今日(7月24日)基础金属市场普遍低迷,唯沪镍逆势上扬,凸显市场情绪脆弱与宏观预期缺失的困境。
早市开盘:
![](data:image/png;base64,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)
以下是针对各金属市场动态的深入分析:
铜市场:需求疲软,库存高压,铜价承压
中国精炼铜出口创新高,直接反映了国内需求的疲软,这一趋势加剧了LME库存累积,对铜价形成强大压制。全球铜市场供应过剩的现状,尤其是五月份的显著过剩,进一步强化了市场的悲观预期。沪铜库存高企,现货交易不振,淡季效应叠加海外经济衰退预期,共同作用于铜价,使其面临持续下行的压力。
铝市场:政策支撑与需求不确性并存
尽管美债收益率下滑和美联储降息预期为铝价提供了一定支撑,但需求前景的不确定性仍是铝价上涨的主要障碍。国家节能降碳行动计划的出台,为铝价注入了一丝希望,但现货市场的僵持状态限制了其上涨空间。因此,铝价短期内或将呈现波动走势。
锌市场:供需矛盾凸显,锌价难言乐观
中国经济数据不及预期、海外市场谨慎情绪以及淡季消费不足,共同作用于锌市场,导致其价格持续承压。尽管冶炼厂进入检修期,但产能增速仍大于矿端增速,库存高企,供大于求的矛盾依旧突出。因此,锌价短期内难以摆脱回调态势。
铅市场:供应改善,需求旺季难救市
铅市场同样受到宏观情绪的影响,LME铅价连续下跌。然而,随着废电瓶回收商出售情绪好转、再生铅企业复产计划落实以及进口货源补充,铅供应偏紧的压力有望缓解。尽管下游铅蓄电池企业步入消费旺季,但基本面多空并存,资金博弈激烈,铅价仍可能继续阴跌。
锡市场:供应充足,消费低迷,锡价弱势震荡
美国经济数据疲软以及大选在即的不确定性,加剧了市场的谨慎情绪。锡市场同样面临供应充足而消费低迷的困境,导致锡价持续寻低。预计短期内锡价将维持弱势震荡格局。
镍市场:独树一帜,逢低买入支撑镍价
在全球基础金属普遍低迷的背景下,沪镍却独树一帜收红。这主要得益于新能源领域的需求支撑以及镍铁成本的支撑作用。尽管基本面存在精炼镍过剩及累库的问题,但现货市场的逢低买入行为为镍价提供了上涨动力。
综上所述,今日基础金属市场呈现出明显的分化态势。在宏观预期缺失、市场情绪脆弱的背景下,各金属价格走势各异。投资者需密切关注市场动态及政策变化,以做出明智的投资决策。
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