高手看盘--一目均衡表6
6,强弱多空分界绿线本节将是一目均衡表最后一个构成---延迟线。延迟线放到最后,一来是因为这线重要,非常重要,一般最为重要压轴嘉宾放在最后出场。二来呢,本节是作为结束节的,这一节聊完,一目均衡表的构成已经完成了。后而将会有新的内容。(1)先看制造方法 延迟线 = 将今日收盘价后移26周期。这在一目均衡表中是最为简的一个制作方法啦,一句话就完事了。当然现在我们也可以容易制作出来。因为我们前面在云图中,已经知道了平移的事情,忘记的可以回看下云图那一节。重点是,延迟线就是把当前K线的收盘价往后移26个周期,如此简单却是如此重要。在MT4上可以单独作出来,设置如下,时间周期为1,就不用平均啦。平移改成 -26 ,意味着向后平移26个周期。设置一个就完成啦。如下图data:image/png;base64,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图中绿绿的线就延迟线。 一目均衡表的延迟线如假包换。(2)延迟线的表现 在聊表现之前,我得说明一个问题。延迟线是把它前K线放到26周期前,它有什么作用呢?作用很简单 立体对比,或者说把当前K线的走势与过去26周期的K线进行一波对比,看看当前K线是与26周期K线价格的关系,是高于还是低于,是交叉还是平行。【1】平行或交叉
上图中,A箭头线与A-的K线走势处于平行中,是一个强势信号。在达到D处时,延迟线与K线出现了接接触,是交叉了,行情随后转入震荡中,以于当前仍然处于震荡中。这就是平行强势!!!交叉转弱!!!!【2】高低不平
在横向对比我们可以看出强弱,但是在纵向对比中,可以看相对多空。如上图A处,延迟线低于K线价格,是一个空头。而B处的延迟线高于价格,是一个多头。这个可以用来一眼看出市场的多空。一目均衡表其实设计的目的不是让分析复杂化,而是实现一目了然的简单化,你看上面的介绍,简单有效直观。
6666666666666 {:1_181:} {:1_186:} 支持下 {:1_179:} {:1_179:} 谢谢 指标呢 谢谢