diff options
| author | D G Turner | 2012-04-14 11:18:55 +0100 |
|---|---|---|
| committer | D G Turner | 2012-04-14 11:18:55 +0100 |
| commit | f4ba8a6485b097a8ef1e2004d1af127243f379f1 (patch) | |
| tree | 0cd4d3ebb0e7fbc9a4385e5244925570839aedda /common | |
| parent | 1809b9173cc158713246ae7bd70fe37a0dea1dd0 (diff) | |
| download | scummvm-rg350-f4ba8a6485b097a8ef1e2004d1af127243f379f1.tar.gz scummvm-rg350-f4ba8a6485b097a8ef1e2004d1af127243f379f1.tar.bz2 scummvm-rg350-f4ba8a6485b097a8ef1e2004d1af127243f379f1.zip | |
COMMON: Replaced static Sine and Cosine tables with dynamic generated.
This removes the large static tables from the binary (which saves 500K
to 1Mb of binary size) and replaced them with a class which generates
the required tables as needed in RAM. This has been tested with QDM2
and shows no obvious performance degredation and Memprof shows no
significant rise in RAM usage.
Diffstat (limited to 'common')
| -rw-r--r-- | common/cosinetables.cpp | 8251 | ||||
| -rw-r--r-- | common/cosinetables.h | 30 | ||||
| -rw-r--r-- | common/dct.cpp | 4 | ||||
| -rw-r--r-- | common/dct.h | 3 | ||||
| -rw-r--r-- | common/fft.cpp | 6 | ||||
| -rw-r--r-- | common/fft.h | 3 | ||||
| -rw-r--r-- | common/rdft.cpp | 8 | ||||
| -rw-r--r-- | common/rdft.h | 5 | ||||
| -rw-r--r-- | common/sinetables.cpp | 8251 | ||||
| -rw-r--r-- | common/sinetables.h | 30 |
10 files changed, 99 insertions, 16492 deletions
diff --git a/common/cosinetables.cpp b/common/cosinetables.cpp index bfa8ea67a3..bf158e904f 100644 --- a/common/cosinetables.cpp +++ b/common/cosinetables.cpp @@ -27,8247 +27,26 @@ namespace Common { -static const float cosTable16[8] = { - 1.000000f, 0.923880f, 0.707107f, 0.382683f, 0.000000f, 0.382683f, 0.707107f, 0.923880f -}; +CosineTable::CosineTable(int bitPrecision) { + assert((bitPrecision >= 4) && (bitPrecision <= 16)); -static const float cosTable32[16] = { - 1.000000f, 0.980785f, 0.923880f, 0.831470f, 0.707107f, 0.555570f, 0.382683f, 0.195090f, - 0.000000f, 0.195090f, 0.382683f, 0.555570f, 0.707107f, 0.831470f, 0.923880f, 0.980785f -}; + _bitPrecision = bitPrecision; -static const float cosTable64[32] = { - 1.000000f, 0.995185f, 0.980785f, 0.956940f, 0.923880f, 0.881921f, 0.831470f, 0.773010f, - 0.707107f, 0.634393f, 0.555570f, 0.471397f, 0.382683f, 0.290285f, 0.195090f, 0.098017f, - 0.000000f, 0.098017f, 0.195090f, 0.290285f, 0.382683f, 0.471397f, 0.555570f, 0.634393f, - 0.707107f, 0.773010f, 0.831470f, 0.881921f, 0.923880f, 0.956940f, 0.980785f, 0.995185f -}; + int m = 1 << _bitPrecision; + double freq = 2 * M_PI / m; + _table = new float[m]; -static const float cosTable128[64] = { - 1.000000f, 0.998795f, 0.995185f, 0.989177f, 0.980785f, 0.970031f, 0.956940f, 0.941544f, - 0.923880f, 0.903989f, 0.881921f, 0.857729f, 0.831470f, 0.803208f, 0.773010f, 0.740951f, - 0.707107f, 0.671559f, 0.634393f, 0.595699f, 0.555570f, 0.514103f, 0.471397f, 0.427555f, - 0.382683f, 0.336890f, 0.290285f, 0.242980f, 0.195090f, 0.146730f, 0.098017f, 0.049068f, - 0.000000f, 0.049068f, 0.098017f, 0.146730f, 0.195090f, 0.242980f, 0.290285f, 0.336890f, - 0.382683f, 0.427555f, 0.471397f, 0.514103f, 0.555570f, 0.595699f, 0.634393f, 0.671559f, - 0.707107f, 0.740951f, 0.773010f, 0.803208f, 0.831470f, 0.857729f, 0.881921f, 0.903989f, - 0.923880f, 0.941544f, 0.956940f, 0.970031f, 0.980785f, 0.989177f, 0.995185f, 0.998795f -}; + // Table contains cos(2*pi*x/n) for 0<=x<=n/4, + // followed by its reverse + for (int i = 0; i <= m / 4; i++) + _table[i] = cos(i * freq); -static const float cosTable256[128] = { - 1.000000f, 0.999699f, 0.998795f, 0.997290f, 0.995185f, 0.992480f, 0.989177f, 0.985278f, - 0.980785f, 0.975702f, 0.970031f, 0.963776f, 0.956940f, 0.949528f, 0.941544f, 0.932993f, - 0.923880f, 0.914210f, 0.903989f, 0.893224f, 0.881921f, 0.870087f, 0.857729f, 0.844854f, - 0.831470f, 0.817585f, 0.803208f, 0.788346f, 0.773010f, 0.757209f, 0.740951f, 0.724247f, - 0.707107f, 0.689541f, 0.671559f, 0.653173f, 0.634393f, 0.615232f, 0.595699f, 0.575808f, - 0.555570f, 0.534998f, 0.514103f, 0.492898f, 0.471397f, 0.449611f, 0.427555f, 0.405241f, - 0.382683f, 0.359895f, 0.336890f, 0.313682f, 0.290285f, 0.266713f, 0.242980f, 0.219101f, - 0.195090f, 0.170962f, 0.146730f, 0.122411f, 0.098017f, 0.073565f, 0.049068f, 0.024541f, - 0.000000f, 0.024541f, 0.049068f, 0.073565f, 0.098017f, 0.122411f, 0.146730f, 0.170962f, - 0.195090f, 0.219101f, 0.242980f, 0.266713f, 0.290285f, 0.313682f, 0.336890f, 0.359895f, - 0.382683f, 0.405241f, 0.427555f, 0.449611f, 0.471397f, 0.492898f, 0.514103f, 0.534998f, - 0.555570f, 0.575808f, 0.595699f, 0.615232f, 0.634393f, 0.653173f, 0.671559f, 0.689541f, - 0.707107f, 