第一章二手车市场概述
1.1 二手车市场的概念界定
1.1.1 二手车的普遍定义
1.1.2 我国二手车的定义
1.1.3 二手车的交易优势
1.2 二手车市场与相关市场的关系
1.2.1 与新车市场的关系
1.2.2 与租赁市场的关系
1.2.3 与汽车金融/保险市场的关系
1.2.4 与汽车检测服务市场的关系
第二章2017-2021年中国二手车市场增长动力分析
2.1 中国汽车产业蓬勃发展
2.1.1 汽车工业产销规模
2.1.2 汽车保有量规模
2.1.3 汽车工业经济效益
2.1.4 新车与二手车市场关联分析
2.2 消费需求环境日益趋好
2.2.1 居民收入水平
2.2.2 潜在消费者分析
2.2.3 二手车消费市场潜力
2.2.4 二手车消费人群分析
2.3 互联网的发展提高信息透明度
2.3.1 互联网基础建设日趋完善
2.3.2 互联网打破信息壁垒
2.3.3 大数据及诚信档案的运用
2.3.4 支付技术日渐成熟
2.3.5 电商平台蓬勃发展
2.4 政府和行业协会的支持性政策
2.4.1 二手车限迁政策放宽
2.4.2 促进市场交易意见
2.4.3 二手车企业规范管理
2.4.4 二手车税收政策调整
2.4.5 二手车评估规范政策
第三章国际二手车市场发展分析及经验借鉴
3.1 国外二手车市场特点分析
3.1.1 交易规模特征
3.1.2 市场流通特征
3.1.3 收售评估体制
3.1.4 交易模式特征
3.1.5 其他特征分析
3.2 美国二手车市场分析
3.2.1 市场发展概述
3.2.2 市场运行分析
3.2.3 二手车流通分析
3.2.4 行业特征分析
3.2.5 经营模式分析
3.3 日本二手车市场分析
近年来,日本二手车出口量基本保持在年均100万辆以上。2018年日本二手车出口量达到132.7万辆,创下近 10 年来的历史新高。受新冠肺炎疫情、部分国家提高二手车进口要求等因素影响,2020年日本二手车出口量106.2 万辆,同比下降18%,连续两年出现负增长。
2015-2020年日本二手车出口量及同比增速
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)
资料来源:日本海关、智研咨询整理
3.3.1 市场发展概述
3.3.2 市场交易渠道
3.3.3 市场消费特征
3.3.4 经营模式分析
3.4 德国二手车市场分析
3.4.1 市场现状分析
3.4.2 行业特征分析
3.4.3 经营模式分析
3.5 其他国家二手车市场分析
3.5.1 法国
3.5.2 俄罗斯
3.5.3 韩国
3.6 国外二手车评估体系及启示
3.6.1 国外二手车评估体系现状
3.6.2 国内外二手车评估体系差异
3.6.3 国外二手车评估体系的启示
3.7 国外二手车市场经验的借鉴意义
3.7.1 丰富二手车收售模式
3.7.2 健全二手车评估体系
3.7.3 规范售后服务
第四章2017-2021年中国二手车市场发展分析
4.1 中国二手车市场发展概述
4.1.1 对经济发展的重要性
4.1.2 二手车市场背景回顾
4.1.3 二手车市场发展态势
4.1.4 二手车市场发展利好
4.2 2017-2021年中国二手车市场交易分析
4.2.1 市场规模分析
4.2.2 市场景气程度
4.2.3 区域格局分析
4.2.4 车型种类分布
4.2.5 使用年限分析
4.2.6 交易价格分布
4.3 2017-2021年中国二手车市场区域分析
4.3.1 区域活跃度分析
4.3.2 城市活跃度分析
4.3.3 市场活跃度特点
4.3.4 各区域交易价格
4.4 2017-2021年中国二手车市场发展现状特征
4.4.1 二手车交易量偏低
4.4.2 二手车供给不充分
4.4.3 用户接受度较低
4.4.4 用户群体特征
4.5 2017-2021年中国二手车跨区域流通情况
