第一章挤奶机行业概述
第一节 挤奶机行业定义
第二节 挤奶机行业市场特点分析
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 挤奶机行业发展周期分析
第二章2021年中国挤奶机行业发展环境分析
第一节 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、中国宏观经济发展预测分析
第二节 中国挤奶机行业主要法律法规及政策
第三节 2021年中国挤奶机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2020年中国挤奶机行业生产现状分析
第一节 中国挤奶机行业产能概况
一、2017-2021年中国挤奶机行业产能分析
二、2022-2028年中国挤奶机行业产能预测
第二节 中国挤奶机行业市场容量分析
一、2017-2021年中国挤奶机行业市场容量分析
二、产能配置与产能利用率调查
三、2022-2028年中国挤奶机行业市场容量预测
第三节 影响挤奶机行业供需状况的主要因素
一、2017-2021年中国挤奶机行业供需现状
二、2022-2028年中国挤奶机行业供需平衡趋势预测
第四章2017-2021年中国挤奶机所属行业数据监测分析
第一节 2017-2021年中国挤奶机所属行业规模分析
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年中国挤奶机所属行业产值分析
一、产成品分析
二、工业销售产值分析
三、出口货值分析
第三节 2017-2021年中国挤奶机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年中国挤奶机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2017-2021年中国挤奶机所属行业进出口数据监测分析
从挤奶机(84341000)进出口数量来看,2020年中国挤奶机(84341000)进出口数量35440台,较2019年增长14366台,出口数量35213台,较2019年增长14479台;进口数量227台,较2019年增长113台。
2014-2020年中国挤奶机(84341000)进出口数量
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)
资料来源:中国海关、智研咨询整理
第一节 2017-2021年中国挤奶机所属行业进口数据分析
一、进口数量分析
二、进口金额分析
第二节 2017-2021年中国挤奶机所属行业出口数据分析
一、出口数量分析
二、出口金额分析
第三节 2017-2021年中国挤奶机所属行业进出口平均单价分析
第四节 2017-2021年中国挤奶机所属行业进出口国家及地区分析
一、进口国家及地区分析
二、出口国家及地区分析
第六章2021年中国挤奶机行业渠道分析
第一节 2021年中国挤奶机行业需求地域分布结构
第二节 2021年中国挤奶机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年中国挤奶机行业经销模式
第四节 2021年中国挤奶机行业渠道格局
第五节 2021年中国挤奶机行业渠道形式
第六节 2021年中国挤奶机行业渠道要素对比
第七章2020年中国挤奶机行业竞争情况分析
第一节 中国挤奶机行业经济指标分析
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 中国挤奶机行业竞争结构分析
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年中国挤奶机行业市场竞争策略展望分析
一、2022-2028年中国挤奶机行业市场竞争趋势分析
二、2022-2028年中国挤奶机行业市场竞争格局展望分析
三、2022-2028年中国挤奶机行业市场竞争策略分析
第八章中国挤奶机行业典型企业分析
第一节 淄博志松电机有限公司
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
第二节淄博创富机械有限公司
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 上海林凤橡塑厂
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 淄博金沃机械科技有限公司
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
第五节 淄博瑞牧豪畜牧设备有限公司
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 淄博岳江机械有限公司
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
第九章2022-2028年中国挤奶机行业发展预测分析
第一节 2022-2028年中国挤奶机行业未来发展预测分析
一、2022-2028年中国挤奶机行业发展规模分析
二、2022-2028年中国挤奶机行业发展趋势分析
第二节 2022-2028年中国挤奶机行业供需预测分析
一、2022-2028年中国挤奶机行业供给预测分析
二、2022-2028年中国挤奶机行业需求预测分析
第三节 2022-2028年中国挤奶机行业进出口预测分析
第四节 2022-2028年中国挤奶机行业市场盈利预测分析
第十章中国挤奶机行业投资战略研究
第一节 中国挤奶机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 中国挤奶机行业投资策略分析
一、中国挤奶机行业投资规划
二、中国挤奶机行业投资策略
三、中国挤奶机行业成功之道
第十一章中国挤奶机行业投资机会与风险分析
第一节 中国挤奶机行业投资机会分析
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 中国挤奶机行业投资风险分析
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(ZY TL)
部分图表目录:
图表:2017-2021年中国挤奶机所属行业企业数量分析
图表:2017-2021年中国挤奶机所属行业资产规模分析
图表:2017-2021年中国挤奶机所属行业销售规模分析
图表:2017-2021年中国挤奶机所属行业利润规模分析
图表:2017-2021年中国挤奶机所属行业产成品分析
图表:2017-2021年中国挤奶机所属行业工业销售产值分析
图表:2017-2021年中国挤奶机所属行业出口货值分析
图表:2017-2021年中国挤奶机所属行业销售成本分析
图表:2017-2021年中国挤奶机所属行业销售费用分析
图表:2017-2021年中国挤奶机所属行业管理费用分析
图表:2017-2021年中国挤奶机所属行业财务费用分析
图表:2017-2021年中国挤奶机所属行业盈利能力分析
图表:2017-2021年中国挤奶机所属行业偿债能力分析
图表:2017-2021年中国挤奶机所属行业运营能力分析
图表:2017-2021年中国挤奶机所属行业成长能力分析
图表:2017-2021年中国挤奶机所属行业进口数量分析
图表:2017-2021年中国挤奶机所属行业进口金额分析
图表:2017-2021年中国挤奶机所属行业出口数量分析
图表:2017-2021年中国挤奶机所属行业出口金额分析
图表:2017-2021年中国挤奶机所属行业进出口平均单价分析
图表:2017-2021年中国挤奶机所属行业进口国家及地区分析
图表:2017-2021年中国挤奶机所属行业出口国家及地区分析
图表:2022-2028年中国挤奶机行业市场规模增长预测
图表:2022-2028年中国挤奶机行业产量规模增长预测
图表:2022-2028年中国挤奶机行业需求规模增长预测
图表:2022-2028年中国挤奶机所属行业进出口增长预测
图表:2022-2028年中国挤奶机所属行业市场盈利能力趋势预测
更多图表见正文……