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https://github.com/espressif/esp-idf.git
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309 lines
9.6 KiB
C
309 lines
9.6 KiB
C
/******************************************************************************
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*
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* Copyright (C) 2014 The Android Open Source Project
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* Copyright 2003 - 2004 Open Interface North America, Inc. All rights reserved.
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*
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* Licensed under the Apache License, Version 2.0 (the "License");
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* you may not use this file except in compliance with the License.
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* You may obtain a copy of the License at:
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*
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* http://www.apache.org/licenses/LICENSE-2.0
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*
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* Unless required by applicable law or agreed to in writing, software
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* distributed under the License is distributed on an "AS IS" BASIS,
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* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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* See the License for the specific language governing permissions and
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* limitations under the License.
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*
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******************************************************************************/
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/**********************************************************************************
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$Revision: #1 $
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***********************************************************************************/
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/** @file
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@ingroup codec_internal
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*/
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/**@addgroup codec_internal*/
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/**@{*/
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/*
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* Performs an 8-point Type-II scaled DCT using the Arai-Agui-Nakajima
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* factorization. The scaling factors are folded into the windowing
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* constants. 29 adds and 5 16x32 multiplies per 8 samples.
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*/
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#include "bt_target.h"
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#include "oi_codec_sbc_private.h"
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#if (defined(SBC_DEC_INCLUDED) && SBC_DEC_INCLUDED == TRUE)
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#define AAN_C4_FIX (759250125)/* S1.30 759250125 0.707107*/
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#define AAN_C6_FIX (410903207)/* S1.30 410903207 0.382683*/
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#define AAN_Q0_FIX (581104888)/* S1.30 581104888 0.541196*/
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#define AAN_Q1_FIX (1402911301)/* S1.30 1402911301 1.306563*/
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/** Scales x by y bits to the right, adding a rounding factor.
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*/
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#ifndef SCALE
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#define SCALE(x, y) (((x) + (1 <<((y)-1))) >> (y))
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#endif
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/**
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* Default C language implementation of a 32x32->32 multiply. This function may
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* be replaced by a platform-specific version for speed.
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*
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* @param u A signed 32-bit multiplicand
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* @param v A signed 32-bit multiplier
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* @return A signed 32-bit value corresponding to the 32 most significant bits
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* of the 64-bit product of u and v.
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*/
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INLINE OI_INT32 default_mul_32s_32s_hi(OI_INT32 u, OI_INT32 v)
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{
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OI_UINT32 u0, v0;
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OI_INT32 u1, v1, w1, w2, t;
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u0 = u & 0xFFFF; u1 = u >> 16;
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v0 = v & 0xFFFF; v1 = v >> 16;
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t = u0 * v0;
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t = u1 * v0 + ((OI_UINT32)t >> 16);
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w1 = t & 0xFFFF;
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w2 = t >> 16;
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w1 = u0 * v1 + w1;
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return u1 * v1 + w2 + (w1 >> 16);
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}
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#define MUL_32S_32S_HI(_x, _y) default_mul_32s_32s_hi(_x, _y)
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#ifdef DEBUG_DCT
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PRIVATE void float_dct2_8(float *RESTRICT out, OI_INT32 const *RESTRICT in)
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{
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#define FIX(x,bits) (((int)floor(0.5f+((x)*((float)(1<<bits)))))/((float)(1<<bits)))
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#define FLOAT_BUTTERFLY(x,y) x += y; y = x - (y*2); OI_ASSERT(VALID_INT32(x)); OI_ASSERT(VALID_INT32(y));
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#define FLOAT_MULT_DCT(K, sample) (FIX(K,20) * sample)
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#define FLOAT_SCALE(x, y) (((x) / (double)(1 << (y))))
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double L00, L01, L02, L03, L04, L05, L06, L07;
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double L25;
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double in0, in1, in2, in3;
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double in4, in5, in6, in7;
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in0 = FLOAT_SCALE(in[0], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in0));
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in1 = FLOAT_SCALE(in[1], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in1));
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in2 = FLOAT_SCALE(in[2], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in2));