4.5.1 二手车跨区域交易规模
4.5.2 二手车跨区域流通利好
4.5.3 二手车限迁问题回顾
4.5.4 我国机动车排放标准
4.5.5 二手车跨区域流通前景
4.6 中国二手车市场面临的问题
4.6.1 市场税费问题
4.6.2 车辆限迁问题
4.6.3 市场诚信问题
4.6.4 售后质保问题
4.6.5 金融服务问题
4.6.6 保险服务问题
4.6.7 流通体系问题
4.7 中国二手车行业的发展建议
4.7.1 大力发展品牌二手车经营
4.7.2 推动交易市场优化升级
4.7.3 加快信息化建设进程
4.7.4 完善相关政策和制度
4.7.5 推广二手车认证制度
4.7.6 建立二手车历史档案
第五章2017-2021年中国二手车流通经营管理分析
5.1 二手车流通概述
5.1.1 二手车交易链介绍
5.1.2 二手车流通的要求
5.1.3 二手车流通程序条件
5.1.4 二手车流通监管措施
5.2 中国二手车市场参与主体分析
5.2.1 二手车交易市场
5.2.2 二手车鉴定评估机构
5.2.3 二手车拍卖公司
5.2.4 二手车经营公司
5.2.5 二手车经纪公司
5.3 中国二手车流通体系现状特征
5.3.1 区域集中度高
5.3.2 经营主体分散
5.3.3 评估体系缺失
5.3.4 专业化分工缺失
5.4 中国二手车经营格局的瓶颈分析
5.4.1 交易市场水平较低
5.4.2 缺乏现代经营手段
5.4.3 经营方式单一
5.4.4 4S店发展不成熟
第六章2017-2021年中国二手车交易渠道分析
6.1 二手车交易渠道概述
6.1.1 二手车交易渠道概述
6.1.2 二手车交易渠道格局
6.1.3 二手车交易渠道趋势
6.1.4 二手车交易产品定位
6.2 中国二手车交易主流渠道介绍
6.2.1 整车厂经销商
6.2.2 独立二手车经销商
6.2.3 C2C模式
6.2.4 线上平台
6.3 OEM渠道分析
6.3.1 OEM渠道介绍
6.3.2 OEM渠道的优势
6.3.3 OEM渠道定价分析
6.4 在线拍卖渠道分析
6.4.1 在线拍卖渠道介绍
6.4.2 在线拍卖渠道的优势
6.4.3 在线拍卖渠道关键因素
6.5 品牌经销渠道分析
6.5.1 品牌经销模式
6.5.2 品牌经销交易模式
6.5.3 品牌经销渠道现状
6.5.4 品牌经销渠道的优势
第七章2017-2021年中国二手车电商市场发展分析
7.1 二手车电商市场竞争优势
7.1.1 快速拓展市场
7.1.2 缩减销售成本
7.1.3 竞争更透明化
7.1.4 信息的公开化
7.1.5 形成规模效应
7.2 2017-2021年中国二手车电商市场发展综述
7.2.1 二手车电商发展周期
7.2.2 二手车电商发展阶段
7.2.3 二手车电商产业链
7.2.4 二手车电商竞争格局
7.2.5 二手车电商市场主体
7.3 2017-2021年中国二手车电商市场规模分析
7.3.1 二手车电商交易规模
7.3.2 二手车电商市场渗透率
7.3.3 二手车电商2B模式规模
7.3.4 二手车电商2C模式规模
7.4 中国二手车电商商业模式分析
7.4.1 二手车电商主要类型介绍
7.4.2 网上竞价交易平台
7.4.3 C2C虚拟寄售模式
7.4.4 B2C卖场模式
7.4.5 交易服务资讯平台
7.4.6 简单收购模式
7.4.7 第三方信息服务平台
7.5 2017-2021年中国二手车电商交易模式分析
7.5.1 二手车电商交易模式介绍
7.5.2 二手车电商B2B/C2B模式分析
7.5.3 二手车电商B2C/C2C模式分析
7.6 2017-2021年二手车电商市场投融资分析
7.6.1 市场投资规模
7.6.2 投资项目分布
7.6.3 新进企业数量
7.6.4 重点融资案例
7.7 中国二手车电商市场前景预测
7.7.1 二手车电商市场存在的问题
