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@ -19,6 +19,8 @@ |
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#include "synth.h" |
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#include "synth.h" |
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#include "exp2.h" |
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#include "exp2.h" |
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#include <stdio.h> |
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int32_t exp2tab[EXP2_N_SAMPLES << 1]; |
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int32_t exp2tab[EXP2_N_SAMPLES << 1]; |
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void Exp2::init() { |
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void Exp2::init() { |
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@ -34,3 +36,30 @@ void Exp2::init() { |
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exp2tab[(EXP2_N_SAMPLES << 1) - 2] = (1U << 31) - exp2tab[(EXP2_N_SAMPLES << 1) - 1]; |
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exp2tab[(EXP2_N_SAMPLES << 1) - 2] = (1U << 31) - exp2tab[(EXP2_N_SAMPLES << 1) - 1]; |
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} |
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} |
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int32_t tanhtab[TANH_N_SAMPLES << 1]; |
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static double dtanh(double y) { |
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return 1 - y * y; |
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} |
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void Tanh::init() { |
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double step = 4.0 / TANH_N_SAMPLES; |
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double y = 0; |
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for (int i = 0; i < TANH_N_SAMPLES; i++) { |
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tanhtab[(i << 1) + 1] = (1 << 24) * y + 0.5; |
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//printf("%d\n", tanhtab[(i << 1) + 1]);
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// Use a basic 4th order Runge-Kutte to compute tanh from its
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// differential equation.
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double k1 = dtanh(y); |
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double k2 = dtanh(y + 0.5 * step * k1); |
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double k3 = dtanh(y + 0.5 * step * k2); |
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double k4 = dtanh(y + step * k3); |
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double dy = (step / 6) * (k1 + k4 + 2 * (k2 + k3)); |
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y += dy; |
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} |
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for (int i = 0; i < TANH_N_SAMPLES - 1; i++) { |
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tanhtab[i << 1] = tanhtab[(i << 1) + 3] - tanhtab[(i << 1) + 1]; |
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} |
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int32_t lasty = (1 << 24) * y + 0.5; |
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tanhtab[(TANH_N_SAMPLES << 1) - 2] = lasty - tanhtab[(TANH_N_SAMPLES << 1) - 1]; |
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} |
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