马德里如何击败多特蒙德
作者:360直播2024-06-05 06:38:00
周六,皇家马德里队在欧洲冠军杯/欧洲冠军联赛中取得了第 15 场胜利,尽管他们在对阵多特蒙德队的比赛中遇到了困难,多特蒙德队在上半场执行了良好的比赛计划。在这篇文章中欧足联技术观察员小组通过联邦快递向您分析了周六温布利决赛的几个关键战术特点:从多特蒙德第一节的进攻表现到马德里随后下半场的调整以及他们决定性的定位球威胁。![](data:image/jpg;base64,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团队组建
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)
特点多特蒙德的威胁上半场,泰尔齐奇的球队险些失手,他们总共有8次射门,而皇马只有2次射门——xG(预期进球数)为1.88,而对手为0.07。因此,下面的第一个视频重点关注他们的进攻,从 21 分钟后卡里姆·阿德耶米 (Karim Adeyemi) 与蒂博·库尔图瓦 (Thibaut Courtois) 的一对一开始。
![](data:image/jpg;base64,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)
我们看到多特蒙德建立了4+1——他们与3+2混合在一起,正如前几轮所见——并在球场中央获得了3v2的过载。温布利的欧足联技术观察员指出,马茨·胡梅尔斯如何能够在没有压力的情况下带球前进,然后将一脚精彩的传球越过皇马的高防线,让速度很快的阿德耶米突破。多特蒙德边锋离开了丹尼卡瓦哈尔在内侧冲撞他时措手不及,而安东尼奥·吕迪格则完全被胡梅尔斯的精准直塞击倒。然而正如弗兰克·德波尔钦佩地说:“有时候,关键在于传球的质量。” 在第二个片段的进攻中,埃姆雷·詹(Emre Can)在中路的大量空间中为马塞尔·萨比策(Marcel Sabitzer)喂球,他和杰登·桑乔(Jadon Sancho)在右路结合,后者产生了一个内切,阿德耶米几乎利用了这一机会,但费德里科·瓦尔韦德(Federico Valverde)进行了干预。这说明了萨比策和桑乔在这方面造成的问题,他们经常与后卫朱利安·瑞尔森合作,以实现对克罗斯和费兰·门迪的超负荷。根据艾托·卡兰卡的说法,“多特蒙德有信心和强度上半场”和剪辑三显示了一次失误后的又一次快速进攻,最终以有影响力的朱利安·勃兰特的传球让阿德耶米再次突破马德里防线后面的空间。然而,正如大卫·詹姆斯所观察到的,与他之前的机会一样,阿德耶米的第一次触球使他偏离了球门,随后他的角度射门被库尔图瓦扑出。总结多特蒙德队的进攻努力,泰尔齐奇后来说:控球——如果我们积聚四分,如果我们积聚三分——我们的反击非常危险,但我们无法得分,这就是我们未能赢得比赛的关键”最后,最后一个片段捕捉到了多特蒙德在第一节中的进攻欲望,他们从皇马半场唯一的角球中突破——一场6v3的反击,其中甚至包括冲入对方半场的中后卫胡梅尔斯。 从教育角度来看,欧足联观察员一致认为,后卫需要谨慎选择这样的时刻。 “胡梅尔斯可以自由离开,这让我觉得很有趣,”罗伯托·马丁内斯说。 “对于年轻球员来说,你必须向他们解释,不可能每次都这样,但如果你看到了机会,为什么不呢?作为中后卫,为什么不张开双腿进入最后三分之一呢?”马德里找到更好的平衡
![](data:image/jpg;base64,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)
第二段视频展示了皇马在第二节的阵型,在主教练安切洛蒂的战术调整后,他们在中路获得了更多的控制权,巴尔韦德内切,罗德里戈更多地呆在右路。安切洛蒂解释说:“我们没有足够的平衡来处理好攻防转换。我们在对手半场丢了很多球,而且我们的位置也不好。”为了解决这个问题,我们决定改变系统,更加集中于场地中心。我们先把巴尔韦德放在右路,然后把罗德里戈放在那里,这样我们就能让巴尔韦德与卡马文加和克罗斯一起上场。”正如技术观察员所指出的那样,多特蒙德与尼克拉斯·菲尔克鲁格、布兰特一起进行了很好的防守萨比策和埃姆雷·詹呈菱形,位置很好,可以进行压迫,并得到边锋的支持,但正如剪辑一所示,马德里现在在球后拥有更好的平衡,巴尔韦德越来越接近克罗斯和卡马文加。 赛后,多特蒙德前锋菲尔克鲁格赞扬了皇马在控球方面的冷静,表示“如果比赛不如他们所愿,他们总是很冷静”,但经验丰富的克罗斯——他的触球次数更多(108次)。突破线传球(20 次)超过任何其他球员 - 正如拉斐尔·贝尼特斯所观察到的那样,马德里队体现了这种冷静,也是一支中场充满活力和双腿的球队。剪辑二证明了这一点。防守平衡——还有勤奋奔跑的巴尔韦德的勤奋,他在维尼修斯·儒尼奥尔送出一记危险球之前将球从布兰特手中引开,皮球几乎被裘德·贝林汉姆标志性的冲入禁区。马德里的定位球威胁“你看我们是如何通过定位球失去了比赛的动力,”特尔齐奇在谈到决赛的首个进球时说道,这个进球是由卡瓦哈尔从克罗斯的角球中打进的。这是皇马本赛季第四个角球进球,总数仅次于邻国马德里竞技队和巴黎圣日耳曼队。根据欧足联观察员的说法,皇马已经就定位球威胁发出了警告,例如卡瓦哈尔的头球攻门克罗斯的另一次传球重新开始后四分钟。
![](data:image/jpg;base64,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)
上面的第三段视频以比赛后期的另一个例子开始——克罗斯瞄准近门柱,皇马的身体集中在这个位置,纳乔的射门被门将格雷戈尔·科贝尔扑出。 “托尼·克罗斯的球每次都几乎是同一个球,”詹姆斯说。 “放在同一个地方,而且是一致的。” 如第二段视频所示,这是克罗斯的又一脚内旋踢,这是他第二节的第五脚,卡瓦哈尔的头球破门。观察家们强调了几件事,首先是马德里边后卫被盯防者伊恩·马特森(Ian Maatsen)自由移动到空位的方式。但最终,他们希望强调的是克罗斯在最后一次马德里出场时的传球质量。“皇马每次都在努力打近门柱,”贝尼特斯说道,“最重要的是就是以良好的传球将球传到那里。”本赛季观察到的一个趋势是球队有多达六名球员进攻角球。在这两个例子中,皇马有五个——但克罗斯的能力确保了这足够了。 “对于皇马来说,他们攻击近门柱的方式非常棒,”贝尼特斯补充道。 “这显然是一个计划——把球放在那里,以良好的速度和身体,这样你甚至不需要阻挡。”