0.724247f, 0.740951f, 0.757209f, 0.773010f, 0.788346f, 0.803208f, 0.817585f, - 0.831470f, 0.844854f, 0.857729f, 0.870087f, 0.881921f, 0.893224f, 0.903989f, 0.914210f, - 0.923880f, 0.932993f, 0.941544f, 0.949528f, 0.956940f, 0.963776f, 0.970031f, 0.975702f, - 0.980785f, 0.985278f, 0.989177f, 0.992480f, 0.995185f, 0.997290f, 0.998795f, 0.999699f -}; - -static const float cosTable512[256] = { - 1.000000f, 0.999925f, 0.999699f, 0.999322f, 0.998795f, 0.998118f, 0.997290f, 0.996313f, - 0.995185f, 0.993907f, 0.992480f, 0.990903f, 0.989177f, 0.987301f, 0.985278f, 0.983105f, - 0.980785f, 0.978317f, 0.975702f, 0.972940f, 0.970031f, 0.966976f, 0.963776f, 0.960431f, - 0.956940f, 0.953306f, 0.949528f, 0.945607f, 0.941544f, 0.937339f, 0.932993f, 0.928506f, - 0.923880f, 0.919114f, 0.914210f, 0.909168f, 0.903989f, 0.898674f, 0.893224f, 0.887640f, - 0.881921f, 0.876070f, 0.870087f, 0.863973f, 0.857729f, 0.851355f, 0.844854f, 0.838225f, - 0.831470f, 0.824589f, 0.817585f, 0.810457f, 0.803208f, 0.795837f, 0.788346f, 0.780737f, - 0.773010f, 0.765167f, 0.757209f, 0.749136f, 0.740951f, 0.732654f, 0.724247f, 0.715731f, - 0.707107f, 0.698376f, 0.689541f, 0.680601f, 0.671559f, 0.662416f, 0.653173f, 0.643832f, - 0.634393f, 0.624860f, 0.615232f, 0.605511f, 0.595699f, 0.585798f, 0.575808f, 0.565732f, - 0.555570f, 0.545325f, 0.534998f, 0.524590f, 0.514103f, 0.503538f, 0.492898f, 0.482184f, - 0.471397f, 0.460539f, 0.449611f, 0.438616f, 0.427555f, 0.416430f, 0.405241f, 0.393992f, - 0.382683f, 0.371317f, 0.359895f, 0.348419f, 0.336890f, 0.325310f, 0.313682f, 0.302006f, - 0.290285f, 0.278520f, 0.266713f, 0.254866f, 0.242980f, 0.231058f, 0.219101f, 0.207111f, - 0.195090f, 0.183040f, 0.170962f, 0.158858f, 0.146730f, 0.134581f, 0.122411f, 0.110222f, - 0.098017f, 0.085797f, 0.073565f, 0.061321f, 0.049068f, 0.036807f, 0.024541f, 0.012272f, - 0.000000f, 0.012272f, 0.024541f, 0.036807f, 0.049068f, 0.061321f, 0.073565f, 0.085797f, - 0.098017f, 0.110222f, 0.122411f, 0.134581f, 0.146730f, 0.158858f, 0.170962f, 0.183040f, - 0.195090f, 0.207111f, 0.219101f, 0.231058f, 0.242980f, 0.254866f, 0.266713f, 0.278520f, - 0.290285f, 0.302006f, 0.313682f, 0.325310f, 0.336890f, 0.348419f, 0.359895f, 0.371317f, - 0.382683f, 0.393992f, 0.405241f, 0.416430f, 0.427555f, 0.438616f, 0.449611f, 0.460539f, - 0.471397f, 0.482184f, 0.492898f, 0.503538f, 0.514103f, 0.524590f, 0.534998f, 0.545325f, - 0.555570f, 0.565732f, 0.575808f, 0.585798f, 0.595699f, 0.605511f, 0.615232f, 0.624860f, - 0.634393f, 0.643832f, 0.653173f, 0.662416f, 0.671559f, 0.680601f, 0.689541f, 0.698376f, - 0.707107f, 0.715731f, 0.724247f, 0.732654f, 0.740951f, 0.749136f, 0.757209f, 0.765167f, - 0.773010f, 0.780737f, 0.788346f, 0.795837f, 0.803208f, 0.810457f, 0.817585f, 0.824589f, - 0.831470f, 0.838225f, 0.844854f, 0.851355f, 0.857729f, 0.863973f, 0.870087f, 0.876070f, - 0.881921f, 0.887640f, 0.893224f, 0.898674f, 0.903989f, 0.909168f, 0.914210f, 0.919114f, - 0.923880f, 0.928506f, 0.932993f, 0.937339f, 0.941544f, 0.945607f, 0.949528f, 0.953306f, - 0.956940f, 0.960431f, 0.963776f, 0.966976f, 0.970031f, 0.972940f, 0.975702f, 0.978317f, - 0.980785f, 0.983105f, 0.985278f, 0.987301f, 0.989177f, 0.990903f, 0.992480f, 0.993907f, - 0.995185f, 0.996313f, 0.997290f, 0.998118f, 0.998795f, 0.999322f, 0.999699f, 0.999925f -}; - -static const float cosTable1024[512] = { - 1.000000f, 0.999981f, 0.999925f, 0.999831f, 0.999699f, 0.999529f, 0.999322f, 0.999078f, - 0.998795f, 0.998476f, 0.998118f, 0.997723f, 0.997290f, 0.996820f, 0.996313f, 0.995767f, - 0.995185f, 0.994565f, 0.993907f, 0.993212f, 0.992480f, 0.991710f, 0.990903f, 0.990058f, - 0.989177f, 0.988258f, 0.987301f, 0.986308f, 0.985278f, 0.984210f, 0.983105f, 0.981964f, - 0.980785f, 0.979570f, 0.978317f, 0.977028f, 0.975702f, 0.974339f, 0.972940f, 0.971504f, - 0.970031f, 0.968522f, 0.966976f, 0.965394f, 0.963776f, 0.962121f, 0.960431f, 0.958703f, - 0.956940f, 0.955141f, 0.953306f, 0.951435f, 0.949528f, 0.947586f, 0.945607f, 0.943593f, - 0.941544f, 0.939459f, 0.937339f, 0.935184f, 0.932993f, 0.930767f, 0.928506f, 0.926210f, - 0.923880f, 0.921514f, 0.919114f, 0.916679f, 0.914210f, 0.911706f, 0.909168f, 0.906596f, - 0.903989f, 0.901349f, 0.898674f, 0.895966f, 0.893224f, 0.890449f, 0.887640f, 0.884797f, - 0.881921f, 0.879012f, 0.876070f, 0.873095f, 0.870087f, 0.867046f, 0.863973f, 0.860867f, - 0.857729f, 0.854558f, 0.851355f, 0.848120f, 0.844854f, 0.841555f, 0.838225f, 0.834863f, - 0.831470f, 0.828045f, 0.824589f, 0.821102f, 0.817585f, 0.814036f, 0.810457f, 0.806848f, - 0.803208f, 0.799537f, 0.795837f, 0.792107f, 0.788346f, 0.784557f, 0.780737f, 0.776888f, - 0.773010f, 0.769103f, 0.765167f, 0.761202f, 0.757209f, 