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第二讲:均线和均线组的应用

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发表于 2015-4-28 13:56:52 | 显示全部楼层 |阅读模式
[b]均线的设置和使用技巧[/b]
移动平均线是最为常用技术分析指标之一,移动平均线(MA)是以道琼斯的"平均成本概念"为理论基础,采用统计学中"移动平均"的原理,将一段时期内的商品价格平均值连成曲线,用来显示商品的历史波动情况,进而反映价格指数未来发展趋势的技术分析方法。其所反映的是过去一段时间内市场的平均成本变化情况。均线和多根均线形成的均线组系统可以为判断市场趋势提供依据,同时也能起到支撑和阻力的作用。
[b]一、均线的构成[/b]
均线,按照计算方式的不同,常见地可分以下四种,分别为普通均线、指数均线、平滑均线和加权均线。我们日常所用到的多为普通均线和指数均线,今天我们所讲解的也主要是这两种。
普通均线:对过去某个时间段的收盘价进行普通平均。比如5日均线,是将过去5个交易日的收盘价相加然后除以5,就得到一个值;再以昨日向前倒推5个交易日,同样的方法计算出另外一个值,将这些普通的数值在图形上对应的点连接起来,就形成一条平滑的普通均线。
指数均线:形成方式和普通均线完全一致,但在计算均线值的时候,计算方式不一样。比如5日均线,指数均线则采取指数加权平均的方法,按照预先设置的比例,越接近当天,所占的比重更大,而不是像普通均线中那样平均分配比重。所以指数均线大多数情况下能够更快地反映出最新的变化。
这两种均线设置方式是没有绝对的优劣之分的,只是在不同的运行阶段内,二者可以体现出各自不同的效果,选取时的经验成分相对更大。普通的投资者可能会更习惯于使用指数均线,用由多根指数均线的结合来辅助判断市场趋势。
下图是黄金/美元日线图上所体现的两种不同均线的效果,这里的均线参数设置都是30,其中红色均线为普通30日均线,蓝色均线为30日指数均线。从图片中可以看出,大多数情况下指数均线的拐头速度都相对早于普通均线,能相对更快地跟上市场的趋势。
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
[b]二、均线组系统的设置[/b]
将多根均线按照一定的有规律排列在一起,这是就可以形成一个对分析更有帮助的均线组系统,均线组系统有一些特别的设置方法和使用方法。
用均线系统进行分析时,常见的参数排列方式有以下几种:
1、按照等跨度排列方式进行排列:MA5、MA10、MA20、MA30、MA50。
2、按照费波纳奇排列方式进行排:MA5、MA8、MA13、MA21、MA34、MA55。
在这两种排列方式的基础上,在大时段的图形上面可以使用年线和半年线
MA125、MA200和MA250三个参数的均线
<p>
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