通过交通行业应用平台以云化、服务化、容器化、平台化方式 为客户提供包括软件、数据服务等多种形式、多细分场景的交通领域云服务,助力客户实现数字化管理、精细化运营、智能化服务的全面转型升级。2021年中国智慧交通相关专利申请量为387项,同比下降29.25%。
2017-2021年中国智慧交通相关专利申请量及增速
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)
资料来源:智研咨询整理
智研咨询发布的《2022-2028年中国智慧交通行业市场经营管理及投资前景预测报告》共十三章。首先介绍了智慧交通行业市场发展环境、智慧交通整体运行态势等,接着分析了智慧交通行业市场运行的现状,然后介绍了智慧交通市场竞争格局。随后,报告对智慧交通做了重点企业经营状况分析,最后分析了智慧交通行业发展趋势与投资预测。您若想对智慧交通产业有个系统的了解或者想投资智慧交通行业,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。
第一章智慧交通行业发展概述
第一节 智慧交通系统的概念
一、智慧交通系统的定义
二、智慧交通系统的特点
三、智慧交通系统的优势
第二节 智慧交通系统的功能
一、顺畅功能
二、安全功能
三、环境功能
第三节 智慧交通的主要系统分类
第四节 智慧交通行业发展阶段
一、智慧交通行业发展历程
二、智慧交通行业所处阶段
三、智慧交通行业战略意义
第二章中国智慧交通行业发展环境分析(PEST)
第一节 中国智慧交通行业政策环境分析
一、行业监管部门和管理体制
二、行业主要法律法规及标准
三、智慧交通行业的主要政策
第二节 中国智慧交通行业经济环境分析
一、宏观经济发展形势分析
二、基础交通设施发展水平
三、经济环境对行业发展的影响
第三节 中国智慧交通行业社会环境分析
一、中国人口规模分析
二、主要出行方式分析
三、社会环境对行业发展的影响
第四节 中国智慧交通行业技术环境分析
一、车联网技术发展水平
二、智慧交通行业最新研究成果
三、技术环境对行业发展的影响
第三章国际智慧交通系统发展情况分析及经验借鉴
第一节 国际智慧交通系统发展综述
一、国际智慧交通产业发展历程
1、智慧交通行业起步阶段
2、关键技术研发和试点推广阶段
3、产业形成和大规模应用阶段
二、国际智慧交通标准发展状况
三、发达国家智慧交通系统应用实践
第二节 部分地区智慧交通发展状况
一、美国ITS市场发展状况分析
二、欧洲ITS市场发展状况分析
三、日本ITS市场发展状况分析
四、澳大利亚ITS市场发展状况分析
五、新加坡ITS市场发展状况分析
第三节 国外智慧交通系统案例介绍
一、斯德哥尔摩智慧交通系统治堵
二、新加坡电子道路收费(ERP)系统
三、墨尔本市自由流电子收费系统
四、日本冈山市推出智能感应红绿灯
五、新加坡高速公路监控及信息发布系统
第四章中国智慧交通产业发展现状分析
随着交通产业的技术发展及智能网联时代的到来,交通综合数据量快速增加,道路状态实时感知、车路协同等业务对实时化、智能化提出了更高的要求。2021年中国智能交通行业市场规模为1917亿元,同比增长15.62%。
2016-2021年中国智能交通行业市场规模及增速
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)
资料来源:智研咨询整理
第一节 国内智慧交通产业发展阶段
一、起步阶段
二、实质性建设阶段
三、高速发展阶段
第二节 中国发展智慧交通产业的必要性
一、城镇化进程不断加快
二、机动车保有量持续攀升
三、交通拥堵和环境污染问题加剧
四、政策空间收窄使智慧交通成必然选择
第三节 中国智慧交通产业发展概况
一、中国智慧交通产业发展现状
二、中国智慧交通市场规模
三、智慧交通产业迎来发展新契机
四、城市智慧交通的主要应用领域
五、智慧交通技术层面发展状况分析
六、中国智慧交通市场需求分析
第四节 国内智慧交通行业竞争格局分析
一、市场集中度分析
二、互联网巨头进入智慧交通领域
三、外资企业和非传统企业对行业有一定影响力
四、主要跨国公司在中国市场投资布局
(一)德国西门子(Siemens)