0.753187f, 0.749136f, 0.745058f, - 0.740951f, 0.736817f, 0.732654f, 0.728464f, 0.724247f, 0.720003f, 0.715731f, 0.711432f, - 0.707107f, 0.702755f, 0.698376f, 0.693971f, 0.689541f, 0.685084f, 0.680601f, 0.676093f, - 0.671559f, 0.667000f, 0.662416f, 0.657807f, 0.653173f, 0.648514f, 0.643832f, 0.639124f, - 0.634393f, 0.629638f, 0.624860f, 0.620057f, 0.615232f, 0.610383f, 0.605511f, 0.600616f, - 0.595699f, 0.590760f, 0.585798f, 0.580814f, 0.575808f, 0.570781f, 0.565732f, 0.560662f, - 0.555570f, 0.550458f, 0.545325f, 0.540171f, 0.534998f, 0.529804f, 0.524590f, 0.519356f, - 0.514103f, 0.508830f, 0.503538f, 0.498228f, 0.492898f, 0.487550f, 0.482184f, 0.476799f, - 0.471397f, 0.465977f, 0.460539f, 0.455084f, 0.449611f, 0.444122f, 0.438616f, 0.433094f, - 0.427555f, 0.422000f, 0.416430f, 0.410843f, 0.405241f, 0.399624f, 0.393992f, 0.388345f, - 0.382683f, 0.377007f, 0.371317f, 0.365613f, 0.359895f, 0.354164f, 0.348419f, 0.342661f, - 0.336890f, 0.331106f, 0.325310f, 0.319502f, 0.313682f, 0.307850f, 0.302006f, 0.296151f, - 0.290285f, 0.284408f, 0.278520f, 0.272621f, 0.266713f, 0.260794f, 0.254866f, 0.248928f, - 0.242980f, 0.237024f, 0.231058f, 0.225084f, 0.219101f, 0.213110f, 0.207111f, 0.201105f, - 0.195090f, 0.189069f, 0.183040f, 0.177004f, 0.170962f, 0.164913f, 0.158858f, 0.152797f, - 0.146730f, 0.140658f, 0.134581f, 0.128498f, 0.122411f, 0.116319f, 0.110222f, 0.104122f, - 0.098017f, 0.091909f, 0.085797f, 0.079682f, 0.073565f, 0.067444f, 0.061321f, 0.055195f, - 0.049068f, 0.042938f, 0.036807f, 0.030675f, 0.024541f, 0.018407f, 0.012272f, 0.006136f, - 0.000000f, 0.006136f, 0.012272f, 0.018407f, 0.024541f, 0.030675f, 0.036807f, 0.042938f, - 0.049068f, 0.055195f, 0.061321f, 0.067444f, 0.073565f, 0.079682f, 0.085797f, 0.091909f, - 0.098017f, 0.104122f, 0.110222f, 0.116319f, 0.122411f, 0.128498f, 0.134581f, 0.140658f, - 0.146730f, 0.152797f, 0.158858f, 0.164913f, 0.170962f, 0.177004f, 0.183040f, 0.189069f, - 0.195090f, 0.201105f, 0.207111f, 0.213110f, 0.219101f, 0.225084f, 0.231058f, 0.237024f, - 0.242980f, 0.248928f, 0.254866f, 0.260794f, 0.266713f, 0.272621f, 0.278520f, 0.284408f, - 0.290285f, 0.296151f, 0.302006f, 0.307850f, 0.313682f, 0.319502f, 0.325310f, 0.331106f, - 0.336890f, 0.342661f, 0.348419f, 0.354164f, 0.359895f, 0.365613f, 0.371317f, 0.377007f, - 0.382683f, 0.388345f, 0.393992f, 0.399624f, 0.405241f, 0.410843f, 0.416430f, 0.422000f, - 0.427555f, 0.433094f, 0.438616f, 0.444122f, 0.449611f, 0.455084f, 0.460539f, 0.465977f, - 0.471397f, 0.476799f, 0.482184f, 0.487550f, 0.492898f, 0.498228f, 0.503538f, 0.508830f, - 0.514103f, 0.519356f, 0.524590f, 0.529804f, 0.534998f, 0.540171f, 0.545325f, 0.550458f, - 0.555570f, 0.560662f, 0.565732f, 0.570781f, 0.575808f, 0.580814f, 0.585798f, 0.590760f, - 0.595699f, 0.600616f, 0.605511f, 0.610383f, 0.615232f, 0.620057f, 0.624860f, 0.629638f, - 0.634393f, 0.639124f, 0.643832f, 0.648514f, 0.653173f, 0.657807f, 0.662416f, 0.667000f, - 0.671559f, 0.676093f, 0.680601f, 0.685084f, 0.689541f, 0.693971f, 0.698376f, 0.702755f, - 0.707107f, 0.711432f, 0.715731f, 0.720003f, 0.724247f, 0.728464f, 0.732654f, 0.736817f, - 0.740951f, 0.745058f, 0.749136f, 0.753187f, 0.757209f, 0.761202f, 0.765167f, 0.769103f, - 0.773010f, 0.776888f, 0.780737f, 0.784557f, 0.788346f, 0.792107f, 0.795837f, 0.799537f, - 0.803208f, 0.806848f, 0.810457f, 0.814036f, 0.817585f, 0.821102f, 0.824589f, 0.828045f, - 0.831470f, 0.834863f, 0.838225f, 0.841555f, 0.844854f, 0.848120f, 0.851355f, 0.854558f, - 0.857729f, 0.860867f, 0.863973f, 0.867046f, 0.870087f, 0.873095f, 0.876070f, 0.879012f, - 0.881921f, 0.884797f, 0.887640f, 0.890449f, 0.893224f, 0.895966f, 0.898674f, 0.901349f, - 0.903989f, 0.906596f, 0.909168f, 0.911706f, 0.914210f, 0.916679f, 0.919114f, 0.921514f, - 0.923880f, 0.926210f, 0.928506f, 0.930767f, 0.932993f, 0.935184f, 0.937339f, 0.939459f, - 0.941544f, 0.943593f, 0.945607f, 0.947586f, 0.949528f, 0.951435f, 0.953306f, 0.955141f, - 0.956940f, 0.958703f, 0.960431f, 0.962121f, 0.963776f, 0.965394f, 0.966976f, 0.968522f, - 0.970031f, 0.971504f, 0.972940f, 0.974339f, 0.975702f, 0.977028f, 0.978317f, 0.979570f, - 0.980785f, 0.981964f, 0.983105f, 0.984210f, 0.985278f, 0.986308f, 0.987301f, 0.988258f, - 0.989177f, 0.990058f, 0.990903f, 0.991710f, 0.992480f, 0.993212f, 0.993907f, 0.994565f, - 0.995185f, 0.995767f, 0.996313f, 0.996820f, 0.997290f, 0.997723f, 0.998118f, 0.998476f, - 0.998795f, 0.999078f, 0.999322f, 0.999529f, 0.999699f, 0.999831f, 0.999925f, 0.999981f -}; - -static const float cosTable2048[1024] = { - 1.000000f, 0.999995f, 0.999981f, 0.999958f, 0.999925f, 0.999882f, 0.999831f, 0.999769f, - 0.999699f, 0.999619f, 0.999529f, 0.999431f, 0.999322f, 