第一章透明质酸原料行业相关概述
第一节 透明质酸原料行业定义及特征
一、透明质酸原料行业定义及分类
二、行业特征分析
第二节 透明质酸原料行业经营模式分析
一、采购模式分析
二、生产模式分析
三、销售模式分析
四、透明质酸原料行业经营模式影响因素分析
第三节 透明质酸原料行业主要风险因素分析
一、经营风险分析
二、管理风险分析
三、法律风险分析
第四节 透明质酸原料行业研究概述
一、透明质酸原料行业研究目的
二、透明质酸原料行业研究原则
三、透明质酸原料行业研究方法
四、透明质酸原料行业研究内容
第二章透明质酸原料行业运行环境分析
第一节 透明质酸原料行业政治法律环境分析
一、行业管理体制分析
二、行业主要法律法规
三、行业相关发展规划
第二节 透明质酸原料行业经济环境分析
一、国际宏观经济形势分析
二、国内宏观经济形势分析
三、产业宏观经济环境分析
第三节 透明质酸原料行业社会环境分析
一、透明质酸原料产业社会环境
二、社会环境对行业的影响
三、透明质酸原料产业发展对社会发展的影响
第四节 透明质酸原料行业技术环境分析
一、透明质酸原料技术分析
二、行业主要技术发展趋势
第三章全球透明质酸原料行业运营态势
第一节 全球透明质酸原料行业发展概况
一、全球透明质酸原料行业运营态势
二、全球透明质酸原料行业竞争格局
三、全球透明质酸原料行业规模预测
第二节 全球主要区域透明质酸原料行业发展态势及趋势预测
一、北美透明质酸原料行业市场概况及趋势
二、亚太透明质酸原料行业市场概况及趋势
三、欧盟透明质酸原料行业市场概况及趋势
第四章中国透明质酸原料行业经营情况分析
第一节 透明质酸原料行业发展概况分析
一、行业发展历程回顾
二、行业发展特点分析
三、行业经营情况及全球份额分析
第二节 透明质酸原料行业生产态势分析
一、2017-2021年中国透明质酸原料行业产能统计
二、2017-2021年中国透明质酸原料行业产量分析
第三节 透明质酸原料行业销售态势分析
一、2017-2021年中国透明质酸原料行业需求统计
二、2017-2021年中国透明质酸原料行业需求区域分析
第四节 透明质酸原料行业市场规模分析
2020年中国透明质酸原料市场规模(医院)从2014年的20亿元增长至47亿元。未来透明质酸行业会随着生产技术和工艺的改进以及透明质酸与人体关系相关领域基础研究的深入,不断拓展新的认知领域和应用领域,市场需求前景广阔。
2014-2020年中国透明质酸原料市场规模(医院)及增长
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)
资料来源:亿渡数据、智研咨询整理
一、2017-2021年中国透明质酸原料行业市场规模统计
二、2017-2021年中国透明质酸原料行业需求规模区域分布
第五节 透明质酸原料行业价格现状、影响因素及趋势预测
一、2017-2021年中国透明质酸原料行业价格回顾
二、中国透明质酸原料行业价格影响因素分析
第五章2017-2021年透明质酸原料所属行业进出口分析
第一节 2017-2021年透明质酸原料所属行业进口分析
一、2017-2021年透明质酸原料所属行业进口总量分析
二、2017-2021年透明质酸原料所属行业进口总金额分析
三、2017-2021年透明质酸原料所属行业进口均价走势图
四、透明质酸原料所属行业进口分国家情况
五、透明质酸原料所属行业进口均价分国家对比
第二节 2017-2021年透明质酸原料所属行业出口分析
一、2017-2021年透明质酸原料所属行业出口总量分析
二、2017-2021年透明质酸原料所属行业出口总金额分析
三、2017-2021年透明质酸原料所属行业出口均价走势图
四、透明质酸原料所属行业出口分国家情况
五、透明质酸原料所属行业出口均价分国家对比
第六章中国透明质酸原料所属行业经济指标分析
第一节 2017-2021年中国透明质酸原料所属行业整体概况
一、企业数量变动趋势
二、行业资产变动趋势
三、行业负债变动趋势
四、行业销售收入变动趋势
五、行业利润总额变动趋势
第二节 2017-2021年中国透明质酸原料所属行业供给情况分析
一、行业总产值分析
二、行业产成品分析
第三节 2017-2021年中国透明质酸原料所属行业销售情况分析
