📄 dct.c
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#include "ejpgl.h"extern signed int weights[512];signed short dctresult[MATRIX_SIZE][MATRIX_SIZE];int dct_init_start() { return 0;}int dct_stop_done() { return 0; }/* Function Name: dct Operation: Find the 8x8 DCT of an array using separable DCT First, finds 1-d DCT along rows, storing the result in inter[][] Then, 1-d DCT along columns of inter[][] is found Input: pixels is the 8x8 input array Output: dct is the 8x8 output array*/void dct(signed char pixels[8][8], int color){ int inr, inc; /* rows and columns of input image */ int intr, intc; /* rows and columns of intermediate image */ int outr, outc; /* rows and columns of dct */ int f_val; /* cumulative sum */ int inter[8][8]; /* stores intermediate result */ int i,j,k; k=0; for (intr=0; intr<8; intr++) for (intc=0; intc<8; intc++) { for (i=0,f_val=0; i<8; i++) { f_val += (pixels[intr][i]* weights[k]);//cos((double)(2*i+1)*(double)intc*PI/16); k++; } if (intc!=0) inter[intr][intc] = f_val>>15; else inter[intr][intc] = (11585*(f_val>>14))>>15; } /* find 1-d dct along columns */ for (outc=0, k=0; outc<8; outc++) for (outr=0; outr<8; outr++) { for (i=0,f_val=0; i<8; i++) { f_val += (inter[i][outc] *weights[k]); k++; } if (outr!=0) dctresult[outr][outc] = f_val>>15; else dctresult[outr][outc] = (11585*(f_val>>14)>>15); } zzq_encode(dctresult, color); return;}signed int weights[512] = {16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196,16384,16384,16384,16384,16384,16384,16384,16384,16069,13623,9102,3196,-3196,-9102,-13623,-16069,15137,6270,-6270,-15137,-15137,-6270,6270,15137,13623,-3196,-16069,-9103,9102,16069,3196,-13623,11585,-11585,-11585,11585,11585,-11585,-11585,11585,9102,-16069,3196,13623,-13623,-3197,16069,-9102,6270,-15137,15137,-6270,-6270,15137,-15137,6270,3196,-9103,13623,-16069,16069,-13623,9102,-3196};
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