0.999205f, 0.999078f, 0.998941f, - 0.998795f, 0.998640f, 0.998476f, 0.998302f, 0.998118f, 0.997925f, 0.997723f, 0.997511f, - 0.997290f, 0.997060f, 0.996820f, 0.996571f, 0.996313f, 0.996045f, 0.995767f, 0.995481f, - 0.995185f, 0.994879f, 0.994565f, 0.994240f, 0.993907f, 0.993564f, 0.993212f, 0.992850f, - 0.992480f, 0.992099f, 0.991710f, 0.991311f, 0.990903f, 0.990485f, 0.990058f, 0.989622f, - 0.989177f, 0.988722f, 0.988258f, 0.987784f, 0.987301f, 0.986809f, 0.986308f, 0.985798f, - 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0.999971f, 0.999971f, 0.999972f, 0.999973f, 0.999973f, 0.999974f, 0.999975f, 0.999976f, - 0.999976f, 0.999977f, 0.999977f, 0.999978f, 0.999979f, 0.999979f, 0.999980f, 0.999981f, - 0.999981f, 0.999982f, 0.999982f, 0.999983f, 0.999983f, 0.999984f, 0.999985f, 0.999985f, - 0.999986f, 0.999986f, 0.999987f, 0.999987f, 0.999988f, 0.999988f, 0.999988f, 0.999989f, - 0.999989f, 0.999990f, 0.999990f, 0.999991f, 0.999991f, 0.999991f, 0.999992f, 0.999992f, - 0.999993f, 0.999993f, 0.999993f, 0.999994f, 0.999994f, 0.999994f, 0.999995f, 0.999995f, - 0.999995f, 0.999996f, 0.999996f, 0.999996f, 0.999996f, 0.999997f, 0.999997f, 0.999997f, - 0.999997f, 0.999998f, 0.999998f, 0.999998f, 0.999998f, 0.999998f, 0.999999f, 0.999999f, - 0.999999f, 0.999999f, 0.999999f, 0.999999f, 0.999999f, 0.999999f, 1.000000f, 1.000000f, - 1.000000f, 1.000000f, 1.000000f, 1.000000f, 1.000000f, 1.000000f, 1.000000f, 1.000000f -}; - -static const float *cosTables[13] = { - cosTable16 , cosTable32 , cosTable64 , cosTable128 , - cosTable256 , cosTable512 , cosTable1024 , cosTable2048 , - cosTable4096, cosTable8192, cosTable16384, cosTable32768, - cosTable65536 -}; - -const float *getCosineTable(int bits) { - assert((bits >= 4) && (bits <= 16)); + for (int i = 1; i < m / 4; i++) + _table[m / 2 - i] = _table[i]; +} - return cosTables[bits-4]; +CosineTable::~CosineTable() { + delete[] _table; } } // End of namespace Common diff --git a/common/cosinetables.h b/common/cosinetables.h index 5744d21569..f9fb6fd59a 100644 --- a/common/cosinetables.h +++ b/common/cosinetables.h @@ -25,12 +25,30 @@ namespace Common { -/** - * Get a cosine table with the specified bit precision - * - * @param bits Precision of the table, which must be in range [4, 16] - */ -const float *getCosineTable(int bits); +class CosineTable { +public: + /** + * Construct a cosine table with the specified bit precision + * + * @param bitPrecision Precision of the table, which must be in range [4, 16] + */ + CosineTable(int bitPrecision); + ~CosineTable(); + + /** + * Get pointer to table + */ + const float *getTable() { return _table; } + + /** + * Get pointer to table + */ + int getPrecision() { return _bitPrecision; } + +private: + float *_table; + int _bitPrecision; +}; } // End of namespace Common diff --git a/common/dct.cpp b/common/dct.cpp index 6525c727ae..a353a9ad88 100644 --- a/common/dct.cpp +++ b/common/dct.cpp @@ -34,7 +34,8 @@ namespace Common { DCT::DCT(int bits, TransformType trans) : _bits(bits), _trans(trans), _rdft(0) { int n = 1 << _bits; - _tCos = getCosineTable(_bits + 2); + _cos = new Common::CosineTable(_bits + 2); + _tCos = _cos->getTable(); _csc2 = new float[n / 2]; @@ -47,6 +48,7 @@ DCT::DCT(int bits, TransformType trans) : _bits(bits), _trans(trans), _rdft(0) { DCT::~DCT() { delete _rdft; delete[] _csc2; + delete _cos; } void DCT::calc(float *data) { diff --git a/common/dct.h b/common/dct.h index 2c8c5129b8..7e69899fdc 100644 --- a/common/dct.h +++ b/common/dct.h @@ -35,6 +35,8 @@ namespace Common { +class CosineTable; + /** * (Inverse) Discrete Cosine Transforms. * @@ -59,6 +61,7 @@ private: int _bits; TransformType _trans; + CosineTable *_cos; const float *_tCos; float *_csc2; diff --git a/common/fft.cpp b/common/fft.cpp index 034570964f..e746013149 100644 --- a/common/fft.cpp +++ b/common/fft.cpp @@ -167,7 +167,8 @@ static void fft##n(Complex *z) { \ fft##n2(z); \ fft##n4(z + n4 * 2); \ fft##n4(z + n4 * 3); \ - pass(z, getCosineTable(t), n4 / 2);\ + Common::CosineTable table(t); \ + pass(z, table.getTable(), n4 / 2);\ } static void fft4(Complex *z) { @@ -209,7 +210,8 @@ static void fft16(Complex *z) { fft4(z + 8); fft4(z + 12); - const float * const cosTable = getCosineTable(4); + Common::CosineTable c(4); + const float * const cosTable = c.getTable(); TRANSFORM_ZERO(z[0], z[4], z[8], z[12]); TRANSFORM(z[2], z[6], z[10], z[14], sqrthalf, sqrthalf); diff --git a/common/fft.h b/common/fft.h index e77c53c2a7..318e1d2f97 100644 --- a/common/fft.h +++ b/common/fft.h @@ -64,9 +64,6 @@ private: Complex *_expTab; Complex *_tmpBuf; - const float *_tSin; - const float *_tCos; - int _splitRadix; int _permutation; diff --git a/common/rdft.cpp b/common/rdft.cpp index 3f52a89cba..3ebbf2e058 100644 --- a/common/rdft.cpp +++ b/common/rdft.cpp @@ -40,12 +40,16 @@ RDFT::RDFT(int bits, TransformType trans) : _bits(bits), _fft(0) { int n = 1 << bits; - _tSin = getSineTable(bits) + (trans == DFT_R2C || trans == DFT_C2R) * (n >> 2); - _tCos = getCosineTable(bits); + _sin = new SineTable(bits); + _tSin = _sin->getTable() + (trans == DFT_R2C || trans == DFT_C2R) * (n >> 2); + _cos = new CosineTable(bits); + _tCos = _cos->getTable(); } RDFT::~RDFT() { delete _fft; + delete _sin; + delete _cos; } void RDFT::calc(float *data) { diff --git a/common/rdft.h b/common/rdft.h index 68be0f4dac..04582b1fec 100644 --- a/common/rdft.h +++ b/common/rdft.h @@ -33,6 +33,9 @@ namespace Common { +class SineTable; +class CosineTable; + /** * (Inverse) Real Discrete Fourier Transform. * @@ -59,6 +62,8 @@ private: int _inverse; int _signConvention; + SineTable *_sin; + CosineTable *_cos; const float *_tSin; const float *_tCos; diff --git a/common/sinetables.cpp b/common/sinetables.cpp index 44b12ba0b6..a4467383cc 100644 --- a/common/sinetables.cpp +++ b/common/sinetables.cpp @@ -27,8247 +27,26 @@ namespace Common { -static const float sinTable16[8] = { - 0.000000f, 0.382683f, 0.707107f, 0.923880f, 0.000000f, -0.382683f, -0.707107f, -0.923880f -}; +SineTable::SineTable(int bitPrecision) { + assert((bitPrecision >= 4) && (bitPrecision <= 16)); -static const float sinTable32[16] = { - 0.000000f, 0.195090f, 0.382683f, 0.555570f, 0.707107f, 0.831470f, 0.923880f, 0.980785f, - 0.000000f, -0.195090f, -0.382683f, -0.555570f, -0.707107f, -0.831470f, -0.923880f, -0.980785f -}; + _bitPrecision = bitPrecision; -static const float sinTable64[32] = { - 0.000000f, 0.098017f, 0.195090f, 0.290285f, 0.382683f, 0.471397f, 0.555570f, 0.634393f, - 0.707107f, 0.773010f, 0.831470f, 0.881921f, 0.923880f, 0.956940f, 0.980785f, 0.995185f, - 0.000000f, -0.098017f, -0.195090f, -0.290285f, -0.382683f, -0.471397f, -0.555570f, -0.634393f, - -0.707107f, -0.773010f, -0.831470f, -0.881921f, -0.923880f, -0.956940f, -0.980785f, -0.995185f -}; + int m = 1 << _bitPrecision; + double freq = 2 * M_PI / m; + _table = new float[m]; -static const float sinTable128[64] = { - 0.000000f, 0.049068f, 0.098017f, 0.146730f, 0.195090f, 0.242980f, 0.290285f, 0.336890f, - 0.382683f, 0.427555f, 0.471397f, 0.514103f, 0.555570f, 0.595699f, 0.634393f, 0.671559f, - 0.707107f, 0.740951f, 0.773010f, 0.803208f, 0.831470f, 0.857729f, 0.881921f, 0.903989f, - 0.923880f, 0.941544f, 0.956940f, 0.970031f, 0.980785f, 0.989177f, 0.995185f, 0.998795f, - 0.000000f, -0.049068f, -0.098017f, -0.146730f, -0.195090f, -0.242980f, -0.290285f, -0.336890f, - -0.382683f, -0.427555f, -0.471397f, -0.514103f, -0.555570f, -0.595699f, -0.634393f, -0.671559f, - -0.707107f, -0.740951f, -0.773010f, -0.803208f, -0.831470f, -0.857729f, -0.881921f, -0.903989f, - -0.923880f, -0.941544f, -0.956940f, -0.970031f, -0.980785f, -0.989177f, -0.995185f, -0.998795f -}; + // Table contains sin(2*pi*x/n) for 0<=x<=n/4, + // followed by its reverse + for (int i = 0; i <= m / 4; i++) + _table[i] = sin(i * freq); -static const float sinTable256[128] = { - 0.000000f, 0.024541f, 0.049068f, 0.073565f, 0.098017f, 0.122411f, 0.146730f, 0.170962f, - 0.195090f, 0.219101f, 0.242980f, 0.266713f, 0.290285f, 0.313682f, 0.336890f, 0.359895f, - 0.382683f, 0.405241f, 0.427555f, 0.449611f, 0.471397f, 0.492898f, 0.514103f, 0.534998f, - 0.555570f, 0.575808f, 0.595699f, 0.615232f, 0.634393f, 0.653173f, 0.671559f, 0.689541f, - 0.707107f, 0.724247f, 0.740951f, 0.757209f, 0.773010f, 0.788346f, 0.803208f, 0.817585f, - 0.831470f, 0.844854f, 0.857729f, 0.870087f, 0.881921f, 0.893224f, 0.903989f, 0.914210f, - 0.923880f, 0.932993f, 0.941544f, 0.949528f, 0.956940f, 0.963776f, 0.970031f, 0.975702f, - 0.980785f, 0.985278f, 0.989177f, 0.992480f, 0.995185f, 0.997290f, 0.998795f, 0.999699f, - 0.000000f, -0.024541f, -0.049068f, -0.073565f, -0.098017f, -0.122411f, -0.146730f, -0.170962f, - -0.195090f, -0.219101f, -0.242980f, -0.266713f, -0.290285f, -0.313682f, -0.336890f, -0.359895f, - -0.382683f, -0.405241f, -0.427555f, -0.449611f, -0.471397f, -0.492898f, -0.514103f, -0.534998f, - -0.555570f, -0.575808f, -0.595699f, -0.615232f, -0.634393f, -0.653173f, -0.671559f, -0.689541f, - -0.707107f, -0.724247f, -0.740951f, -0.757209f, -0.773010f, -0.788346f, -0.803208f, -0.817585f, - -0.831470f, -0.844854f, -0.857729f, -0.870087f, -0.881921f, -0.893224f, -0.903989f, -0.914210f, - -0.923880f, -0.932993f, -0.941544f, -0.949528f, -0.956940f, -0.963776f, -0.970031f, -0.975702f, - -0.980785f, -0.985278f, -0.989177f, -0.992480f, -0.995185f, -0.997290f, -0.998795f, -0.999699f -}; - -static const float sinTable512[256] = { - 0.000000f, 0.012272f, 0.024541f, 0.036807f, 0.049068f, 0.061321f, 0.073565f, 0.085797f, - 0.098017f, 0.110222f, 0.122411f, 0.134581f, 0.146730f, 0.158858f, 0.170962f, 0.183040f, - 0.195090f, 0.207111f, 0.219101f, 0.231058f, 0.242980f, 0.254866f, 0.266713f, 0.278520f, - 0.290285f, 0.302006f, 0.313682f, 0.325310f, 0.336890f, 0.348419f, 0.359895f, 0.371317f, - 0.382683f, 0.393992f, 0.405241f, 0.416430f, 0.427555f, 0.438616f, 0.449611f, 0.460539f, - 0.471397f, 0.482184f, 0.492898f, 0.503538f, 0.514103f, 0.524590f, 0.534998f, 0.545325f, - 0.555570f, 0.565732f, 0.575808f, 0.585798f, 0.595699f, 0.605511f, 0.615232f, 0.624860f, - 0.634393f, 0.643832f, 0.653173f, 0.662416f, 0.671559f, 0.680601f, 0.689541f, 0.698376f, - 0.707107f, 0.715731f, 0.724247f, 0.732654f, 0.740951f, 0.749136f, 0.757209f, 0.765167f, - 0.773010f, 0.780737f, 0.788346f, 0.795837f, 0.803208f, 0.810457f, 0.817585f, 0.824589f, - 0.831470f, 0.838225f, 0.844854f, 0.851355f, 0.857729f, 0.863973f, 0.870087f, 0.876070f, - 0.881921f, 0.887640f, 0.893224f, 0.898674f, 0.903989f, 0.909168f, 0.914210f, 0.919114f, - 0.923880f, 0.928506f, 0.932993f, 0.937339f, 0.941544f, 0.945607f, 0.949528f, 0.953306f, - 0.956940f, 0.960431f, 0.963776f, 0.966976f, 0.970031f, 0.972940f, 0.975702f, 0.978317f, - 0.980785f, 0.983105f, 0.985278f, 0.987301f, 0.989177f, 0.990903f, 0.992480f, 0.993907f, - 0.995185f, 0.996313f, 0.997290f, 0.998118f, 0.998795f, 0.999322f, 0.999699f, 0.999925f, - 0.000000f, -0.012272f, -0.024541f, -0.036807f, -0.049068f, -0.061321f, -0.073565f, -0.085797f, - -0.098017f, -0.110222f, -0.122411f, -0.134581f, -0.146730f, -0.158858f, -0.170962f, -0.183040f, - -0.195090f, -0.207111f, -0.219101f, -0.231058f, -0.242980f, -0.254866f, -0.266713f, -0.278520f, - -0.290285f, -0.302006f, -0.313682f, -0.325310f, -0.336890f, -0.348419f, -0.359895f, -0.371317f, - -0.382683f, -0.393992f, -0.405241f, -0.416430f, -0.427555f, -0.438616f, -0.449611f, -0.460539f, - -0.471397f, -0.482184f, -0.492898f, -0.503538f, -0.514103f, -0.524590f, -0.534998f, -0.545325f, - -0.555570f, -0.565732f, -0.575808f, -0.585798f, -0.595699f, -0.605511f, -0.615232f, -0.624860f, - -0.634393f, -0.643832f, -0.653173f, -0.662416f, -0.671559f, -0.680601f, -0.689541f, -0.698376f, - -0.707107f, -0.715731f, -0.724247f, -0.732654f, -0.740951f, -0.749136f, -0.757209f, -0.765167f, - -0.773010f, -0.780737f, -0.788346f, -0.795837f, -0.803208f, -0.810457f, -0.817585f, -0.824589f, - -0.831470f, -0.838225f, -0.844854f, -0.851355f, -0.857729f, -0.863973f, -0.870087f, -0.876070f, - -0.881921f, -0.887640f, -0.893224f, -0.898674f, -0.903989f, -0.909168f, -0.914210f, -0.919114f, - -0.923880f, -0.928506f, -0.932993f, -0.937339f, -0.941544f, -0.945607f, -0.949528f, -0.953306f, - -0.956940f, -0.960431f, -0.963776f, -0.966976f, -0.970031f, -0.972940f, -0.975702f, -0.978317f, - -0.980785f, -0.983105f, -0.985278f, -0.987301f, -0.989177f, -0.990903f, -0.992480f, -0.993907f, - -0.995185f, -0.996313f, -0.997290f, -0.998118f, -0.998795f, -0.999322f, -0.999699f, -0.999925f -}; - -static const float sinTable1024[512] = { - 0.000000f, 0.006136f, 0.012272f, 0.018407f, 0.024541f, 0.030675f, 0.036807f, 0.042938f, - 0.049068f, 0.055195f, 0.061321f, 0.067444f, 0.073565f, 0.079682f, 0.085797f, 0.091909f, - 0.098017f, 0.104122f, 0.110222f, 0.116319f, 0.122411f, 0.128498f, 0.134581f, 0.140658f, - 0.146730f, 0.152797f, 0.158858f, 0.164913f, 0.170962f, 0.177004f, 0.183040f, 0.189069f, - 0.195090f, 0.201105f, 0.207111f, 0.213110f, 0.219101f, 0.225084f, 0.231058f, 0.237024f, - 0.242980f, 0.248928f, 0.254866f, 0.260794f, 0.266713f, 0.272621f, 0.278520f, 0.284408f, - 0.290285f, 0.296151f, 0.302006f, 0.307850f, 0.313682f, 0.319502f, 0.325310f, 0.331106f, - 0.336890f, 0.342661f, 0.348419f, 0.354164f, 0.359895f, 0.365613f, 0.371317f, 0.377007f, - 0.382683f, 0.388345f, 0.393992f, 0.399624f, 0.405241f, 0.410843f, 0.416430f, 0.422000f, - 0.427555f, 0.433094f, 0.438616f, 0.444122f, 0.449611f, 0.455084f, 0.460539f, 0.465977f, - 0.471397f, 0.476799f, 0.482184f, 0.487550f, 0.492898f, 0.498228f, 0.503538f, 0.508830f, - 0.514103f, 0.519356f, 0.524590f, 0.529804f, 0.534998f, 0.540171f, 0.545325f, 0.550458f, - 0.555570f, 0.560662f, 0.565732f, 0.570781f, 0.575808f, 0.580814f, 0.585798f, 0.590760f, - 0.595699f, 0.600616f, 0.605511f, 0.610383f, 0.615232f, 0.620057f, 0.624860f, 0.629638f, - 0.634393f, 0.639124f, 0.643832f, 0.648514f, 0.653173f, 0.657807f, 0.662416f, 0.667000f, - 0.671559f, 0.676093f, 0.680601f, 0.685084f, 0.689541f, 0.693971f, 0.698376f, 0.702755f, - 0.707107f, 0.711432f, 