/* //device/include/server/AudioFlinger/AudioCoefInterpolator.h ** ** Copyright 2007, The Android Open Source Project ** ** Licensed under the Apache License, Version 2.0 (the "License"); ** you may not use this file except in compliance with the License. ** You may obtain a copy of the License at ** ** http://www.apache.org/licenses/LICENSE-2.0 ** ** Unless required by applicable law or agreed to in writing, software ** distributed under the License is distributed on an "AS IS" BASIS, ** WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. ** See the License for the specific language governing permissions and ** limitations under the License. */ #ifndef ANDROID_AUDIO_COEF_INTERPOLATOR_H #define ANDROID_AUDIO_COEF_INTERPOLATOR_H #include "AudioCommon.h" namespace android { // A helper class for linear interpolation of N-D -> M-D coefficient tables. // This class provides support for out-of-range indexes. // Details: // The purpose is efficient approximation of a N-dimensional vector to // M-dimensional function. The approximation is based on a table of output // values on a uniform grid of the input values. Values not on the grid are // linearly interpolated. // Access to values are done by specifying input values in table index units, // having an integer and a fractional part, e.g. retrieving a value from index // 1.4 will result in linear interpolation between index 1 and index 2. class AudioCoefInterpolator { public: // Constructor. // nInDims Number of input dimensions (limited to MAX_IN_DIMS). // inDims An array of size nInDims with the size of the table on each // respective dimension. // nOutDims Number of output dimensions (limited to MAX_OUT_DIMS). // table The coefficient table. Should be of size: // inDims[0]*inDims[1]*...*inDims[nInDims-1]*nOutDims, where // func([i,j,k]) = table(i,j,k,:) AudioCoefInterpolator(size_t nInDims, const size_t inDims[], size_t nOutDims, const audio_coef_t * table); // Get the value of the approximated function at a given point. // intCoord The integer part of the input value. Should be an array of // size nInDims. // fracCoord The fractional part of the input value. Should be an array // of size nInDims. This value is in 32-bit precision. // out An array for the output value. Should be of size nOutDims. void getCoef(const int intCoord[], uint32_t fracCoord[], audio_coef_t out[]); private: // Maximum allowed number of input dimensions. static const size_t MAX_IN_DIMS = 8; // Maximum allowed number of output dimensions. static const size_t MAX_OUT_DIMS = 8; // Number of input dimensions. size_t mNumInDims; // Number of input dimensions. size_t mInDims[MAX_IN_DIMS]; // The offset between two consecutive indexes of each dimension. This is in // fact a cumulative product of mInDims (done in reverse). size_t mInDimOffsets[MAX_IN_DIMS]; // Number of output dimensions. size_t mNumOutDims; // The coefficient table. const audio_coef_t * mTable; // A recursive function for getting an interpolated coefficient value. // The recursion depth is the number of input dimensions. // At each step, we fetch two interpolated values of the current dimension, // by two recursive calls to this method for the next dimensions. We then // linearly interpolate these values over the current dimension. // index The linear integer index of the value we need to interpolate. // fracCoord A vector of fractional coordinates for each of the input // dimensions. // out Where the output should be written. Needs to be of size // mNumOutDims. // dim The input dimensions we are currently interpolating. This // value will be increased on recursive calls. void getCoefRecurse(size_t index, const uint32_t fracCoord[], audio_coef_t out[], size_t dim); // Scalar interpolation of two data points. // lo The first data point. // hi The second data point. // frac A 32-bit fraction designating the weight of the second point. static audio_coef_t interp(audio_coef_t lo, audio_coef_t hi, uint32_t frac); }; } #endif // ANDROID_AUDIO_COEF_INTERPOLATOR_H