/**************************************************************************//** * @file * @author Steve Lascos * @company Blackaddr Audio * * This file constains precomputed co-efficients for the AudioEffectAnalogDelay * class. * * @copyright This program is free software: you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation, either version 3 of the License, or * (at your option) any later version.* * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program. If not, see . *****************************************************************************/ #include namespace BAEffects { // The number of stages in the analog-response Biquad filter constexpr unsigned MAX_NUM_FILTER_STAGES = 4; constexpr unsigned NUM_COEFFS_PER_STAGE = 5; // Matlab/Octave can be helpful to design a filter. Once you have the IIR filter (bz,az) coefficients // in the z-domain, they can be converted to second-order-sections. AudioEffectAnalogDelay is designed // to accept up to a maximum of an 8th order filter, broken into four, 2nd order stages. // // Second order sections can be created with: // [sos] = tf2sos(bz,az); // The results coefficents must be converted the Q31 format required by the ARM CMSIS-DSP library. This means // all coefficients must lie between -1.0 and +0.9999. If your (bz,az) coefficients exceed this, you must divide // them down by a power of 2. For example, if your largest magnitude coefficient is -3.5, you must divide by // 2^shift where 4=2^2 and thus shift = 2. You must then mutliply by 2^31 to get a 32-bit signed integer value // that represents the required Q31 coefficient. // BOSS DM-3 Filters // b(z) = 1.0e-03 * (0.0032 0.0257 0.0900 0.1800 0.2250 0.1800 0.0900 0.0257 0.0032) // a(z) = 1.0000 -5.7677 14.6935 -21.3811 19.1491 -10.5202 3.2584 -0.4244 -0.0067 constexpr unsigned DM3_NUM_STAGES = 4; constexpr unsigned DM3_COEFF_SHIFT = 2; constexpr int32_t DM3[5*MAX_NUM_FILTER_STAGES] = { 536870912, 988616936, 455608573, 834606945, -482959709, 536870912, 1031466345, 498793368, 965834205, -467402235, 536870912, 1105821939, 573646688, 928470657, -448083489, 2339, 5093, 2776, 302068995, 4412722 }; // Blackaddr WARM Filter // Butterworth, 8th order, cutoff = 2000 Hz // Matlab/Octave command: [bz, az] = butter(8, 2000/44100/2); // b(z) = 1.0e-05 * (0.0086 0.0689 0.2411 0.4821 0.6027 0.4821 0.2411 0.0689 0.0086_ // a(z) = 1.0000 -6.5399 18.8246 -31.1340 32.3473 -21.6114 9.0643 -2.1815 0.2306 constexpr unsigned WARM_NUM_STAGES = 4; constexpr unsigned WARM_COEFF_SHIFT = 2; constexpr int32_t WARM[5*MAX_NUM_FILTER_STAGES] = { 536870912,1060309346,523602393,976869875,-481046241, 536870912,1073413910,536711084,891250612,-391829326, 536870912,1087173998,550475248,835222426,-333446881, 46,92,46,807741349,-304811072 }; // Blackaddr DARK Filter // Chebychev Type II, 8th order, stopband = 60db, cutoff = 1000 Hz // Matlab command: [bz, az] = cheby2(8, 60, 1000/44100/2); // b(z) = 0.0009 -0.0066 0.0219 -0.0423 0.0522 -0.0423 0.0219 -0.0066 0.0009 // a(z) = 1.0000 -7.4618 24.3762 -45.5356 53.1991 -39.8032 18.6245 -4.9829 0.5836 constexpr unsigned DARK_NUM_STAGES = 4; constexpr unsigned DARK_COEFF_SHIFT = 1; constexpr int32_t DARK[5*MAX_NUM_FILTER_STAGES] = { 1073741824,-2124867808,1073741824,2107780229,-1043948409, 1073741824,-2116080466,1073741824,2042553796,-979786242, 1073741824,-2077777790,1073741824,1964779896,-904264933, 957356,-1462833,957356,1896884898,-838694612 }; };