mirror of
https://github.com/mihakralj/QuanTAlib.git
synced 2026-08-25 22:08:05 +00:00
Remove multiple Pine Script indicators: SSFDSP, STARCHANNEL, STBANDS, STC, UBANDS, UCHANNEL, VWAPBANDS, and VWAPSD. These indicators were deleted to streamline the library and remove unused or redundant code.
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@@ -3,31 +3,10 @@
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//@version=6
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indicator("Ehlers Hilbert Transform Dominant Cycle Period (HT_DCPERIOD)", "HT_DCPERIOD", overlay=false)
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//@function Numerically stable atan2 implementation for quadrant-aware angle calculation
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//@param y Y-coordinate (imaginary/quadrature component)
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//@param x X-coordinate (real/in-phase component)
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//@returns Angle in radians from -π to π
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atan2(series float y, series float x) =>
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if y == 0.0 and x == 0.0
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runtime.error("atan2: Both y and x cannot be zero")
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ay = math.abs(y)
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ax = math.abs(x)
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angle = 0.0
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if ax > ay
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angle := math.atan(ay / ax)
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else
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angle := (math.pi / 2.0) - math.atan(ax / ay)
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if x < 0.0
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angle := math.pi - angle
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if y < 0.0
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angle := -angle
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angle
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//@function Calculates Hilbert Transform Dominant Cycle Period using Ehlers algorithm
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//@function Calculates Hilbert Transform Dominant Cycle Period using TA-Lib algorithm
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//@param source Series to analyze for dominant cycle
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//@returns Dominant cycle period in bars (typically 6-50)
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ht_dcperiod(series float source) =>
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var float smooth_price = 0.0
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var float detrender = 0.0
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var float i1 = 0.0
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var float q1 = 0.0
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@@ -37,30 +16,59 @@ ht_dcperiod(series float source) =>
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var float q2 = 0.0
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var float re = 0.0
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var float im = 0.0
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var float period = 15.0
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var float smooth_period = 15.0
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var float period = 0.0
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var float smooth_period = 0.0
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float price = nz(source)
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float bandwidth = 0.075 * smooth_period + 0.54
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smooth_price := (4.0 * price + 3.0 * nz(price[1]) + 2.0 * nz(price[2]) + nz(price[3])) / 10.0
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// Step 1: WMA smoothing (4-tap: [4,3,2,1]/10)
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float smooth_price = (4.0 * price + 3.0 * nz(price[1]) + 2.0 * nz(price[2]) + nz(price[3])) / 10.0
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// Bandwidth uses period (not smooth_period) per TA-Lib
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float bandwidth = 0.075 * period + 0.54
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// Step 2: Hilbert FIR detrender
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detrender := (0.0962 * smooth_price + 0.5769 * nz(smooth_price[2]) - 0.5769 * nz(smooth_price[4]) - 0.0962 * nz(smooth_price[6])) * bandwidth
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// Step 3: Q1 computation (Hilbert FIR on detrender)
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q1 := (0.0962 * detrender + 0.5769 * nz(detrender[2]) - 0.5769 * nz(detrender[4]) - 0.0962 * nz(detrender[6])) * bandwidth
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// Step 4: I1 = detrender delayed 3 bars
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i1 := nz(detrender[3])
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// Step 5: Advance phase via JI/JQ
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ji := (0.0962 * i1 + 0.5769 * nz(i1[2]) - 0.5769 * nz(i1[4]) - 0.0962 * nz(i1[6])) * bandwidth
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jq := (0.0962 * q1 + 0.5769 * nz(q1[2]) - 0.5769 * nz(q1[4]) - 0.0962 * nz(q1[6])) * bandwidth
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i2 := i1 - jq
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q2 := q1 + ji
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i2 := 0.2 * i2 + 0.8 * nz(i2[1])
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q2 := 0.2 * q2 + 0.8 * nz(q2[1])
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re := i2 * nz(i2[1]) + q2 * nz(q2[1])
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im := i2 * nz(q2[1]) - q2 * nz(i2[1])
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re := 0.2 * re + 0.8 * nz(re[1])
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im := 0.2 * im + 0.8 * nz(im[1])
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if im != 0.0 or re != 0.0
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float angle = atan2(im, re)
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if angle != 0.0
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// Step 6: Smooth I2/Q2 with 2-bar EMA
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i2 := 0.2 * (i1 - jq) + 0.8 * nz(i2[1])
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q2 := 0.2 * (q1 + ji) + 0.8 * nz(q2[1])
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// Step 7: Homodyne discriminator
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re := 0.2 * (i2 * nz(i2[1]) + q2 * nz(q2[1])) + 0.8 * nz(re[1])
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im := 0.2 * (i2 * nz(q2[1]) - q2 * nz(i2[1])) + 0.8 * nz(im[1])
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// Step 8: Period from atan (NOT atan2) + rate limiting + clamping
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float prev_period = period
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if math.abs(im) > 1e-12 and math.abs(re) > 1e-12
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float angle = math.atan(im / re)
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if math.abs(angle) > 1e-12
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period := 2.0 * math.pi / angle
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// Rate limit: ±50% bar-to-bar
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if prev_period > 0
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period := math.min(period, 1.5 * prev_period)
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period := math.max(period, 0.67 * prev_period)
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// Clamp to valid range
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period := math.max(6.0, math.min(50.0, period))
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// Step 9: Smooth period with 0.2/0.8 EMA
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period := 0.2 * period + 0.8 * prev_period
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// Step 10: Smooth smoothPeriod with 0.33/0.67 EMA
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smooth_period := 0.33 * period + 0.67 * smooth_period
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smooth_period
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// ---------- Main loop ----------
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