(二)德国PTV集团
(三)美国MEAS传感器集团
(四)美国瑞飞(Refliexite)
(五)美国环境系统研究所(ESRI)
(六)日本电石工业集团公司
第五节 智慧交通产业发展中的问题及对策
一、智慧交通市场存在的主要问题
二、制约智慧交通产业发展的瓶颈因素
三、信息共享与安全成智慧交通发展瓶颈
四、发展智慧交通产业的对策措施
第五章智慧交通行业产业链分析
第一节 智慧交通行业产业链分析
一、智慧交通产业链结构分析
二、主要环节的增值空间
三、与上下游行业的关联性
第二节 智慧交通行业上游产业发展分析
一、算法、芯片和集成电路商
二、数据提供商
三、硬件制造商
四、上游产业主要企业分布
第三节 智慧交通行业中游产业发展分析
一、系统集成商
二、系统方案解决方
三、中游产业主要企业分布
第四节 智慧交通行业下游产业发展分析
一、运营服务商
二、咨询设计商
三、终端客户
四、下游产业主要企业分布
第六章智慧交通重点领域——国内细分市场分析
第一节 公交智能化
第二节 轨道交通智能化
第三节 高速公路智能化
第四节 水路运输智能化
第七章智慧交通管理系统——国内细分市场分析
第一节 车联网
一、车联网产业链分析
二、车联网产业发展现状
三、车联网产业主导力量
四、车联网技术创新应用
五、车联网成智慧交通拓展方向
六、车联网市场前景展望
第二节 电子警察
一、电子警察类型及功能
二、电子警察的核心技术
三、电子警察的应用分析
四、视频电子警察成主流
五、电子警察应用前景分析
第三节 交通信号控制机
一、交通信号机行业发展历程
二、交通信号机行业概况分析
三、交通信号机市场规模分析
四、交通信号机发展趋势分析
第四节 智能电子车牌
第五节 应用实践
第八章智慧交通信息服务系统——国内细分市场分析
第一节 电子地图
一、电子地图产业链分析
二、电子地图市场规模分析
三、国内电子地图市场竞争格局
四、手机地图市场份额分析
五、AI技术推动手机地图升级创新
六、电子地图市场前景展望
第二节 车载导航
一、车载导航发展现状分析
二、车载GPS产品供给分析
三、前装车载导航出货量情况
四、GPS导航产品市场容量巨大
五、车载GPS市场发展前景分析
第三节 手机导航
一、手机导航优于车载导航
二、手机导航用户规模分析
三、手机导航APP的盈利模式
四、手机导航市场发展前景预测
第四节 LED显示屏
一、智慧交通系统主要显示设备
二、LED屏成主要信息发布载体
三、LED显示屏发展趋势分析
四、LED在交通应用中前景广阔
第五节 应用实践
第九章智能化停车收费系统——国内细分市场分析
第一节 电子不停车收费系统(ETC)
一、ETC系统概念及应用
二、ETC系统市场规模分析
三、ETC系统目前存在的问题
四、ETC企业发展情况分析
五、ETC市场发展前景分析
第二节 公交IC卡
一、公交IC卡普及情况分析
二、手机替代公交IC卡方案存疑
三、交通一卡通将覆盖全国
四、交通一卡通产品认证制度正式实施
五、公交IC卡应用拓展前景广阔
第三节 立体停车场
一、立体停车场概念及分类
二、立体停车场市场规模分析
三、立体停车库存在的问题及建议
四、立体停车场市场竞争格局
五、立体停车场市场前景分析
第四节 智能化停车换乘中心方案设计
一、选址策略
二、功能设计
三、配套交通设施
四、运营模式
五、收费策略
第十章中国重点城市智慧交通市场分析
第一节 北京智慧交通系统发展概况
一、北京智慧交通产业的发展基础
二、北京市智慧交通的发展现状
三、北京智慧交通建设成果分析
四、北京智慧交通发展形势分析
五、北京智慧交通体系发展规划
第二节 上海智慧交通系统发展概况
一、上海智慧交通建设基础条件
二、上海智慧交通发展现状分析
三、上海智慧交通建设成果分析
四、上海智慧交通发展规划分析
第三节 广州智慧交通系统发展概况
一、广州智慧交通建设基础条件
二、广州智慧交通发展现状分析
三、广州智慧交通建设成果分析
四、广州智慧交通发展规划分析
第四节 深圳智慧交通系统发展状况
一、深圳智慧交通建设基础条件
二、深圳智慧交通发展现状分析
三、深圳智慧交通建设成果分析
四、深圳智慧交通发展规划分析
第五节 郑州智慧交通系统发展概况
