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Göstergeler

i-SpectrAnalysis_AD - MetaTrader 5 için gösterge

Görüntülemeler:
3361
Derecelendirme:
(13)
Yayınlandı:
2015.10.12 17:49
Güncellendi:
2016.11.22 07:32
\MQL5\Include\
Bu koda dayalı bir robota veya göstergeye mi ihtiyacınız var? Freelance üzerinden sipariş edin Freelance'e git

Real author:

klot

This indicator is an example of smoothing the Accumulation/Distribution indicator timeseries by filtering high-order harmonics.

You can use this approach for smoothing the output of any indicator. The major advantage of this method is that it has practically zero latency.

Indicator input parameters:

input ENUM_APPLIED_VOLUME VolumeType=VOLUME_TICK; // Volume
input uint N = 7;                                 // Series length
input uint SS = 20;                               // Smoothing coefficient
input int Shift=0;                                // Horizontal indicator shift in bars

where:

  • N — sets the series length (power of two);
  • SS — smoothing coefficient in the resulting spectrum zeroes out frequencies exceeding the set value. SS cannot be greater than 2^N. If SS = 2^N, the AD series is repeated.

This indicator requires the following library: https://www.mql5.com/ru/code/7000.

Fig.1. The i-SpectrAnalysis_AD indicator

Fig.1. The i-SpectrAnalysis_AD indicator

MetaQuotes Ltd tarafından Rusçadan çevrilmiştir.
Orijinal kod: https://www.mql5.com/ru/code/13749

i-SpectrAnalysis_OBV i-SpectrAnalysis_OBV

This indicator is an example of smoothing the On Balance Volume indicator timeseries by filtering high-order harmonics.

i-SpectrAnalysis_MA_Cloud i-SpectrAnalysis_MA_Cloud

This indicator is an example of smoothing the Moving Average indicator timeseries by filtering high-order harmonics.

i-SpectrAnalysis_Force i-SpectrAnalysis_Force

This indicator is an example of smoothing the Force Index indicator timeseries by filtering high-order harmonics.

i-SpectrAnalysis_DeMarker i-SpectrAnalysis_DeMarker

This indicator is an example of smoothing the DeMarker indicator timeseries by filtering high-order harmonics.