wen98 发表于 2025-10-8 15:56

让Deepseek帮我们编写量学公式(1)——倍量柱

本帖最后由 wen98 于 2025-10-8 16:15 编辑

  大家都知道DeepSeek了,我们的黑马王子教授最近也出版了专著《DeepSeek即时通》,9月3日举行了首发式。
  DeepSeek可以帮我们完成很多工作,这里主要是让DeepSeek帮我们编写比较简单的量学公式。
  今天我们来试一下关于“倍量柱”的公式。首先我们向DeepSeek提问:“帮我整理出量学中的倍量柱的通达信公式。”
以下是DeepSeek输出的结果。(复制过来排版可能会有些变形)

好的,为您整理并提供黑马王子量学理论中“倍量柱”的通达信公式,并附上详细的说明和进阶用法。一、倍量柱的核心定义与公式基础在量学中,倍量柱的核心定义是:当日的成交量大于或等于前一日成交量的 2 倍。根据这个核心定义,最基础的通达信公式如下:基础倍量柱公式
VOL > REF(VOL, 1) * 1.99 AND C > REF(C, 1);

[*]VOL: 当日成交量
[*]REF(VOL, 1): 前一日(1日前)的成交量
[*]1.99: 使用1.99而不是2.0是一个经典的“容错”写法,确保将那些量能放大到1.99倍以上、但可能因为四舍五入等问题未精确达到2.0倍的K线也筛选出来,使信号更贴近实战。
[*]C > REF(C, 1): 这是一个附加条件,要求当日股价是上涨的(收盘价高于前一日收盘价)。这个条件非常重要,因为它将“倍量阳柱”与“倍量阴柱”区分开来,通常倍量阳柱的进攻意义更强。
二、实战优化版公式(推荐)在实际应用中,一个更健壮、更实用的倍量柱公式需要考虑更多细节。以下是推荐的优化版本:优化版倍量柱公式
{参数设置:N(倍量系数), 默认值2,可调范围1.8-2.2}N := 2;倍量柱: VOL >= REF(VOL, 1) * N AND         C >= O AND { 确保是阳线,收盘价大于等于开盘价 }         VOL > 0 AND { 排除停牌等异常情况 }         REF(VOL, 1) > 0 AND { 确保前一天有成交 }         DYNAINFO(7) > 0; { 确保当日是正在交易中的动态行情,用于分时预警 }{如果想在副图成交量上直观显示,可以加入画图标函数}DRAWICON(倍量柱, VOL, 1);
公式说明与优化点:
[*]参数化:将倍量系数 N 设为参数,方便您根据市场情况(如牛市、熊市)或个股股性(如大盘股、小盘股)灵活调整。例如,在交投活跃的市场,可以设为2.0;在交投清淡的市场,可以设为1.8,以捕捉更多的信号。
[*]阳线确认:使用 C >= O 来定义阳线,比 C > REF(C, 1) 更严格,更能体现当日“从开盘到收盘”的多头力量。
[*]健壮性检查:加入了 VOL > 0 和 REF(VOL, 1) > 0 的条件,防止因停牌、数据错误等异常情况导致公式计算出错。
[*]动态行情函数:DYNAINFO(7) > 0 这个条件在用于盘中分时预警时非常关键,它能确保只在实时交易中产生信号,避免盘后选股时选中历史信号。
[*]可视化:DRAWICON 函数可以在符合条件的K线对应的成交量柱上画一个图标(如上箭头),让信号在图中一目了然。
三、如何在通达信中使用方法一:作为技术指标(副图显示)
[*]打开通达信软件,按 Ctrl + F 打开“公式管理器”。
[*]选择“用户”->“技术指标公式”->“其他类型”,点击“新建”。
[*]在公式编辑框中,输入以上优化版公式。
[*]给公式起一个名字,例如“量学_倍量柱”。
[*]点击“确定”保存。
[*]在K线图界面,输入您刚保存的公式名称 “量学_倍量柱”,即可在副图成交量区域看到信号标记。
方法二:作为选股公式(盘后或盘中选股)
[*]在“公式管理器”中,选择“条件选股公式”->“其他类型”,点击“新建”。
[*]将基础倍量柱公式或优化版公式的核心部分(去掉画图函数)复制进去。
{倍量柱选股公式}N := 2;VOL >= REF(VOL, 1) * N AND C >= O;
[*]起名保存。
[*]通过“功能”->“选股器”->“条件选股”,找到您保存的公式,执行选股即可。
方法三:设置盘中预警
[*]通过“功能”->“预警系统”->“市场雷达设置”或“条件预警设置”。
[*]添加股票池,然后添加预警条件。
[*]在“条件选股公式”列表中,找到您刚才保存的“倍量柱选股公式”。
[*]设置好后,一旦盘中有个股出现倍量柱,软件就会立即弹出预警提示。
四、重要注意事项(量学精髓)
[*]位置是灵魂:公式只能帮你找到“倍量柱”这个基因,但这个基因出现在什么位置,才是关键。

[*]低位:长期下跌后的底部,可能是主力建仓或启动信号。
[*]过峰位:突破左侧重要压力位(如峰顶、平台)时,是强势攻击信号。
[*]高位:连续大涨后,可能是主力对倒出货,风险极大。
[*]结合其他基因:单一的倍量柱威力有限。真正的牛股启动点,往往是“倍量柱”与“黄金柱”、“精准线”、“缩量柱”等其他涨停基因形成基因链或黄金十字架。请务必结合整体量价结构进行分析。

希望这个详细的公式和说明能帮助您更好地在通达信上运用量学理论进行实战。
以上是DeepSeek输出的结果。可见DeepSeek考虑还是非常全面的。我们可以将公式复制到通达信的公式管理器,检验一下是否通过,有无出错。
下图是关于倍量柱副图公式的测试结果,说明DeepSeek输出的公式源码可行。如果有出错提示,可能需要稍作修改才能顺利通过。有了这个强大的工具,新手也可以编写量学公式啦!
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

武刘香 发表于 2025-10-8 16:08

好好学习天天向上

大老郭 发表于 2025-10-8 22:46

好好学习天天向上

中坡山人 发表于 2025-10-19 22:14

谢谢楼主分享!!!!!
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查看完整版本: 让Deepseek帮我们编写量学公式(1)——倍量柱