一、行业销售产值分析
二、行业产销率情况
第四节 2017-2021年中国透明质酸原料所属行业经营效益分析
一、行业盈利能力分析
二、行业运营能力分析
三、行业偿债能力分析
四、行业发展能力分析
第七章2021年中国透明质酸原料行业竞争格局分析
第一节 透明质酸原料行业壁垒分析
一、经营壁垒
二、技术壁垒
三、品牌壁垒
四、人才壁垒
五、其他壁垒
第二节 透明质酸原料行业竞争格局
一、市场集中度分析
二、区域集中度分析
第三节 透明质酸原料行业五力竞争分析
一、现有企业间竞争
二、潜在进入者分析
三、替代品威胁分析
四、供应商议价能力
五、客户议价能力
第四节 2022-2028年透明质酸原料行业竞争力提升策略
第八章透明质酸原料行业上游产业链分析
第一节 上游原料1分析
一、上游原料1生产分析
二、上游原料1销售分析
二、2022-2028年上游原料1行业发展趋势
第二节 上游原料2分析
一、上游原料2生产分析
二、上游原料2销售分析
二、2022-2028年上游原料2行业发展趋势
第三节 上游原料市场对透明质酸原料行业影响分析
第九章透明质酸原料行业下游产业链分析
第一节 下游需求市场1分析
一、下游需求市场1发展概况
二、2022-2028年下游需求市场1行业发展趋势
第二节 下游需求市场2分析
一、下游需求市场2发展概况
二、2022-2028年下游需求市场2行业发展趋势
第三节 下游需求市场对透明质酸原料行业影响分析
第十章2017-2021年透明质酸原料行业各区域市场概况
第一节 华北地区透明质酸原料行业分析
一、华北地区区域要素及经济运行态势分析
二、2017-2021年华北地区需求市场情况
三、2022-2028年华北地区需求趋势预测
第二节 东北地区透明质酸原料行业分析
一、东北地区区域要素及经济运行态势分析
二、2017-2021年东北地区需求市场情况
三、2022-2028年东北地区需求趋势预测
第三节 华东地区透明质酸原料行业分析
一、华东地区区域要素及经济运行态势分析
二、2017-2021年华东地区需求市场情况
三、2022-2028年华东地区需求趋势预测
第四节 华中地区透明质酸原料行业分析
一、华中地区区域要素及经济运行态势分析
二、2017-2021年华中地区需求市场情况
三、2022-2028年华中地区需求趋势预测
第五节 华南地区透明质酸原料行业分析
一、华南地区区域要素及经济运行态势分析
二、2017-2021年华南地区需求市场情况
三、2022-2028年华南地区需求趋势预测
第六节 西部地区透明质酸原料行业分析
一、西部地区区域要素及经济运行态势分析
二、2017-2021年西部地区需求市场情况
三、2022-2028年西部地区需求趋势预测
第十一章透明质酸原料行业主要优势企业分析
第一节 公司1
一、企业简介
二、企业经营状况及竞争力分析
第二节 公司2
一、企业简介
二、企业经营状况及竞争力分析
第三节 公司3
一、企业简介
二、企业经营状况及竞争力分析
第四节 公司4
一、企业简介
二、企业经营状况及竞争力分析
第五节 公司5
一、企业简介
二、企业经营状况及竞争力分析
第六节 公司6
一、企业简介
二、企业经营状况及竞争力分析
第十二章2022-2028年中国透明质酸原料行业发展前景预测
第一节 透明质酸原料行业投资回顾
一、透明质酸原料行业投资规模及增速统计
二、透明质酸原料行业投资结构分析
第二节 2022-2028年中国透明质酸原料行业投资规模及增速预测
第三节 2022-2028年中国透明质酸原料行业发展趋势预测
一、透明质酸原料行业发展驱动因素分析
二、透明质酸原料行业发展趋势预测
三、2022-2028年中国透明质酸原料行业产量预测图
四、2022-2028年中国透明质酸原料行业需求预测图
五、2022-2028年中国透明质酸原料行业市场规模预测图
六、2022-2028年中国透明质酸原料行业价格走势预测图
七、2022-2028年中国透明质酸原料行业全球市场份额预测
第四节 透明质酸原料行业投资现状及建议
一、 透明质酸原料行业投资项目分析
二、 透明质酸原料行业投资机遇分析
三、 透明质酸原料行业投资风险警示
四、 透明质酸原料行业投资策略建议