7.7.2 二手车电商市场影响因素
7.7.3 二手车电商市场趋势展望
第八章2017-2021年二手车配套市场发展分析
8.1 二手车检测
8.1.1 二手车检测的必要性
8.1.2 二手车检测流程介绍
8.1.3 二手车检测O2O模式
8.1.4 第三方检测市场商机
8.2 二手车估值
8.2.1 发展环境分析
8.2.2 市场发展现状
8.2.3 估值平台分析
8.2.4 主流商业模式
8.3 二手车认证质保
8.3.1 服务形式介绍
8.3.2 市场规模分析
8.3.3 市场发展痛点
8.3.4 市场渗透情况
8.3.5 市场竞争动态
8.3.6 服务发展升级
8.3.7 发展方向分析
8.4 二手车拍卖
8.4.1 二手车拍卖的流程
8.4.2 二手车拍卖的模式
8.4.3 二手车拍卖的局限
8.4.4 二手车拍卖的策略
8.4.5 网络拍卖趋势渐长
8.5 二手车金融
8.6 二手车出口
第九章2017-2021年重点区域二手车市场发展分析
9.1 广东省
9.1.1 二手车交易情况
9.1.2 重点地区市场分析
9.1.3 二手车交易税收新政
9.1.4 相关政策支持措施
9.2 上海市
9.2.1 二手车交易规模
9.2.2 二手车交易态势
9.2.3 二手车经营分析
9.3 北京市
9.3.1 二手车交易规模
9.3.2 二手车交易结构
9.3.3 二手车交易价格
9.3.4 二手车外迁情况
9.4 浙江省
9.4.1 二手车交易规模
9.4.2 二手车市场特点
9.4.3 市场存在的问题
9.4.4 市场发展建议
9.5 山东省
9.5.1 市场交易结构
9.5.2 加强市场整治
9.5.3 市场发展动态
9.5.4 市场发展趋势
9.6 其他区域
9.6.1 长春市
9.6.2 沈阳市
9.6.3 湖北省
9.6.4 四川省
9.6.5 新疆自治区
第十章中国二手车市场典型企业案例分析
10.1 广汇汽车
10.1.1 企业发展概况
10.1.2 经营效益分析
10.1.3 业务经营分析
10.1.4 财务状况分析
10.2 金固股份
10.2.1 企业发展概况
10.2.2 经营效益分析
10.2.3 业务经营分析
10.2.4 财务状况分析
10.3 亚夏汽车
10.3.1 企业发展概况
10.3.2 经营效益分析
10.3.3 业务经营分析
10.3.4 财务状况分析
10.4 Beepi
10.4.1 企业发展概况
10.4.2 企业融资情况
10.4.3 企业商业模式
10.4.4 企业竞争优势
10.5 优信集团
10.5.1 企业发展概况
10.5.2 企业融资情况
10.5.3 行业生态布局
10.5.4 企业前景展望
10.6 车易拍
10.6.1 企业发展概况
10.6.2 企业融资情况
10.6.3 企业商业模式
10.6.4 二手车检测系统
第十一章二手车市场投资及前景趋势分析
11.1 中国二手车市场投资机遇分析
11.1.1 品牌二手车发展前景看好
11.1.2 二手车电商市场趋于成熟
11.1.3 二手车评估市场异军突起
11.1.4 二手车金融市场机遇广阔
11.2 中国二手车市场发展前景展望
11.2.1 国际资本进驻
11.2.2 消费环境趋好
11.2.3 二手车车源增多
11.2.4 市场前景看好
11.3 中国二手车市场趋势分析
11.3.1 2020年市场趋势预测
11.3.2 规模化经营趋势
11.3.3 跨区域流趋势
11.3.4 市场多元化趋势
11.4 中国二手车经营模式发展趋向分析
11.4.1 交易水平提升
11.4.2 品牌连锁经营
11.4.3 线上交易平台
11.5 2022-2028年中国二手车市场预测分析
11.5.1 中国二手车市场发展因素分析
11.5.2 2022-2028年中国二手车交易量预测
11.5.3 2022-2028年中国二手车交易额预测(ZY KT)