第一章中国家具行业发展环境分析
第一节 2021年中国宏观经济发展环境分析
一、2021年中国GDP增长情况分析
二、2021年工业经济发展形势分析
三、2021年全社会固定资产投资分析
四、2021年社会消费品零售总额分析
五、2021年城乡居民收入与消费分析
六、2021年对外贸易的发展形势分析
第二节 政策环境分析
一、家具行业政策分析
(一)家具行业主要法律法规
(二)家具行业以旧换新政策
(三)家具行业贸易政策
二、相关行业标准分析
(一)木质家具通用技术条件
(二)红木家具通用技术条件
(三)金属家具通用技术条件
(四)软体家具新标准
(五)儿童家具通用技术条件
(六)家具行业环保标准概述
第三节 家具行业地位分析
一、行业在国民经济中的地位
二、行业对人民生活的影响
三、行业关联度分析
第四节 家具行业发展的“波特五力模型”分析
一、行业现有企业的竞争分析
二、行业新进入者的威胁分析
三、行业替代产品的威胁分析
四、行业上游供应商议价能力
五、行业下游消费者议价能力
第五节 影响家具行业发展的主要因素分析
第二章中国家具行业市场规模分析及预测
第一节 中国家具行业发展分析
随着中国家具制造业企业数量的增加,总资产也随之增长,2021年中国家具制造业总资产达6672.1亿元,较2020年增加了324.2亿元,同比增长5.11%,其中流动资产为4123.5亿元。
2014-2021年中国家具制造业总资产统计
![](//m.zentents.com/research/202110/data:image/png;base64,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)
资料来源:国家统计局、智研咨询整理
一、2019年家具行业发展概述
二、2021年家具行业发展概述
二、2021年家具细分行业概述
(一)2021年木质家具行业概述
(二)2021年竹藤家具行业概述
(三)2021年金属家具行业概述
第二节 我国家具市场结构分析
一、中国家具市场需求结构分析
(一)中国家具需求情况分析
(二)高档家具市场需求规模
(三)中档家具市场需求规模
(四)低档家具市场需求规模
二、中国家具市场选择路线分析
(一)家具市场高端路线分析
(二)家具市场中端路线分析
(三)家具市场低端路线分析
三、中国家具产品用途结构分析
第三节 中国家具行业区域市场分析
一、中国家具特色区域情况分析
二、东北地区家具市场运行状况
三、华北地区家具市场运行状况
四、华东地区家具市场运行状况
五、华中地区家具市场运行状况
六、华南地区家具市场运行状况
七、西南地区家具市场运行状况
八、西北地区家具市场运行状况
第四节 家具区域发展情况分类
一、总量优势型
二、快速上升型
三、结构调整型
四、发展潜力型
五、基础薄弱型
第五节 2022-2028年中国家具行业市场规模预测
第三章中国家具需求与消费状况分析及预测
第一节 中国家具消费者消费偏好调查分析
一、消费者购买家具动机分析
二、消费者更换家具频率调查
三、消费者购买家具预算情况
四、消费者购买家具关注因素
五、家具购买风格偏好分析
六、家具购买材质喜好分析
第二节 中国家具消费者价格敏感度分析
第三节 中国家具行业消费趋势分析
第四节 2017-2021年中国家具消费统计
第五节 2017-2021年中国家具产量统计
第六节 2022-2028年中国家具产量预测
第四章中国家具行业市场价格分析及预测
第一节 价格形成机制分析
第二节 价格影响因素分析
第三节 中国家具行业平均价格分析
第四节 中国家具行业价格走势分析
一、红木家具价格走势分析
二、软体家具价格走势分析
三、金属家具价格走势分析
第五章2021年中国家具所属行业进出口市场情况分析及预测
第一节 影响进出口变化的主要原因分析
第二节 2021年中国家具所属行业进出口分析
一、2021年中国家具所属行业进口分析
二、2021年中国家具所属行业出口分析
第三节 2022-2028年中国家具所属行业进出口市场预测分析
一、中国家具所属行业进口预测
二、中国家具所属行业出口预测
第六章我国家具行业技术工艺发展分析
第一节 国外家具加工工艺及生产技术
第二节 国内家具加工工艺及生产技术
第三节 中外家具技术差距及借鉴意义
第四节 中国家具行业产品技术趋势
一、产品技术新动态
二、产品技术发展趋势预测
第五节 中国家具生产发展方向建议
第七章中国家具行业竞争格局分析
第一节 家具行业竞争格局综述
一、家具行业集中度分析
二、家具行业竞争程度分析
三、家具行业外资进入增多
第二节 家具行业竞争格局分析
一、产品竞争格局分析
(一)京派家具产品竞争态势
(二)粤派家具产品竞争态势
(三)川派家具产品竞争态势
二、渠道竞争格局分析
(一)京派家具渠道竞争态势
(二)粤派家具渠道竞争态势
(三)川派家具渠道竞争态势
三、品牌竞争格局分析
(一)京派家具品牌竞争态势
(二)粤派家具品牌竞争态势
(三)川派家具品牌竞争态势
四、价格竞争格局分析
第三节 家具行业企业竞争策略
一、中国家具行业市场竞争格局
二、中国家具行业竞争策略分析
(一)产品竞争策略分析
(二)价格竞争策略分析
(三)渠道竞争策略分析
(四)品牌竞争策略分析
第八章家具重点企业分析
第一节 敏华控股有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第二节 美克美家家具连锁有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第三节 索菲亚家居股份有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第四节 德尔国际家居股份有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第五节 广东省宜华木业股份有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第六节 喜临门家具股份有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第七节 浙江永强集团股份有限公司
一、企业基本概况
二、公司主要财务指标分析
三、企业成本费用指标
第九章我国家具行业投资价值与投资策略分析
第一节 行业SWOT模型分析
一、优势分析
二、劣势分析
三、机会分析
四、风险分析
第二节 家具行业投资价值分析
一、家具行业发展前景分析
二、家具行业投资机会分析
三、家具行业投资策略分析
第三节 家具行业投资风险分析
一、市场竞争风险分析
二、原材料压力风险分析
三、渠道建设风险分析
四、行业政策风险分析
五、出口需求风险分析
第四节 家具行业投资策略分析
一、重点投资品种分析
二、重点投资地区分析
部分图表目录:
图表1 2021年国内生产总值初步核算数据
图表2 2017-2021年GDP环比增长速度
图表3 2017-2021年各月累计营业务收入与利润总额同比增速
图表4 2017-2021年各月累计每百元主营业务收入中的成本与主营业务收入利润率
图表5 2021年分经济类型主营业务收入与利润总额同比增速
图表6 2017-2021年固定资产投资(不含农户)同比增速
图表7 2017-2021年分地区投资相邻两月累计同比增速
图表8 2017-2021年固定资产投资到位资金同比增速
图表9 2021年份固定资产投资(不含农户)主要数据
图表10 2021年社会消费品零售总额
图表11 2021年中国月度进出口及贸易差额情况
图表12 2017-2021年中国部分商品出口增速变化
图表13 2021年中国与主要贸易伙伴贸易情况
图表14 2021年中国进出口贸易方式、企业性质情况
图表16 国内家具环保标准
图表17 2021年中国木质家具产量数据统计(分省市)
图表18 2021年中国竹藤家具产量数据统计(分省市)
图表19 2017-2021年中国家具需求情况分析
图表20 2017-2021年中国高档家具需求规模分析
图表21 2017-2021年中国中档家具需求规模分析
图表22 2017-2021年中国低档家具需求规模分析
图表23 中国家具区域销售市场结构变化
更多图表见正文……