一、郑州市智慧交通系统建设情况
二、郑州市打造升级版智慧交通系统
三、郑州市智慧交通开始迈入云时代
四、郑州市智慧交通发展规划分析
第六节 成都智慧交通系统发展概况
一、成都智慧交通建设基础条件
二、成都智慧交通系统建设情况
三、成都市交警智慧交通上线
四、成都智慧交通建设成果分析
第七节 其他城市智慧交通系统发展概况
一、天津智慧交通系统发展概况
二、武汉智慧交通系统发展概况
三、南京智慧交通系统发展概况
四、南宁智慧交通系统发展概况
五、乌鲁木齐智慧交通系统发展概况
第十一章国内智慧交通产业重点企业分析及经验借鉴
第一节 中国智慧交通系统(控股)有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第二节 深圳市赛为智能股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第三节 上海宝信软件股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第四节 中兴智慧交通股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第五节 浙江大华技术股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第六节 亿阳信通股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第七节 银江股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第八节 北京易华录信息技术股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第九节 北京四维图新科技股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第十节 北京合众思壮科技股份有限公司
一、企业发展概况
二、企业经营情况
三、典型产品及解决方案
四、相关成功案例
五、核心竞争优势
第十二章2022-2028年中国智慧交通产业发展前景与规模预测分析
第一节 智慧交通产业效益分析
一、社会效益
二、经济效益
三、环境效益
第二节 2022-2028年中国智慧交通产业发展前景分析
一、智慧交通产业发展潜力分析
二、智慧交通产业发展前景展望
三、智慧交通产业未来发展趋势
第三节 2022-2028年中国智慧交通行业规模预测分析
第十三章2022-2028年中国智慧交通行业投机机会与建议
第一节 2022-2028年智慧交通行业投资机会多维透视
一、市场痛点分析
二、行业爆发点分析
三、产业链投资机会
四、细分空白点投资机会
第二节 2022-2028年智慧交通产业投资风险因素分析
一、资金风险
二、技术风险
三、竞争风险
四、经济风险
第三节 2022-2028年智慧交通产业投资建议
一、行业发展策略建议
二、行业投资方向建议
三、行业投资方式建议(ZY KT)
部分图表目录:
图表 智慧交通示意图
图表 智慧交通系统行业相关法律法规
图表 智慧交通系统行业相关业务标准
图表 智慧交通行业相关政策法规情况
图表 美国智慧交通政策
图表 欧盟ITS开发领域
图表 2016-2020年城镇化率变化趋势图
图表 2016-2020年机动车保有量变化趋势图
图表 2016-2020年私家车保有量变化趋势图
图表 2016-2020年智慧交通市场规模变化趋势图
图表 “十四五”综合交通运输发展主要指标
图表 智慧交通需求分析
图表 智慧交通产业链示意图
图表 高速公路智慧交通系统市场相关上市公司市场占有率
图表 高速公路智能监控系统解决方案
图表 车联网产业链示意图
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)
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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