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Date/Time: Sat, 30 Nov 2024 16:41:06 +0000



Post From: Volatility Oscillator

[2022-10-28 21:58:32]
User509820 - Posts: 69
Is there a way to import this study code into Sierra Chart? Its call Volatility Oscillator in TV.

// This source code is subject to the terms of the Mozilla Public License 2.0 at https://mozilla.org/MPL/2.0/
// © veryfid

//@version=4
study("Volatility Oscillator", resolution = "")
length = input(100)
spike = close - open
x = stdev(spike,length)
y = stdev(spike,length) * -1

plot(spike, color = color.white, linewidth = 2, title = "Spike Linel")

p1 = plot(x, "Upper Line")
p2 = plot(y, "Lower Line")

plot(0, color= color.gray, title= "Zero Line")

plot(spike, color= color.blue, style=plot.style_area, transp=80, title = "Spike Fill")

osc2 = spike

lbR = 5
lbL = 5
rangeUpper =60
rangeLower = 5
plotBull = input(title="Plot Bullish", defval=true)
plotHiddenBull = input(title="Plot Hidden Bullish", defval=false)
plotBear = input(title="Plot Bearish", defval=true)
plotHiddenBear = input(title="Plot Hidden Bearish", defval=false)
delay_plot_til_closed = input(title="Delay diversion plot until candle is closed (don't repaint)", defval=false)
bearColor = color.red
bullColor = color.green
hiddenBullColor = color.new(color.green, 80)
hiddenBearColor = color.new(color.red, 80)
textColor = color.white
noneColor = color.new(color.white, 100)

repaint = (not(delay_plot_til_closed) or barstate.ishistory or barstate.isconfirmed)

plFound = na(pivotlow(osc2, lbL, lbR)) ? false : true
phFound = na(pivothigh(osc2, lbL, lbR)) ? false : true
_inRange(cond) =>
  bars = barssince(cond == true)
  rangeLower <= bars and bars <= rangeUpper

//------------------------------------------------------------------------------
// Regular Bullish
// Osc: Higher Low

oscHL = osc2[lbR] > valuewhen(plFound, osc2[lbR], 1) and _inRange(plFound[1])

// Price: Lower Low

priceLL = low[lbR] < valuewhen(plFound, low[lbR], 1)
bullCond = plotBull and priceLL and oscHL and plFound and repaint


plotshape(
   bullCond ? osc2[lbR] : na,
   offset=-lbR,
   title="Regular Bullish Label",
   text="R",
   style=shape.labelup,
   location=location.absolute,
   color=bullColor,
   textcolor=textColor,
   transp=0
   )

//------------------------------------------------------------------------------
// Hidden Bullish
// Osc: Lower Low

oscLL = osc2[lbR] < valuewhen(plFound, osc2[lbR], 1) and _inRange(plFound[1])

// Price: Higher Low

priceHL = low[lbR] > valuewhen(plFound, low[lbR], 1)
hiddenBullCond = plotHiddenBull and priceHL and oscLL and plFound and repaint



plotshape(
   hiddenBullCond ? osc2[lbR] : na,
   offset=-lbR,
   title="Hidden Bullish Label",
   text="H",
   style=shape.labelup,
   location=location.absolute,
   color=bullColor,
   textcolor=textColor,
   transp=0
   )

//------------------------------------------------------------------------------
// Regular Bearish
// Osc: Lower High

oscLH = osc2[lbR] < valuewhen(phFound, osc2[lbR], 1) and _inRange(phFound[1])

// Price: Higher High

priceHH = high[lbR] > valuewhen(phFound, high[lbR], 1)

bearCond = plotBear and priceHH and oscLH and phFound and repaint



plotshape(
   bearCond ? osc2[lbR] : na,
   offset=-lbR,
   title="Regular Bearish Label",
   text="R",
   style=shape.labeldown,
   location=location.absolute,
   color=bearColor,
   textcolor=textColor,
   transp=0
   )

//------------------------------------------------------------------------------
// Hidden Bearish
// Osc: Higher High

oscHH = osc2[lbR] > valuewhen(phFound, osc2[lbR], 1) and _inRange(phFound[1])

// Price: Lower High

priceLH = high[lbR] < valuewhen(phFound, high[lbR], 1)

hiddenBearCond = plotHiddenBear and priceLH and oscHH and phFound and repaint



plotshape(
   hiddenBearCond ? osc2[lbR] : na,
   offset=-lbR,
   title="Hidden Bearish Label",
   text="H",
   style=shape.labeldown,
   location=location.absolute,
   color=bearColor,
   textcolor=textColor,
   transp=0
   )

//barcolor(color = spike > 0 ? color.green : color.red )
imageScreen Shot 2022-10-28 at 2.57.39 PM.png / V - Attached On 2022-10-28 21:57:55 UTC - Size: 1000.91 KB - 151 views
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