兔可成群生活,但野兔一般独居。中国仅有9种兔属种类,其中草兔分布欧、亚、非三洲,中国除华南和青藏高原外,广泛分布;雪兔冬毛变白,分布在中国新疆、内蒙古和黑龙江北部;高原兔分布在青藏高原;华南兔分布在中国华南及台湾,邻国朝鲜也有分布。
受供给侧结构性改革、环境保护政策等影响,我国兔业发展趋缓。2021年中国兔业产值约为247.97亿元,同比下降0.1%。
2015-2021年中国兔业产值及增速
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)
资料来源:中国畜牧杂志微信号、智研咨询整理
智研咨询发布的《2022-2028年中国兔子养殖产业竞争现状及发展前景预测报告》共十一章。首先介绍了兔子养殖行业市场发展环境、兔子养殖整体运行态势等,接着分析了兔子养殖行业市场运行的现状,然后介绍了兔子养殖市场竞争格局。随后,报告对兔子养殖做了重点企业经营状况分析,最后分析了兔子养殖行业发展趋势与投资预测。您若想对兔子养殖产业有个系统的了解或者想投资兔子养殖行业,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。
第一部分行业发展综述
第一章兔子养殖行业发展概述
第一节 兔子养殖行业概述
一、行业的定义
二、行业发展历程
三、兔子的价值分析
四、兔子养殖效益分析
1、经济效益
2、生态效益
第二节 兔子养殖条件分析
一、养殖环境
二、养殖饲料
三、养殖设备
第三节 最近3-5年中国兔子养殖行业经济指标分析
一、赢利性
二、成长速度
三、附加值的提升空间
四、进入壁垒/退出机制
五、风险性
六、行业周期
七、竞争激烈程度指标
第二章中国兔子养殖行业发展环境分析
第一节 全球经济环境分析
一、全球宏观经济形势
二、全球贸易环境
三、全球经济环境对行业发展的影响
第二节 中国宏观经济环境分析
一、国民经济运行情况分析
二、消费价格指数CPI、PPI分析
三、全国居民收入情况解读
四、宏观经济环境对行业的影响
第三节 社会环境分析
一、人口环境分析
二、教育情况分析
三、文化环境分析
四、中国城镇化率
五、生态环境分析
六、居民消费观念和习惯分析
七、社会环境对行业的影响
第四节 政策环境分析
一、行业政策法规
二、行业监管体制
三、行业未来规划
第五节 行业技术环境
一、兔子养殖技术发展现状
二、兔子养殖技术人才现状
三、兔子养殖技术发展趋势
第二部分行业深度分析
第三章中国兔子养殖运行现状分析
2019年中国兔行业有所回升,2020年中国家兔出栏量31944.3万只,同比增长2.0%;家兔存栏量为13142.5万只,同比增长7.7%。
2015-2020年中国家兔养殖存栏量及出栏量
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)
资料来源:中国畜牧杂志微信号、智研咨询整理
第一节 我国兔子养殖行业发展状况分析
一、行业发展历程和阶段
二、行业发展概况及特点
三、行业发展存在的问题及对策
四、行业发展模式分析
1、“公司+农户”
2、“公司+适当规模小农场”
3、“公司+养殖大户”
4、单户养殖
5、“专业分工+合同生产”
第二节 2017-2021年兔子养殖行业运行现状分析
一、行业养殖规模分析
二、行业市场规模分析
三、行业市场发展特点
第三节 2017-2021年兔子养殖市场经营情况分析
一、行业销售收入分析
二、行业产销量分析
三、行业利润总额分析
第四节 2017-2021年中国兔子养殖行业企业分析
一、企业数量变化分析分析
二、不同规模企业结构分析
三、不同所有制企业结构分析
四、从业人员数量分析
第五节 我国兔子市场价格走势分析
一、兔子市场定价机制组成
二、兔子市场价格影响因素
三、兔子价格走势分析
四、2022-2028年兔子及相关产品价格走势预测
第四章兔子市场供需形势分析
第一节 我国兔子市场供需分析
一、我国兔子行业供给情况
1、行业供给分析
2、行业产品产量分析
3、重点企业产能及占有份额
二、我国兔子行业需求情况
1、兔子行业需求市场
2、兔子行业客户结构
3、兔子行业需求的地区差异
三、我国兔子行业供需平衡分析
第二节 兔子主要市场需求分析
一、毛皮市场需求分析
二、餐饮市场需求分析
三、药材市场需求分析
第三节 兔子市场应用及需求预测
一、兔子应用市场需求特征分析
二、兔子应用市场产品需求结构分析
三、2022-2028年兔子应用领域需求量预测
第三部分市场全景调研
第五章我国兔子细分品种市场分析
第一节 中国兔养殖行业产品细分市场结构分析
一、行业产品市场结构现状分析
二、行业产品细分结构特征分析
三、行业产品细分市场发展概况
四、行业产品市场结构变化趋势
第二节 草兔
第三节 东北兔
第四节 华南兔
第五节 雪兔
第六章我国兔子养殖行业产业结构分析
第一节 兔子养殖产业链结构分析
一、兔子养殖行业产业链构成
二、兔子养殖行业产业链结构模型分析
三、主要环节增值空间
四、产业链条的竞争优势分析
第二节 兔子上游行业发展分析
一、主要饲料市场供应状况
二、主要养殖设备市场发展现状
三、种苗的市场发展现状
第三节 兔子加工行业发展分析
一、兔子加工工艺介绍
二、兔子加工市场规模分析
三、兔子加工市场发展现状分析
四、兔子加工产品种类及结构
五、兔子加工行业重点企业产量分析
六、兔子加工行业发展前景分析
第四节 兔子应用行业发展分析
一、食品行业应用情况分析
1、兔子相关的食品种类及市场结构分析
