3D打印(3DP)即快速成型技术的一种,又称增材制造,它是一种以数字模型文件为基础,运用粉末状金属或塑料等可粘合材料,通过逐层打印的方式来构造物体的技术。
3D打印通常是采用数字技术材料打印机来实现的。常在模具制造、工业设计等领域被用于制造模型,后逐渐用于一些产品的直接制造,已经有使用这种技术打印而成的零部件。该技术在珠宝、鞋类、工业设计、建筑、工程和施工(AEC)、汽车,航空航天、牙科和医疗产业、教育、地理信息系统、土木工程、枪支以及其他领域都有所应用。
3D打印技术目前已经步入了飞速发展的时代,以3D打印技术为代表的快速成型技术被看作是引发新一轮工业革命的关键要素。2020年中国3D打印相关企业注册数量达12608家,同比增长113.7%。
2015-2020年中国3d打印相关企业注册数量及增速
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)
资料来源:企查查、智研咨询整理
智研咨询发布的《2022-2028年中国3D打印行业发展形势分析及市场前景规划报告》共六章 。首先介绍了3D打印行业市场发展环境、3D打印整体运行态势等,接着分析了3D打印行业市场运行的现状,然后介绍了3D打印市场竞争格局。随后,报告对3D打印做了重点企业经营状况分析,最后分析了3D打印行业发展趋势与投资预测。您若想对3D打印产业有个系统的了解或者想投资3D打印行业,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1章3D打印概述
1.1 3D打印定义
1.1.1 3D打印概念
1.1.2 3D打印过程
1.2 3D打印发展历程
1.3 3D打印技术分类
1.3.1 熔融沉积快速成型
1.3.2 光固化成型
1.3.3 选择性激光烧结
1.3.4 三维粉末粘接
1.3.5 分层实体制造
1.3.6 电子束熔化成型
1.3.7 其他3D打印技术
1.3.8 各种技术总结
1.4 3D打印技术分析
1.4.1 3D打印技术优势
1.4.2 3D打印技术劣势
1.5 3D打印应用领域
第2章3D打印产业链分析
2.1 3D打印产业链概述
2.2 3D打印上游材料发展状况
2.2.1工程塑料
2.2.2 金属粉末
2.2.3 陶瓷材料
2.2.4 光固化树脂
2.2.5 生物用高分子材料
2.3 3D打印下游行业发展状况
2.3.1 航天航空及国防
2.3.2 汽车行业
2.3.3 医疗产业
2.3.4 文化创意产业
第3章3D打印材料分析
3.1 材料研究的地位
3.1.1 3D打印核心——材料
3.1.2 3D打印材料分类
3.2 SLS技术与材料
3.2.1 金属粉末
3.2.2 尼龙材料
3.2.3 石蜡粉
3.2.4 复合粉末
3.3 光敏树脂
3.3.1 光敏树脂简介
3.3.2 3D打印光敏树脂
3.3.3 陶瓷光固化材料
3.3.4 3D打印与光固化-未来的树脂
3.4 FDM技术与热熔性塑料
3.4.1 ABS
3.4.2 HIPS
3.4.3 PLA
3.4.4 PC
3.4.5 PVA
3.4.6 PVC
3.4.7 PS
3.4.8 PEEK
3.4.9 POM
3.4.10 PETG
3.4.11 其他
3.5 3DP技术与金属/陶瓷/型砂粉末
3.5.1 金属粉末
3.5.2 陶瓷粉末
3.5.3 型砂粉末
3.6 LOM技术与薄膜材料
第4章全球3D打印所属行业市场分析
4.1 全球3D打印行业发展综合分析
4.1.1 全球3D打印行业发展现状
4.1.2 全球3D打印行业发展特点
4.1.3 全球3D打印行业市场规模
4.1.4 全球3D打印市场竞争格局分析
4.2 全球3D打印重点企业分析
4.2.1 美国Stratasys
4.2.2 美国3D Systems
4.2.4 Autodesk
4.2.5 Materialise
4.2.6 Arcam
第5章中国3D打印市场分析
5.1 中国3D打印行业发展环境
5.2 中国3D打印行业发展综合分析
5.2.1 中国3D打印行业发展现状
5.2.2 中国3D打印行业区域分布
5.2.3 中国3D打印行业市场规模
3D打印通常是采用数字技术材料打印机来实现的。常在模具制造、工业设计等领域被用于制造模型,后逐渐用于一些产品的直接制造,已经有使用这种技术打印而成的零部件。该技术在珠宝、鞋类、工业设计、建筑、工程和施工(AEC)、汽车,航空航天、牙科和医疗产业、教育、地理信息系统、土木工程、枪支以及其他领域都有所应用。2020年中国3d打印市场规模约为203亿元,同比增长44.6%。
2016-2020年中国3d打印市场规模及增速
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)
资料来源:智研咨询整理
5.2.4 中国3D打印行业竞争格局分析
5.3 中国3D打印行业发展问题和机遇分析
5.3.1 3D打印行业发展问题
5.3.2 3D打印行业发展机遇
5.4 中国3D打印重点企业分析
5.4.1 先临三维
5.4.2 北科光大
5.4.3 乐彩科技
5.4.4 光韵达
5.4.5 太尔时代
5.4.6 金运激光
5.4.7 银邦股份
5.4.8 银禧科技
5.4.9 亚太科技
5.4.10 江南嘉捷
第6章3D打印行业发展总结与预测
6.1 世界3D打印产业前景及预测分析
6.1.1 行业发展方向
6.1.2 产业发展前景
6.1.3 市场规模预测
6.2 中国3D打印产业发展前景分析
6.2.1 行业发展潜力
6.2.2 行业前景展望
6.2.3 行业发展形势
6.2.4 未来发展重点
6.2.5 行业整体发展展望
6.3 3D打印产业发展趋势分析
6.3.1 整体发展趋势
6.3.2 短期发展趋势
6.3.3 中期发展趋势
6.3.4 长期发展趋势
6.4 2022-2028年中国3D打印产业发展预测分析
6.4.1 产业影响因素
6.4.2 市场规模预测 (ZY TL)
图表目录
图表1 3D打印涉及的学科
图表2 3D打印基本流程图
图表3 3D打印技术和传统制造整体对比
图表4 3D打印技术和传统制造特性对比
图表5 3D打印技术和传统制造优缺点对比
图表6 3D打印技术和传统制造方式对比
图表7 3D打印产业链示意图
图表8 3D打印行业生命周期
图表9 2017-2021年全球3D打印市场规模
更多图表见正文……
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)
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