HPotter

FVE Volatility color-coded Volume bar

The FVE is a pure volume indicator. Unlike most of the other indicators
(except OBV), price change doesn?t come into the equation for the FVE
(price is not multiplied by volume), but is only used to determine whether
money is flowing in or out of the stock. This is contrary to the current trend
in the design of modern money flow indicators. The author decided against a
price-volume indicator for the following reasons:
- A pure volume indicator has more power to contradict.
- The number of buyers or sellers (which is assessed by volume) will be the same,
regardless of the price fluctuation.
- Price-volume indicators tend to spike excessively at breakouts or breakdowns.
This study is an addition to FVE indicator. Indicator plots different-coloured volume
bars depending on volatility.

오픈 소스 스크립트

이 스크립트의 오써는 참된 트레이딩뷰의 스피릿으로 이 스크립트를 오픈소스로 퍼블리쉬하여 트레이더들로 하여금 이해 및 검증할 수 있도록 하였습니다. 오써를 응원합니다! 스크립트를 무료로 쓸 수 있지만, 다른 퍼블리케이션에서 이 코드를 재사용하는 것은 하우스룰을 따릅니다. 님은 즐겨찾기로 이 스크립트를 차트에서 쓸 수 있습니다.

면책사항

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차트에 이 스크립트를 사용하시겠습니까?
////////////////////////////////////////////////////////////
//  Copyright by HPotter v1.0 03/06/2014
// The FVE is a pure volume indicator. Unlike most of the other indicators 
// (except OBV), price change doesn?t come into the equation for the FVE 
// (price is not multiplied by volume), but is only used to determine whether 
// money is flowing in or out of the stock. This is contrary to the current trend 
// in the design of modern money flow indicators. The author decided against a 
// price-volume indicator for the following reasons:
// - A pure volume indicator has more power to contradict.
// - The number of buyers or sellers (which is assessed by volume) will be the same, 
// regardless of the price fluctuation.
// - Price-volume indicators tend to spike excessively at breakouts or breakdowns.
// This study is an addition to FVE indicator. Indicator plots different-coloured volume 
// bars depending on volatility.
////////////////////////////////////////////////////////////
study(title="Volatility Finite Volume Elements", shorttitle="FVI")
Samples = input(22, minval=1)
AvgLength = input(50, minval=1)
AlertPct = input(70, minval=1)
Cintra = input(0.1)
Cinter = input(0.1)
xVolume = volume
xClose = close
xhl2 = hl2
xhlc3 = hlc3
xMA = sma(xVolume, AvgLength)
xIntra = log(high) - log(low)
xInter = log(xhlc3) - log(xhlc3[1])
xStDevIntra = stdev(sma(xIntra, Samples) , Samples)
xStDevInter = stdev(sma(xInter, Samples) , Samples)
TP = xhlc3
TP1 = xhlc3[1]
Intra = xIntra
Vintra = xStDevIntra
Inter = xInter
Vinter = xStDevInter
CutOff = Cintra * Vintra + Cinter * Vinter
MF = xClose - xhl2 + TP - TP1
clr = iff(MF > CutOff * xClose, green, 
             iff(MF < -1 * CutOff * xClose, red,  blue))
plot(xVolume, color=clr, title="VBF")
plot(xMA, color=blue, title="VBF EMA")