第一章禽蛋行业概述
第一节 禽蛋行业定义
第二节 禽蛋行业市场特点分析
一、产品特征
二、影响需求的关键因素
三、主要竞争因素
第三节 禽蛋行业发展周期分析
第二章2021年中国禽蛋行业发展环境分析
第一节 2021年中国宏观经济环境分析
一、GDP历史变动轨迹分析
二、固定资产投资历史变动轨迹分析
三、2021年中国宏观经济发展预测分析
第二节 中国禽蛋行业主要法律法规及政策
第三节 2021年中国禽蛋行业社会环境发展分析
一、人口环境分析
二、教育环境分析
三、文化环境分析
四、生态环境分析
五、中国城镇化率
六、居民的各种消费观念和习惯
第三章2021年中国禽蛋行业生产现状分析
禽蛋认为鸡蛋除了含有人们熟知的多种营养物质外,还含有抗氧化剂,一个蛋黄的抗氧化剂含量相当于一个苹果。蛋白质食品中最低碳最环保的食品,在健脑益智、保护肝脏与心脑血管、抵御癌症偷袭等方面功勋卓著。2021年中国禽蛋产量为3409万吨,同比下降1.7%。
2015-2021年中国禽蛋产量及增速
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)
资料来源:国家统计局、智研咨询整理
第一节 中国禽蛋行业产能概况
一、2017-2021年中国禽蛋行业产能分析
二、2022-2028年中国禽蛋行业产能预测
第二节 中国禽蛋行业市场容量分析
一、2017-2021年中国禽蛋行业市场容量分析
二、产能配置与产能利用率调查
三、2022-2028年中国禽蛋行业市场容量预测
第三节 影响禽蛋行业供需状况的主要因素
一、2017-2021年中国禽蛋行业供需现状
二、2022-2028年中国禽蛋行业供需平衡趋势预测
第四章2017-2021年中国禽蛋所属行业数据监测分析
第一节 2017-2021年中国禽蛋所属行业规模分析
一、企业数量分析
二、资产规模分析
三、销售规模分析
四、利润规模分析
第二节 2017-2021年中国禽蛋所属行业产值分析
一、产成品分析
二、工业销售产值分析
三、出口交货值分析
第三节 2017-2021年中国禽蛋所属行业成本费用分析
一、销售成本分析
二、销售费用分析
三、管理费用分析
四、财务费用分析
第四节 2017-2021年中国禽蛋所属行业运营效益分析
一、盈利能力分析
二、偿债能力分析
三、运营能力分析
四、成长能力分析
第五章中国禽蛋行业渠道分析
第一节 2021年中国禽蛋行业需求地域分布结构
第二节 2021年中国禽蛋行业重点区域市场消费情况分析
一、华东
二、中南
三、华北
四、西部
第三节 2021年中国禽蛋行业经销模式
第四节 2021年中国禽蛋行业渠道格局
第五节 2021年中国禽蛋行业渠道形式
第六节 2021年中国禽蛋行业渠道要素对比
第六章2021年中国禽蛋行业竞争情况分析
第一节 中国禽蛋行业经济指标分析
一、赢利性
二、附加值的提升空间
三、进入壁垒/退出机制
四、行业周期
第二节 中国禽蛋行业竞争结构分析
一、现有企业间竞争
二、潜在进入者分析
三、替代品威胁分析
四、供应商议价能力
五、客户议价能力
第三节 2022-2028年中国禽蛋行业市场竞争策略展望分析
一、2022-2028年中国禽蛋行业市场竞争趋势分析
二、2022-2028年中国禽蛋行业市场竞争格局展望分析
三、2022-2028年中国禽蛋行业市场竞争策略分析
第七章中国禽蛋行业典型企业分析
第一节 日照德泰畜牧养殖有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第二节 济宁金吉农牧科技有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第三节 新兴大华农禽蛋有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第四节 合肥安风禽业有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第五节 海安县新世纪牧业有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第六节 浙江农好禽蛋制品有限公司
一、企业概况
二、企业主要经济指标分析
三、企业盈利能力分析
四、企业偿债能力分析
第八章2022-2028年中国禽蛋行业发展预测分析
第一节 2022-2028年中国禽蛋行业未来发展预测分析
一、2017-2021年中国禽蛋行业发展规模分析
二、2022-2028年中国禽蛋行业发展趋势分析
第二节 2022-2028年中国禽蛋行业供需预测分析
一、2022-2028年中国禽蛋行业供给预测分析
二、2022-2028年中国禽蛋行业需求预测分析
第三节 2022-2028年中国禽蛋行业市场盈利预测分析
第九章中国禽蛋行业投资战略研究
第一节 中国禽蛋行业发展关键要素分析
一、生产要素
二、需求条件
三、支援与相关产业
四、企业战略、结构与竞争状态
五、政府的作用
第二节 中国禽蛋行业投资策略分析
一、中国禽蛋行业投资规划
二、中国禽蛋行业投资策略
三、中国禽蛋行业成功之道
第十章中国禽蛋行业投资机会与风险分析
第一节 中国禽蛋行业投资机会分析
一、投资前景
二、投资热点
三、投资区域
四、投资吸引力分析
第二节 中国禽蛋行业投资风险分析
一、市场竞争风险
二、原材料风险分析
三、政策/体制风险分析
四、进入/退出风险分析
五、经营管理风险分析
第十一章禽蛋行业投资建议
第一节 目标群体建议(应用领域)
第二节 产品分类与定位建议
第三节 价格定位建议
第四节 技术应用建议
第五节 投资区域建议
第六节 销售渠道建议
第七节 资本并购重组运作模式建议
第八节 企业经营管理建议
第九节 重点客户建设建议(ZY KT)