泡沫塑料是由大量气体微孔分散于固体塑料中而形成的一类高分子材料,具有质轻、隔热、吸音、减震等特性,且介电性能优于基体树脂,用途很广。几乎各种塑料均可作成泡沫塑料,发泡成型已成为塑料加工中一个重要领域。
泡沫塑料产业链
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)
资料来源:智研咨询整理
智研咨询发布的《2021-2027年中国泡沫塑料行业市场调查分析及未来前景分析报告》共十一章。首先介绍了泡沫塑料行业市场发展环境、泡沫塑料整体运行态势等,接着分析了泡沫塑料行业市场运行的现状,然后介绍了泡沫塑料市场竞争格局。随后,报告对泡沫塑料做了重点企业经营状况分析,最后分析了泡沫塑料行业发展趋势与投资预测。您若想对泡沫塑料产业有个系统的了解或者想投资泡沫塑料行业,本报告是您不可或缺的重要工具。
本研究报告数据主要采用国家统计数据,海关总署,问卷调查数据,商务部采集数据等数据库。其中宏观经济数据主要来自国家统计局,部分行业统计数据主要来自国家统计局及市场调研数据,企业数据主要来自于国统计局规模企业统计数据库及证券交易所等,价格数据主要来自于各类市场监测数据库。
第一章泡沫塑料行业“十四五”规划概述
第一节 泡沫塑料行业定义及分类
第二节 我国泡沫塑料行业发展历程
第三节 泡沫塑料行业“十四五”总体规划预判
第二章2020年中国泡沫塑料行业发展环境分析
第一节 经济发展环境分析
第二节 泡沫塑料行业政策环境分析
一、行业相关政策
二、行业相关标准
第三节 泡沫塑料相关产业环境
第三章中国泡沫塑料行业技术研究
第一节 当前中国泡沫塑料技术发展现况分析
第二节 中国泡沫塑料技术成熟度分析
第三节 中外泡沫塑料技术差距及其主要因素分析
第四节 提高中国泡沫塑料技术的策略
第四章我国泡沫塑料行业运行分析
第一节 我国泡沫塑料行业发展状况分析
泡沫塑料是以塑料为基本组分并含有大量气泡的聚合物材料, 因此也可以说是以气体为填料的复合塑料。与纯塑料相比, 它具有很多优良的性能, 如质轻、比强度高、可吸收冲击载荷、隔热和隔音性能好等。2021年1-10月中国泡沫塑料产量为214.6万吨,同比增长6.2%。
2015-2021年中国泡沫塑料产量及增速
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)
资料来源:国家统计局、智研咨询整理
第二节 中国泡沫塑料市场规模与预测
一、2016-2020年中国泡沫塑料市场规模情况
二、2021-2027年中国泡沫塑料市场规模预测
第三节 泡沫塑料市场需求与预测
一、2016-2020年中国泡沫塑料需求量
二、2021-2027年中国泡沫塑料市场需求量预测
第四节 泡沫塑料所属行业市场进出口与预测
一、2016-2020年中国泡沫塑料所属行业进出口分析
二、2021-2027年中国泡沫塑料所属行业进出口预测
第五章泡沫塑料市场竞争状况分析
第一节 SWOT泡沫塑料及预测
第二节 中国泡沫塑料行业竞争结构分析
一、行业内竞争
二、供应商议价能力
三、客户议价能力
四、进入威胁
五、替代威胁
第六章2016-2020年中国泡沫塑料行业区域格局
第一节 华北地区泡沫塑料需求规模
第二节 东北地区泡沫塑料需求规模
第三节 华东地区泡沫塑料需求规模
第四节 华南地区泡沫塑料需求规模
第五节 华中地区泡沫塑料需求规模
第六节 西部地区泡沫塑料需求规模
第七章中国泡沫塑料行业重点企业分析
第一节 湖北祥源新材科技股份
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第二节 浙江交联辐照材料股份
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第三节 浙江华江科技股份
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第四节 濮阳绿宇新材料科技股份
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第五节 长园电子(东莞)有限公司