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in3 = FLOAT_SCALE(in[3], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in3));
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in4 = FLOAT_SCALE(in[4], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in4));
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in5 = FLOAT_SCALE(in[5], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in5));
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in6 = FLOAT_SCALE(in[6], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in6));
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in7 = FLOAT_SCALE(in[7], DCTII_8_SHIFT_IN); OI_ASSERT(VALID_INT32(in7));
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L00 = (in0 + in7); OI_ASSERT(VALID_INT32(L00));
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L01 = (in1 + in6); OI_ASSERT(VALID_INT32(L01));
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L02 = (in2 + in5); OI_ASSERT(VALID_INT32(L02));
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L03 = (in3 + in4); OI_ASSERT(VALID_INT32(L03));
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L04 = (in3 - in4); OI_ASSERT(VALID_INT32(L04));
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L05 = (in2 - in5); OI_ASSERT(VALID_INT32(L05));
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L06 = (in1 - in6); OI_ASSERT(VALID_INT32(L06));
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L07 = (in0 - in7); OI_ASSERT(VALID_INT32(L07));
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FLOAT_BUTTERFLY(L00, L03);
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FLOAT_BUTTERFLY(L01, L02);
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L02 += L03; OI_ASSERT(VALID_INT32(L02));
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L02 = FLOAT_MULT_DCT(AAN_C4_FLOAT, L02); OI_ASSERT(VALID_INT32(L02));
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FLOAT_BUTTERFLY(L00, L01);
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out[0] = (float)FLOAT_SCALE(L00, DCTII_8_SHIFT_0); OI_ASSERT(VALID_INT16(out[0]));
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out[4] = (float)FLOAT_SCALE(L01, DCTII_8_SHIFT_4); OI_ASSERT(VALID_INT16(out[4]));
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FLOAT_BUTTERFLY(L03, L02);
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out[6] = (float)FLOAT_SCALE(L02, DCTII_8_SHIFT_6); OI_ASSERT(VALID_INT16(out[6]));
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out[2] = (float)FLOAT_SCALE(L03, DCTII_8_SHIFT_2); OI_ASSERT(VALID_INT16(out[2]));
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L04 += L05; OI_ASSERT(VALID_INT32(L04));
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L05 += L06; OI_ASSERT(VALID_INT32(L05));
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L06 += L07; OI_ASSERT(VALID_INT32(L06));
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L04 /= 2;
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L05 /= 2;
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L06 /= 2;
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L07 /= 2;
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L05 = FLOAT_MULT_DCT(AAN_C4_FLOAT, L05); OI_ASSERT(VALID_INT32(L05));
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L25 = L06 - L04; OI_ASSERT(VALID_INT32(L25));
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L25 = FLOAT_MULT_DCT(AAN_C6_FLOAT, L25); OI_ASSERT(VALID_INT32(L25));
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L04 = FLOAT_MULT_DCT(AAN_Q0_FLOAT, L04); OI_ASSERT(VALID_INT32(L04));
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L04 -= L25; OI_ASSERT(VALID_INT32(L04));
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L06 = FLOAT_MULT_DCT(AAN_Q1_FLOAT, L06); OI_ASSERT(VALID_INT32(L06));
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L06 -= L25; OI_ASSERT(VALID_INT32(L25));
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FLOAT_BUTTERFLY(L07, L05);
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FLOAT_BUTTERFLY(L05, L04);
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out[3] = (float)(FLOAT_SCALE(L04, DCTII_8_SHIFT_3 - 1)); OI_ASSERT(VALID_INT16(out[3]));
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out[5] = (float)(FLOAT_SCALE(L05, DCTII_8_SHIFT_5 - 1)); OI_ASSERT(VALID_INT16(out[5]));
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FLOAT_BUTTERFLY(L07, L06);
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out[7] = (float)(FLOAT_SCALE(L06, DCTII_8_SHIFT_7 - 1)); OI_ASSERT(VALID_INT16(out[7]));
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out[1] = (float)(FLOAT_SCALE(L07, DCTII_8_SHIFT_1 - 1)); OI_ASSERT(VALID_INT16(out[1]));
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}
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#undef BUTTERFLY
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#endif
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/*
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* This function calculates the AAN DCT. Its inputs are in S16.15 format, as
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* returned by OI_SBC_Dequant. In practice, abs(in[x]) < 52429.0 / 1.38
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* (1244918057 integer). The function it computes is an approximation to the array defined
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* by:
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*
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* diag(aan_s) * AAN= C2
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*
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* or
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*
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* AAN = diag(1/aan_s) * C2
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*
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* where C2 is as it is defined in the comment at the head of this file, and
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*
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* aan_s[i] = aan_s = 1/(2*cos(i*pi/16)) with i = 1..7, aan_s[0] = 1;
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*
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* aan_s[i] = [ 1.000 0.510 0.541 0.601 0.707 0.900 1.307 2.563 ]
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*
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* The output ranges are shown as follows:
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*
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* Let Y[0..7] = AAN * X[0..7]
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*
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* Without loss of generality, assume the input vector X consists of elements
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* between -1 and 1. The maximum possible value of a given output element occurs
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* with some particular combination of input vector elements each of which is -1
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* or 1. Consider the computation of Y[i]. Y[i] = sum t=0..7 of AAN[t,i]*X[i]. Y is
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* maximized if the sign of X[i] matches the sign of AAN[t,i], ensuring a
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* positive contribution to the sum. Equivalently, one may simply sum
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* abs(AAN)[t,i] over t to get the maximum possible value of Y[i].