0.715731f, 0.720003f, 0.724247f, 0.728464f, 0.732654f, 0.736817f, - 0.740951f, 0.745058f, 0.749136f, 0.753187f, 0.757209f, 0.761202f, 0.765167f, 0.769103f, - 0.773010f, 0.776888f, 0.780737f, 0.784557f, 0.788346f, 0.792107f, 0.795837f, 0.799537f, - 0.803208f, 0.806848f, 0.810457f, 0.814036f, 0.817585f, 0.821102f, 0.824589f, 0.828045f, - 0.831470f, 0.834863f, 0.838225f, 0.841555f, 0.844854f, 0.848120f, 0.851355f, 0.854558f, - 0.857729f, 0.860867f, 0.863973f, 0.867046f, 0.870087f, 0.873095f, 0.876070f, 0.879012f, - 0.881921f, 0.884797f, 0.887640f, 0.890449f, 0.893224f, 0.895966f, 0.898674f, 0.901349f, - 0.903989f, 0.906596f, 0.909168f, 0.911706f, 0.914210f, 0.916679f, 0.919114f, 0.921514f, - 0.923880f, 0.926210f, 0.928506f, 0.930767f, 0.932993f, 0.935184f, 0.937339f, 0.939459f, - 0.941544f, 0.943593f, 0.945607f, 0.947586f, 0.949528f, 0.951435f, 0.953306f, 0.955141f, - 0.956940f, 0.958703f, 0.960431f, 0.962121f, 0.963776f, 0.965394f, 0.966976f, 0.968522f, - 0.970031f, 0.971504f, 0.972940f, 0.974339f, 0.975702f, 0.977028f, 0.978317f, 0.979570f, - 0.980785f, 0.981964f, 0.983105f, 0.984210f, 0.985278f, 0.986308f, 0.987301f, 0.988258f, - 0.989177f, 0.990058f, 0.990903f, 0.991710f, 0.992480f, 0.993212f, 0.993907f, 0.994565f, - 0.995185f, 0.995767f, 0.996313f, 0.996820f, 0.997290f, 0.997723f, 0.998118f, 0.998476f, - 0.998795f, 0.999078f, 0.999322f, 0.999529f, 0.999699f, 0.999831f, 0.999925f, 0.999981f, - 0.000000f, -0.006136f, -0.012272f, -0.018407f, -0.024541f, -0.030675f, -0.036807f, -0.042938f, - -0.049068f, -0.055195f, -0.061321f, -0.067444f, -0.073565f, -0.079682f, -0.085797f, -0.091909f, - -0.098017f, -0.104122f, -0.110222f, -0.116319f, -0.122411f, -0.128498f, -0.134581f, -0.140658f, - -0.146730f, -0.152797f, -0.158858f, -0.164913f, -0.170962f, -0.177004f, -0.183040f, -0.189069f, - -0.195090f, -0.201105f, -0.207111f, -0.213110f, -0.219101f, -0.225084f, -0.231058f, -0.237024f, - -0.242980f, -0.248928f, -0.254866f, -0.260794f, -0.266713f, -0.272621f, -0.278520f, -0.284408f, - -0.290285f, -0.296151f, -0.302006f, -0.307850f, -0.313682f, -0.319502f, -0.325310f, -0.331106f, - -0.336890f, -0.342661f, -0.348419f, -0.354164f, -0.359895f, -0.365613f, -0.371317f, -0.377007f, - -0.382683f, -0.388345f, -0.393992f, -0.399624f, -0.405241f, -0.410843f, -0.416430f, -0.422000f, - -0.427555f, -0.433094f, -0.438616f, -0.444122f, -0.449611f, -0.455084f, -0.460539f, -0.465977f, - -0.471397f, -0.476799f, -0.482184f, -0.487550f, -0.492898f, -0.498228f, -0.503538f, -0.508830f, - -0.514103f, -0.519356f, -0.524590f, -0.529804f, -0.534998f, -0.540171f, -0.545325f, -0.550458f, - -0.555570f, -0.560662f, -0.565732f, -0.570781f, -0.575808f, -0.580814f, -0.585798f, -0.590760f, - -0.595699f, -0.600616f, -0.605511f, -0.610383f, -0.615232f, -0.620057f, -0.624860f, -0.629638f, - -0.634393f, -0.639124f, -0.643832f, -0.648514f, -0.653173f, -0.657807f, -0.662416f, -0.667000f, - -0.671559f, -0.676093f, -0.680601f, -0.685084f, -0.689541f, -0.693971f, -0.698376f, -0.702755f, - -0.707107f, -0.711432f, -0.715731f, -0.720003f, -0.724247f, -0.728464f, -0.732654f, -0.736817f, - -0.740951f, -0.745058f, -0.749136f, -0.753187f, -0.757209f, -0.761202f, -0.765167f, -0.769103f, - -0.773010f, -0.776888f, -0.780737f, -0.784557f, -0.788346f, -0.792107f, -0.795837f, -0.799537f, - -0.803208f, -0.806848f, -0.810457f, -0.814036f, -0.817585f, -0.821102f, -0.824589f, -0.828045f, - -0.831470f, -0.834863f, -0.838225f, -0.841555f, -0.844854f, -0.848120f, -0.851355f, -0.854558f, - -0.857729f, -0.860867f, -0.863973f, -0.867046f, -0.870087f, -0.873095f, -0.876070f, -0.879012f, - -0.881921f, -0.884797f, -0.887640f, -0.890449f, -0.893224f, -0.895966f, -0.898674f, -0.901349f, - -0.903989f, -0.906596f, -0.909168f, -0.911706f, -0.914210f, -0.916679f, -0.919114f, -0.921514f, - -0.923880f, -0.926210f, -0.928506f, -0.930767f, -0.932993f, -0.935184f, -0.937339f, -0.939459f, - -0.941544f, -0.943593f, -0.945607f, -0.947586f, -0.949528f, -0.951435f, -0.953306f, -0.955141f, - -0.956940f, -0.958703f, -0.960431f, -0.962121f, -0.963776f, -0.965394f, -0.966976f, -0.968522f, - -0.970031f, -0.971504f, -0.972940f, -0.974339f, -0.975702f, -0.977028f, -0.978317f, -0.979570f, - -0.980785f, -0.981964f, -0.983105f, -0.984210f, -0.985278f, -0.986308f, -0.987301f, -0.988258f, - -0.989177f, -0.990058f, -0.990903f, -0.991710f, -0.992480f, -0.993212f, -0.993907f, -0.994565f, - -0.995185f, -0.995767f, -0.996313f, -0.996820f, -0.997290f, -0.997723f, -0.998118f, -0.998476f, - -0.998795f, -0.999078f, -0.999322f, -0.999529f, -0.999699f, -0.999831f, -0.999925f, -0.999981f -}; - -static const float sinTable2048[1024] = { - 0.000000f, 0.003068f, 0.006136f, 