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第六节 润阳新材料科
一、企业基本情况分析
二、企业主要产品分析
三、企业经营情况分析
四、企业泡沫塑料下游客户情况
五、企业发展战略规划
第八章中国泡沫塑料行业投资壁垒及风险预警
第一节 泡沫塑料行业投资壁垒
一、资金壁垒
二、技术壁垒
三、地域壁垒
第二节 泡沫塑料行业投资的风险预警
一、政策风险
二、市场竞争风险
三、技术风险
四、盈利风险
第九章2021-2027年泡沫塑料行业投资预测
第一节 泡沫塑料行业“十四五”投资机会分析
第二节 泡沫塑料行业技术开发方向
第三节 2021-2027年泡沫塑料产业结构发展预测
第十章2021-2027年中国泡沫塑料行业发展前景与投资战略规划
第一节 2021-2027年泡沫塑料行业发展前景
第二节 “十四五”泡沫塑料行业投资战略规划
第十一章研究结论及投资建议
第一节 泡沫塑料行业研究结论及建议
第二节 泡沫塑料行业“十四五”投资建议(ZY ZS)
一、技术开发战略
二、产业战略规划
三、业务组合战略
四、营销战略规划
研究方法
报告研究基于研究团队收集的大量一手和二手信息,使用案头研究与市场调研相结合的方式,依据“S-C-P”、“可竞争市场理论”、“新制度经济学”等产业组织理论,科学、综合的使用SWOT、PEST、回归分析等各类型研究模型与方法综合的分析行业各种影响因素。对行业的市场环境、产业政策、市场规模、行业现状、竞争格局、技术革新、市场风险、行业壁垒、机遇以及挑战等相关因素。
公司通过对特定行业长期跟踪监测,分析行业供给端、需求端、经营特性、盈利能力、产业链和商业模方面的内容,整合行业、市场企业、渠道、用多层面数据和信息资源,为客户提供深度的行业市场研究报告,全面客观的剖析当前行业发展的总体市场容量、竞争格局、 细分数据、进出口市场需求特征等,并根据各行业的发展轨迹及实践经验,对行业未来的发展趋势做出客观预测。
本公司建立了严格的数据清洗、加工和分析的内控体系,分析师采集信息后,严格按照公司评估方法论和信息规范的要求,并结合自身专业经验,对所获取的信息进行整理、筛选,最终通过综合统计、分析测算获得相关产业研究成果。
01数据与资料来源
本公司利用大量的一手及二手资料来源核实所收集的数据或资料。二手资料来源主要包括全球范围相关行业新闻、公司年报、非盈利性组织、行业协会、政府机构、海关数据及第三方数据库等,根据具体行业,应用的二手信息来源具有一定的差异。一般会应用的收集到的二手信息有来自新闻网站及第三方数据库如SEC 文件、公司年报、万得资讯、国研网、中国资讯行数据库、csmar 数据库、皮书数据库及中经专网、国家知识产权局等。
一手资料来源于研究团队对行业内重点企业访谈获取的一手信息数据,主要采访对象有公司CEO、营销/销售总监、高层管理人员、行业专家、技术负责人、下游客户、分销商、代理商、经销商等。市场调研部分的一手信息来源为需要研究的对象终端消费群体。
02研究方法与模型
SWOT分析、PEST分析、波特五力模型、行业生命周期理论、S-C-P分析方法、产业结构理论、产业竞争力模型、产业集群理论等。
03规模测算方法(三角测定)
本公司一般会通过行业访谈、电话访问等调研获取一手数据时,调研人员会将多名受访者的资料及意见、多种来源的数据或资料、供应端及需求端进行比对核查。在资料验证过程中,一般通过三角测定的方式,从供需两个方向出发,验证资料的合理性。
在数据验证过程中,本公司一般采用自上而下和自下而上方法来评估和验证数据的合理。产品关键生产商通过二手及一手信息来确定,行业规模(产销量及产值等),通过一手和二手信息判断,所有的市场份额、数据细分比例等,基于收集到的一手和二手信息核对和评估。本研究涵盖的所有可能影响市场的参数都已经被考虑进去,进行了广泛的细节观察,通过一手资料得到了验证,并进行了分析,以得到最终的定量和定性数据。研究一般包括了关键生产商公开的报告、评论、时事通讯以及对这些生产商相关人员的采访信息。
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