LogTaperDelegate.h

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// -----------------------------------------------------------------------------
//    ASPiK AAX Shell File:  logtaperdelegate.h
//
// -----------------------------------------------------------------------------
#ifndef __LOGTAPERDELEGATE_H
#define __LOGTAPERDELEGATE_H
 
#include "AAX_ITaperDelegate.h"
#include "AAX_UtilsNative.h"
#include "AAX.h"    //for types
 
#include <cmath>    //for floor(), log()
#include "guiconstants.h"
 
template <typename T, int32_t RealPrecision=1000>
 
class LogTaperDelegate : public AAX_ITaperDelegate<T>
{
public:
    LogTaperDelegate(T minValue=0, T maxValue=1);
 
    // --- Virtual Overrides
    LogTaperDelegate<T, RealPrecision>* Clone() const;
    T       GetMinimumValue() const { return mMinValue; }
    T       GetMaximumValue() const { return mMaxValue; }
    T       ConstrainRealValue(T value) const;
    T       NormalizedToReal(double normalizedValue) const;
    double  RealToNormalized(T realValue) const;
 
protected:
    T   Round(double iValue) const;
 
    // --- fNormalizedParam = 0->1
    //     returns log scaled 0->1 value
    inline double calcLogParameter(double fNormalizedParam) const
    {
        if(fNormalizedParam <= 0.0) return 0.0;
        if(fNormalizedParam >= 1.0) return 1.0;
 
        // --- MMA Convex Transform Inverse
        return kCTCorrFactorAnitZero * ( pow (10.0, (fNormalizedParam - 1) / kCTCoefficient) - kCTCorrFactorZero);
    }
 
    // --- fPluginValue = 0->1 log scaled value
    //     returns normal 0-> value
    inline double calcLogPluginValue(double fPluginValue) const
    {
        if(fPluginValue <= 0.0) return 0.0;
        if(fPluginValue >= 1.0) return 1.0;
 
        // --- MMA Convex Transform
        return kCTCorrFactorUnity*(1.0 + kCTCoefficient*log10(fPluginValue + kCTCorrFactorZero));
    }
 
private:
    T   mMinValue;
    T   mMaxValue;
};
 
template <typename T, int32_t RealPrecision>
T   LogTaperDelegate<T, RealPrecision>::Round(double iValue) const
{
    double precision = RealPrecision;
    if (precision > 0)
        return static_cast<T>(floor(iValue * precision + 0.5) / precision);
    return static_cast<T>(iValue);
}
 
template <typename T, int32_t RealPrecision>
LogTaperDelegate<T, RealPrecision>::LogTaperDelegate(T minValue, T maxValue)  :  AAX_ITaperDelegate<T>(),
    mMinValue(minValue),
    mMaxValue(maxValue)
{
 
}
 
template <typename T, int32_t RealPrecision>
LogTaperDelegate<T, RealPrecision>*     LogTaperDelegate<T, RealPrecision>::Clone() const
{
    return new LogTaperDelegate(*this);
}
 
template <typename T, int32_t RealPrecision>
T       LogTaperDelegate<T, RealPrecision>::ConstrainRealValue(T value) const
{
    if (RealPrecision)
        value = Round(value);       //reduce the precision to get proper rounding behavior with integers.
 
    if (value > mMaxValue)
        return mMaxValue;
    if (value < mMinValue)
        return mMinValue;
    return value;
}
 
template <typename T, int32_t RealPrecision>
T       LogTaperDelegate<T, RealPrecision>::NormalizedToReal(double normalizedValue) const
{
    normalizedValue = calcLogPluginValue(normalizedValue);
    double doubleRealValue = normalizedValue*(mMaxValue - mMinValue) + mMinValue;
 
    T realValue = (T) doubleRealValue;
 
    return ConstrainRealValue(realValue);
}
 
template <typename T, int32_t RealPrecision>
double  LogTaperDelegate<T, RealPrecision>::RealToNormalized(T realValue) const
{
    double normValue = (realValue - mMinValue)/(mMaxValue - mMinValue);
    return calcLogParameter(normValue);
}
 
#endif // __LOGTAPERDELEGATE_H