奶酪是一种发酵的牛奶制品,其性质与常见的酸牛奶有相似之处,都是通过发酵过程来制作的,也都含有可以保健的乳酸菌,但是奶酪的浓度比酸奶更高,近似固体食物,营养价值也因此更加丰富。
奶酪分类
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)
资料来源:智研咨询整理智研咨询发布的《2022-2028年中国奶酪行业投资潜力分析及发展前景展望报告》共十章。首先介绍了奶酪行业市场发展环境、奶酪整体运行态势等,接着分析了奶酪行业市场运行的现状,然后介绍了奶酪市场竞争格局。随后,报告对奶酪做了重点企业经营状况分析,最后分析了奶酪行业发展趋势与投资预测。您若想对奶酪产业有个系统的了解或者想投资奶酪行业,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。
第一章奶酪行业产品基本概述
第一节 产品定义、特点、性质所素及所属行业
第二节 行业主管部门及管理体制
第三节 产品应用领域及发展历程
第二章奶酪行业环境分析
第一节 行业环境分析
1、政治法律环境分析
2、经济环境分析
3、社会文化环境分析
4、技术环境分析
第二节 行业相关政策、法规
第三节 行业所进入的壁垒与周期性分析
第三章奶酪行业产业链分析及对行业的影响
第一节 上游原料产业链发展状况分析
第二节 下游需求产业链发展情况分析
第三节 上下游行业对奶酪行业的影响分析
第四章奶酪行业国内市场深度分析
第一节 奶酪行业市场现状分析及预测
儿童群体正处于成长阶段,奶酪能够为其提供丰富的钙、蛋白质及维生素等营养元素,并添加了多种水果等改善口感,兼具营养和美味。2020年,我国奶酪零售市场规模约为88.4亿元,较上年增加16.3亿元,同比增长22.7%。
2015-2020年我国奶酪零售市场规模及增速
![](//m.zentents.com/research/img/2021/10/A871947FW8_m.png)
资料来源:智研咨询整理
第二节 2022-2028年产品产量分析及预测
第三节 2022-2028年市场需求分析及预测
第四节 产品消费领域与消费结构分析
第五节 价格趋势分析
第六节 进出口状况分析
第五章奶酪行业主要生产企业、经销商介绍
第一节 内蒙古伊利奶食品有限责任公司
一、企业基本概况
二、企业经营与财务状况分析
三、企业竞争优势分析
四、企业未来发展战略与规划
第二节 北京超凡食品有限公司
一、企业基本概况
二、企业经营与财务状况分析
三、企业竞争优势分析
四、企业未来发展战略与规划
第三节 黑龙江红星集团股份有限公司
一、企业基本概况
二、企业经营与财务状况分析
三、企业竞争优势分析
四、企业未来发展战略与规划
第四节 吉林省长白山乳业有限公司
一、企业基本概况
二、企业经营与财务状况分析
三、企业竞争优势分析
四、企业未来发展战略与规划
第五节 中兴农牧股份有限公司
一、企业基本概况
二、企业经营与财务状况分析
三、企业竞争优势分析
四、企业未来发展战略与规划
第六章奶酪行业国内拟在建项目分析及竞争对手动向
第一节 国内主要竞争对手动态分析
第二节 国内拟在建项目分析
第七章奶酪行业国外市场分析
第一节 国外市场整体概述
第二节 亚洲地区主要市场概况
第三节 欧盟主要国家市场概况
第四节 北美地区主要市场概况
第五节 国外生产商或进口商介绍
第八章奶酪行业用户度分析
第一节 奶酪行业用户认知程度
第二节 奶酪行业用户关注因素
1、功能
2、质量
3、价格
4、外观
5、服务
第九章奶酪行业未来发展预测及投资前景分析
第一节 当前行业存在的问题
第二节 行业竞争状况分析
第三节 行业发展预测与投资前景分析
第十章奶酪行业投资风险及防范措施
第一节 政策风险
第二节 技术风险
第三节 市场风险
第四节 财务风险
第五节 经营管理风险
第六节 投资建议
图表目录
图表:国内生产总值同比增长速度
图表:全国粮食产量及其增速
图表:规模以上工业增加值增速(月度同比)(%)
图表:社会消费品零售总额增速(月度同比)(%)
图表:进出口总额(亿美元)
图表:广义货币(M2)增长速度(%)
图表:居民消费价格同比上涨情况
图表:工业生产者出厂价格同比上涨情况(%)
图表:城镇居民人均可支配收入实际增长速度(%)
图表:农村居民人均收入实际增长速度
图表:人口及其自然增长率变化情况
图表:2021年固定资产投资(不含农户)同比增速(%)
图表:2021年房地产开发投资同比增速(%)
图表:2021年中国GDP增长预测
图表:国内外知名机构对2021年中国GDP增速预测
图表:2022-2028年中国奶酪供给预测分析
图表:2022-2028年中国奶酪需求预测分析
图表:2022-2028年中国奶酪产业市场进出口预测分析
图表:2022-2028年中国奶酪产业市场盈利预测分析
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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