-2021年华东地区市场运行情况
第二节 2017-2021年华南地区市场运行情况
第三节 2017-2021年华中地区市场运行情况
第四节 2017-2021年华北地区市场运行情况
第五节 2017-2021年西北地区市场运行情况
第六节 2017-2021年西南地区市场运行情况
第七节 2017-2021年东北地区市场运行情况
第七章种植牙细分产品市场分析
第一节 种植牙产品细分结构
第二节 种植牙产品各细分产品需求分析
第三节 种植牙产品重点细分产品市场前景预测
第八章中国种植牙所属行业进出口数据分析
第一节 种植牙所属行业进口分析
第二节 种植牙所属行业出口分析
第三节 种植牙产品进出口政策
第九章产品主要生产企业分析
第一节 华西医科大学卫生部口腔种植科技中心
一、企业发展基本情况
二、企业主要产品分析
三、 种植牙产销数据分析
四、企业经营状况分析
五、企业产品生产布局
六、企业销售网络布局
第二节 北京莱顿生物材料有限公司
一、企业发展基本情况
二、企业主要产品分析
三、 种植牙产销数据分析
四、企业经营状况分析
五、企业产品生产布局
六、企业销售网络布局
第三节 四川大学生物材料工程研究中心
一、企业发展基本情况
二、企业主要产品分析
三、种植牙产销数据分析
四、企业经营状况分析
五、企业产品生产布局
六、企业销售网络布局
第四节 上海上远义齿有限公司
一、企业发展基本情况
二、企业主要产品分析
三、种植牙产销数据分析
四、企业经营状况分析
五、企业产品生产布局
六、企业销售网络布局
第五节河北医大厚朴口腔种植科技中心
一、企业发展基本情况
二、企业主要产品分析
三、 种植牙产销数据分析
四、企业经营状况分析
五、企业产品生产布局
六、企业销售网络布局
第十章2017-2021年中国种植牙市场竞争格局与企业竞争力评价
第一节 同类产品竞争力分析理论基础
第二节 同类产品国内企业与品牌数量
第三节 同类产品竞争格局分析
第四节 同类产品竞争群组分析
第五节 主力企业市场竞争力评价
第十一章行业渠道与消费者分析
第一节 种植牙行业营销渠道分析
第二节 种植牙行业主要客户群分析
第十二章上下游供应链分析及研究
第一节 2017-2021年种植牙行业上游原料价格分析
第二节 2017-2021年种植牙行业下游应用分析
第三节 种植牙原料主要供货商分析
第四节 种植牙下游主要客户分析
第十三章市场替代品互补产品分析
第一节 产品替代品分析
第二节 产品互补品分析
第十四章2022-2028年种植牙市场发展分析预测
第一节 2022-2028年中国种植牙市场规模预测
第二节 2022-2028年中国种植牙行业产能预测
第三节 2022-2028年中国种植牙产品供给量预测
第四节 2022-2028年中国种植牙产品价格预测
第五节 2022-2028年中国种植牙市场需求预测
第十五章种植牙市场风险提示
第一节 种植牙市场环境风险
第二节 种植牙行业政策风险
第三节 种植牙市场需求风险
第十六章投资机会及投资策略建议
第一节 投资机会
一、细分产业投资机会
二、区域市场投资机会
三、产业链投资机会
第二节 投资策略建议
一、产品定位与定价
二、成本控制
三、技术创新
四、渠道建设与营销策略(ZY ZS)
图表目录
图表:各国种植牙市场生产的特点
图表:国内外种植牙市场需求情况
图表:当前国内种植牙市场主要产品结构
图表:种植牙主要厂商排名及占市场份额
图表:主要渠道模式
图表:国内外种植牙主要品牌厂商
图表:主要品牌厂商竞争力评分
图表:国内外种植牙成长性品牌厂商
图表:成长性厂商竞争力评分
图表:区域种植牙分布结构市场份额
图表:相关产品占市场的总体份额
更多图表请见正文……