0.009204f, 0.012272f, 0.015339f, 0.018407f, 0.021474f, - 0.024541f, 0.027608f, 0.030675f, 0.033741f, 0.036807f, 0.039873f, 0.042938f, 0.046003f, - 0.049068f, 0.052132f, 0.055195f, 0.058258f, 0.061321f, 0.064383f, 0.067444f, 0.070505f, - 0.073565f, 0.076624f, 0.079682f, 0.082740f, 0.085797f, 0.088854f, 0.091909f, 0.094963f, - 0.098017f, 0.101070f, 0.104122f, 0.107172f, 0.110222f, 0.113271f, 0.116319f, 0.119365f, - 0.122411f, 0.125455f, 0.128498f, 0.131540f, 0.134581f, 0.137620f, 0.140658f, 0.143695f, - 0.146730f, 0.149765f, 0.152797f, 0.155828f, 0.158858f, 0.161886f, 0.164913f, 0.167938f, - 0.170962f, 0.173984f, 0.177004f, 0.180023f, 0.183040f, 0.186055f, 0.189069f, 0.192080f, - 0.195090f, 0.198098f, 0.201105f, 0.204109f, 0.207111f, 0.210112f, 0.213110f, 0.216107f, - 0.219101f, 0.222094f, 0.225084f, 0.228072f, 0.231058f, 0.234042f, 0.237024f, 0.240003f, - 0.242980f, 0.245955f, 0.248928f, 0.251898f, 0.254866f, 0.257831f, 0.260794f, 0.263755f, - 0.266713f, 0.269668f, 0.272621f, 0.275572f, 0.278520f, 0.281465f, 0.284408f, 0.287347f, - 0.290285f, 0.293219f, 0.296151f, 0.299080f, 0.302006f, 0.304929f, 0.307850f, 0.310767f, - 0.313682f, 0.316593f, 0.319502f, 0.322408f, 0.325310f, 0.328210f, 0.331106f, 0.334000f, - 0.336890f, 0.339777f, 0.342661f, 0.345541f, 0.348419f, 0.351293f, 0.354164f, 0.357031f, - 0.359895f, 0.362756f, 0.365613f, 0.368467f, 0.371317f, 0.374164f, 0.377007f, 0.379847f, - 0.382683f, 0.385516f, 0.388345f, 0.391170f, 0.393992f, 0.396810f, 0.399624f, 0.402435f, - 0.405241f, 0.408044f, 0.410843f, 0.413638f, 0.416430f, 0.419217f, 0.422000f, 0.424780f, - 0.427555f, 0.430326f, 0.433094f, 0.435857f, 0.438616f, 0.441371f, 0.444122f, 0.446869f, - 0.449611f, 0.452350f, 0.455084f, 0.457813f, 0.460539f, 0.463260f, 0.465977f, 0.468689f, - 0.471397f, 0.474100f, 0.476799f, 0.479494f, 0.482184f, 0.484869f, 0.487550f, 0.490226f, - 0.492898f, 0.495565f, 0.498228f, 0.500885f, 0.503538f, 0.506187f, 0.508830f, 0.511469f, - 0.514103f, 0.516732f, 0.519356f, 0.521975f, 0.524590f, 0.527199f, 0.529804f, 0.532403f, - 0.534998f, 0.537587f, 0.540171f, 0.542751f, 0.545325f, 0.547894f, 0.550458f, 0.553017f, - 0.555570f, 0.558119f, 0.560662f, 0.563199f, 0.565732f, 0.568259f, 0.570781f, 0.573297f, - 0.575808f, 0.578314f, 0.580814f, 0.583309f, 0.585798f, 0.588282f, 0.590760f, 0.593232f, - 0.595699f, 0.598161f, 0.600616f, 0.603067f, 0.605511f, 0.607950f, 0.610383f, 0.612810f, - 0.615232f, 0.617647f, 0.620057f, 0.622461f, 0.624860f, 0.627252f, 0.629638f, 0.632019f, - 0.634393f, 0.636762f, 0.639124f, 0.641481f, 0.643832f, 0.646176f, 0.648514f, 0.650847f, - 0.653173f, 0.655493f, 0.657807f, 0.660114f, 0.662416f, 0.664711f, 0.667000f, 0.669283f, - 0.671559f, 0.673829f, 0.676093f, 0.678350f, 0.680601f, 0.682846f, 0.685084f, 0.687315f, - 0.689541f, 0.691759f, 0.693971f, 0.696177f, 0.698376f, 0.700569f, 0.702755f, 0.704934f, - 0.707107f, 0.709273f, 0.711432f, 0.713585f, 0.715731f, 0.717870f, 0.720003f, 0.722128f, - 0.724247f, 0.726359f, 0.728464f, 0.730563f, 0.732654f, 0.734739f, 0.736817f, 0.738887f, - 0.740951f, 0.743008f, 0.745058f, 0.747101f, 0.749136f, 0.751165f, 0.753187f, 0.755201f, - 0.757209f, 0.759209f, 0.761202f, 0.763188f, 0.765167f, 0.767139f, 0.769103f, 0.771061f, - 0.773010f, 0.774953f, 0.776888f, 0.778817f, 0.780737f, 0.782651f, 0.784557f, 0.786455f, - 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sinTable16 , sinTable32 , sinTable64 , sinTable128 , - sinTable256 , sinTable512 , sinTable1024 , sinTable2048 , - sinTable4096, sinTable8192, sinTable16384, sinTable32768, - sinTable65536 -}; - -const float *getSineTable(int bits) { - assert((bits >= 4) && (bits <= 16)); + for (int i = 1; i < m / 4; i++) + _table[m / 2 - i] = _table[i]; +} - return sinTables[bits-4]; +SineTable::~SineTable() { + delete[] _table; } } // End of namespace Common diff --git a/common/sinetables.h b/common/sinetables.h index 28918838f4..16e203f26d 100644 --- a/common/sinetables.h +++ b/common/sinetables.h @@ -25,12 +25,30 @@ namespace Common { -/** - * Get a sine table with the specified bit precision - * - * @param bits Precision of the table, which must be in range [4, 16] - */ -const float *getSineTable(int bits); +class SineTable { +public: + /** + * Construct a sine table with the specified bit precision + * + * @param bitPrecision Precision of the table, which must be in range [4, 16] + */ + SineTable(int bitPrecision); + ~SineTable(); + + /** + * Get pointer to table + */ + const float *getTable() { return _table; } + + /** + * Get pointer to table + */ + int getPrecision() { return _bitPrecision; } + +private: + float *_table; + int _bitPrecision; +}; } // End of namespace Common |