I have a situation where I need to upscale a dynamic sized byte array by 3.
Example:
10101010 11001100
to
11100011 10001110 00111000 11111100 00001111 11000000
I've used the algorithm here to generate a lookup table.
https://stackoverflow.com/a/9044057/280980
static const uint32_t bitExpandTable[256] = {
00000000, 0x000007, 0x000038, 0x00003f, 0x0001c0, 0x0001c7, 0x0001f8, 0x0001ff,
0x000e00, 0x000e07, 0x000e38, 0x000e3f, 0x000fc0, 0x000fc7, 0x000ff8, 0x000fff,
0x007000, 0x007007, 0x007038, 0x00703f, 0x0071c0, 0x0071c7, 0x0071f8, 0x0071ff,
0x007e00, 0x007e07, 0x007e38, 0x007e3f, 0x007fc0, 0x007fc7, 0x007ff8, 0x007fff,
0x038000, 0x038007, 0x038038, 0x03803f, 0x0381c0, 0x0381c7, 0x0381f8, 0x0381ff,
0x038e00, 0x038e07, 0x038e38, 0x038e3f, 0x038fc0, 0x038fc7, 0x038ff8, 0x038fff,
0x03f000, 0x03f007, 0x03f038, 0x03f03f, 0x03f1c0, 0x03f1c7, 0x03f1f8, 0x03f1ff,
0x03fe00, 0x03fe07, 0x03fe38, 0x03fe3f, 0x03ffc0, 0x03ffc7, 0x03fff8, 0x03ffff,
0x1c0000, 0x1c0007, 0x1c0038, 0x1c003f, 0x1c01c0, 0x1c01c7, 0x1c01f8, 0x1c01ff,
0x1c0e00, 0x1c0e07, 0x1c0e38, 0x1c0e3f, 0x1c0fc0, 0x1c0fc7, 0x1c0ff8, 0x1c0fff,
0x1c7000, 0x1c7007, 0x1c7038, 0x1c703f, 0x1c71c0, 0x1c71c7, 0x1c71f8, 0x1c71ff,
0x1c7e00, 0x1c7e07, 0x1c7e38, 0x1c7e3f, 0x1c7fc0, 0x1c7fc7, 0x1c7ff8, 0x1c7fff,
0x1f8000, 0x1f8007, 0x1f8038, 0x1f803f, 0x1f81c0, 0x1f81c7, 0x1f81f8, 0x1f81ff,
0x1f8e00, 0x1f8e07, 0x1f8e38, 0x1f8e3f, 0x1f8fc0, 0x1f8fc7, 0x1f8ff8, 0x1f8fff,
0x1ff000, 0x1ff007, 0x1ff038, 0x1ff03f, 0x1ff1c0, 0x1ff1c7, 0x1ff1f8, 0x1ff1ff,
0x1ffe00, 0x1ffe07, 0x1ffe38, 0x1ffe3f, 0x1fffc0, 0x1fffc7, 0x1ffff8, 0x1fffff,
0xe00000, 0xe00007, 0xe00038, 0xe0003f, 0xe001c0, 0xe001c7, 0xe001f8, 0xe001ff,
0xe00e00, 0xe00e07, 0xe00e38, 0xe00e3f, 0xe00fc0, 0xe00fc7, 0xe00ff8, 0xe00fff,
0xe07000, 0xe07007, 0xe07038, 0xe0703f, 0xe071c0, 0xe071c7, 0xe071f8, 0xe071ff,
0xe07e00, 0xe07e07, 0xe07e38, 0xe07e3f, 0xe07fc0, 0xe07fc7, 0xe07ff8, 0xe07fff,
0xe38000, 0xe38007, 0xe38038, 0xe3803f, 0xe381c0, 0xe381c7, 0xe381f8, 0xe381ff,
0xe38e00, 0xe38e07, 0xe38e38, 0xe38e3f, 0xe38fc0, 0xe38fc7, 0xe38ff8, 0xe38fff,
0xe3f000, 0xe3f007, 0xe3f038, 0xe3f03f, 0xe3f1c0, 0xe3f1c7, 0xe3f1f8, 0xe3f1ff,
0xe3fe00, 0xe3fe07, 0xe3fe38, 0xe3fe3f, 0xe3ffc0, 0xe3ffc7, 0xe3fff8, 0xe3ffff,
0xfc0000, 0xfc0007, 0xfc0038, 0xfc003f, 0xfc01c0, 0xfc01c7, 0xfc01f8, 0xfc01ff,
0xfc0e00, 0xfc0e07, 0xfc0e38, 0xfc0e3f, 0xfc0fc0, 0xfc0fc7, 0xfc0ff8, 0xfc0fff,
0xfc7000, 0xfc7007, 0xfc7038, 0xfc703f, 0xfc71c0, 0xfc71c7, 0xfc71f8, 0xfc71ff,
0xfc7e00, 0xfc7e07, 0xfc7e38, 0xfc7e3f, 0xfc7fc0, 0xfc7fc7, 0xfc7ff8, 0xfc7fff,
0xff8000, 0xff8007, 0xff8038, 0xff803f, 0xff81c0, 0xff81c7, 0xff81f8, 0xff81ff,
0xff8e00, 0xff8e07, 0xff8e38, 0xff8e3f, 0xff8fc0, 0xff8fc7, 0xff8ff8, 0xff8fff,
0xfff000, 0xfff007, 0xfff038, 0xfff03f, 0xfff1c0, 0xfff1c7, 0xfff1f8, 0xfff1ff,
0xfffe00, 0xfffe07, 0xfffe38, 0xfffe3f, 0xffffc0, 0xffffc7, 0xfffff8, 0xffffff,
};
I've tried looping through the byte array using the LUT to memcpy the first 3 bytes to the new array. However my output never looks correct.
Does anyone have any suggestions on how to efficiently implement this? This will be running on an embedded ARM processor.
Edit
LUT test
uint8_t msg[] = { 0xaa, 0x02, 0x43, 0x5a, 0x8d, 0x06, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0xd0, 0x84, 0xc6, 0x2d, 0x00, 0xb9 };
uint8_t expanded_msg[63] = { 0 };
uint8_t tmp_val = 0;
uint32_t lut_val;
for (int i = 0; i < 21; i++)
{
tmp_val = *(uint8_t*)(&msg + i);
lut_val = bitExpandTable[tmp_val];
memcpy(&expanded_msg[(i * 3)], &lut_val, 3);
}
print_binary(&msg, 21);
print_binary(&expanded_msg, sizeof(expanded_msg));
Output
[ 10101010 00000010 01000011 01011010 10001101 00000110 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 11010000 10000100 11000110 00101101 00000000 10111001 ]
[ 00111000 10001110 11100011 00000000 00000000 00000000 11000111 10001111 00000011 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000000 00000111 01110000 00011100 00000111 11110000 00000011 11111111 11111111 00011111 11000111 11110001 11100011 00000000 00000000 00000000 11111111 11111111 11111111 11000000 10000001 11100011 00000000 00000000 00000000 00000111 01110000 00011100 00111000 10000000 00011111 11111111 11111111 00011111 11000111 11110001 11100011 00000000 00000000 00000000 11111111 11111111 11111111 ]