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*
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* This yields approximately [8.00 10.05 9.66 8.52 8.00 5.70 4.00 2.00]
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*
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* Given the maximum magnitude sensible input value of +/-37992, this yields the
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* following vector of maximum output magnitudes:
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*
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* [ 303936 381820 367003 323692 303936 216555 151968 75984 ]
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*
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* Ultimately, these values must fit into 16 bit signed integers, so they must
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* be scaled. A non-uniform scaling helps maximize the kept precision. The
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* relative number of extra bits of precision maintainable with respect to the
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* largest value is given here:
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*
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* [ 0 0 0 0 0 0 1 2 ]
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*
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*/
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PRIVATE void dct2_8(SBC_BUFFER_T *RESTRICT out, OI_INT32 const *RESTRICT in)
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{
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#define BUTTERFLY(x,y) x += y; y = x - (y<<1);
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#define FIX_MULT_DCT(K, x) (MUL_32S_32S_HI(K,x)<<2)
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OI_INT32 L00, L01, L02, L03, L04, L05, L06, L07;
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OI_INT32 L25;
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OI_INT32 in0, in1, in2, in3;
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OI_INT32 in4, in5, in6, in7;
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#if DCTII_8_SHIFT_IN != 0
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in0 = SCALE(in[0], DCTII_8_SHIFT_IN);
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in1 = SCALE(in[1], DCTII_8_SHIFT_IN);
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in2 = SCALE(in[2], DCTII_8_SHIFT_IN);
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in3 = SCALE(in[3], DCTII_8_SHIFT_IN);
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in4 = SCALE(in[4], DCTII_8_SHIFT_IN);
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in5 = SCALE(in[5], DCTII_8_SHIFT_IN);
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in6 = SCALE(in[6], DCTII_8_SHIFT_IN);
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in7 = SCALE(in[7], DCTII_8_SHIFT_IN);
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#else
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in0 = in[0];
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in1 = in[1];
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in2 = in[2];
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in3 = in[3];
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in4 = in[4];
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in5 = in[5];
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in6 = in[6];
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in7 = in[7];
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#endif
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L00 = in0 + in7;
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L01 = in1 + in6;
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L02 = in2 + in5;
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L03 = in3 + in4;
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L04 = in3 - in4;
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L05 = in2 - in5;
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L06 = in1 - in6;
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L07 = in0 - in7;
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BUTTERFLY(L00, L03);
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BUTTERFLY(L01, L02);
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L02 += L03;
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L02 = FIX_MULT_DCT(AAN_C4_FIX, L02);
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BUTTERFLY(L00, L01);
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out[0] = (OI_INT16)SCALE(L00, DCTII_8_SHIFT_0);
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out[4] = (OI_INT16)SCALE(L01, DCTII_8_SHIFT_4);
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BUTTERFLY(L03, L02);
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out[6] = (OI_INT16)SCALE(L02, DCTII_8_SHIFT_6);
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out[2] = (OI_INT16)SCALE(L03, DCTII_8_SHIFT_2);
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L04 += L05;
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L05 += L06;
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L06 += L07;
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L04 /= 2;
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L05 /= 2;
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L06 /= 2;
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L07 /= 2;
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L05 = FIX_MULT_DCT(AAN_C4_FIX, L05);
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L25 = L06 - L04;
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L25 = FIX_MULT_DCT(AAN_C6_FIX, L25);
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L04 = FIX_MULT_DCT(AAN_Q0_FIX, L04);
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L04 -= L25;
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L06 = FIX_MULT_DCT(AAN_Q1_FIX, L06);
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L06 -= L25;
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BUTTERFLY(L07, L05);
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BUTTERFLY(L05, L04);
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out[3] = (OI_INT16)SCALE(L04, DCTII_8_SHIFT_3 - 1);
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out[5] = (OI_INT16)SCALE(L05, DCTII_8_SHIFT_5 - 1);
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BUTTERFLY(L07, L06);
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out[7] = (OI_INT16)SCALE(L06, DCTII_8_SHIFT_7 - 1);
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out[1] = (OI_INT16)SCALE(L07, DCTII_8_SHIFT_1 - 1);
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#undef BUTTERFLY
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#ifdef DEBUG_DCT
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{
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float float_out[8];
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float_dct2_8(float_out, in);
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}
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#endif
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}
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/**@}*/
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#endif /* #if (defined(SBC_DEC_INCLUDED) && SBC_DEC_INCLUDED == TRUE) */
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