2、兔子在餐饮市场价格分析
3、兔子在相关食品研发中的作用分析
二、皮草行业应用情况分析
1、皮草行业发展分析
2、兔子毛皮在皮草市场价格分析
3、兔子毛皮在皮草中的应用规模分析
4、兔子毛皮在皮草行业的市场前景分析
三、医药行业应用情况分析
1、医药行业发展分析
2、兔子医药在皮草市场价格分析
3、兔子医药在皮草中的应用规模分析
4、兔子医药在皮草行业的市场前景分析
第四部分行业竞争格局
第七章兔子养殖所属行业区域市场分析
第一节 中国兔子养殖重点区域市场分析预测
一、行业总体区域结构特征及变化
二、行业区域集中度分析
三、行业区域分布特点分析
四、行业企业数的区域分布分析
第二节 兔子养殖区域市场分析
一、华东地区
1、华东地区养殖兔子资源优势分析
2、华东地区兔子养殖产业发展前景及趋势
二、华中地区
1、华中地区养殖兔子资源优势分析
2、华中地区兔子养殖产业发展前景及趋势
三、华南地区
1、华南地区养殖兔子资源优势分析
2、华南地区兔子养殖产业发展前景及趋势
四、西南地区
1、西南地区养殖兔子资源优势分析
2、西南地区兔子养殖产业发展前景及趋势
五、东北地区
1、东北地区养殖兔子资源优势分析
2、东北地区兔子养殖产业发展前景及趋势
六、华北地区
1、华北地区养殖兔子资源优势分析
2、华北地区兔子养殖产业发展前景及趋势
七、西北地区
1、西北地区养殖兔子资源优势分析
2、西北地区兔子养殖产业发展前景及趋势
第八章2022-2028年兔子养殖行业竞争形势及策略
第一节 行业总体市场竞争状况分析
一、兔子养殖行业竞争结构分析
二、兔子养殖行业集中度分析
三、兔子养殖行业SWOT分析
第二节 中国兔子养殖行业竞争格局综述
一、兔子养殖行业竞争概况
二、中国兔子养殖行业竞争力分析
第九章兔子养殖行业重点企业分析
第一节 天津百草兔养殖有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第二节 平邑县政通畜牧养殖专业合作社
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第三节 浙江腾兴兔业发展有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第四节 昌乐亚欧特种动物养殖专业合作社
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第五节 四川省哈哥兔业有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第六节 甘肃巍远养殖有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第七节 青岛山水林生态养殖有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第八节 抚顺中伟养兔专业合作社
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第九节 青海宝园藏野兔生态养殖有限公司
一、企业发展概况
二、企业养殖规模分析
三、企业经营情况分析
四、企业销售渠道分析
五、企业合作模式分析
六、企业发展规划分析
第四部分投资发展前景
第十章2022-2028年兔子养殖行业投资发展前景
第一节 兔子养殖行业投资特性分析
一、兔子养殖行业进入壁垒分析
二、兔子养殖行业盈利因素分析
三、兔子养殖行业盈利模式分析
第二节 2022-2028年兔子养殖行业发展的影响因素
第三节 2022-2028年兔子养殖行业发展趋势及前景预测
第四节 兔子养殖行业投资机会
第五节 养殖业风险预测与防范
第十一章兔子养殖行业投资发展战略及建议
第一节 兔子养殖行业发展战略研究
第二节 对我国兔子养殖品牌的战略思考
第三节 兔子养殖经营策略分析
第四节 我国兔子养殖行业销售渠道模式分析
第五节 研究结论及发展建议(ZY KT)
部分图表目录:
图表:兔子养殖行业产品的分类结构
图表:兔子养殖行业成长周期图
图表:2017-2021年我国居民恩格尔系数情况
图表:2021年我国居民可支配收入情况
图表:2021年我国对外贸易进出口情况
图表:2021年兔子养殖行业养殖规模分析
图表:2021年兔子养殖行业市场规模分析
图表:2021年兔子养殖行业销售收入分析
图表:2021年兔子养殖行业产销量分析
图表:2021年兔子养殖行业利润总额分析
图表:2021年兔子养殖企业数量变化分析分析
图表:2021年兔子养殖不同规模企业结构分析
图表:2021年兔子养殖不同所有制企业结构分析
图表:2021年兔子养殖从业人员数量分析
图表:2022-2028年兔子及相关产品价格走势预测
图表:2021年兔子养殖行业产品产量分析
图表:2021年我国中药市场对兔子的需求分析
图表:2021年我国临床应用市场对兔子的需求分析
图表:2022-2028年兔子应用领域需求量预测
图表:2021年我国兔子加工市场规模分析
图表:2021年我国兔子加工产品种类及结构
图表:2021年兔子在中药材市场销量分析
图表:2022-2028年兔子养殖行业市场规模预测
图表:2022-2028年兔子产量预测
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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