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IWR6843ISK: About TLV4 Azimuth Heat Map Data format

Part Number: IWR6843ISK

Hello Santosh,

Regarding the TLV4 Azimath Heat Map data, I divided the data for each 8 virtual antennas into 2-byte imaginary part and 2-byte real part, and arranged the data along the 256 range bin.
As a result, there are many data around 0 and 65536, and it feels like unnatural data. Why is this? Am I getting the data correctly?
Please tell me the Azimath Heat Map data description format.

8 169 165 115 65463 65313 65064 194 0 86 20 65501 10 65527 65451 65527
65364 65201 65321 65321 65498 182 967 106 65525 65308 65402 209 65491 65496 234 163
297 569 16 27 114 197 64794 64998 65472 343 175 65204 130 232 65388 65126
65424 65047 67 163 65533 65228 135 365 153 65321 65428 258 65442 65264 65491 350
65503 161 9 65446 65500 117 52 65465 65444 46 70 65434 65527 94 60 65434
19 65522 65523 11 9 65518 65514 11 21 4 65504 12 14 65534 65521 9
65531 0 0 0 0 1 5 3 65532 65529 4 4 4 65535 65535 65533
0 65535 65535 0 0 3 5 0 0 4 65535 65534 65531 5 2 0
0 5 3 65535 0 65532 65532 65533 65534 65530 0 3 3 65529 0 6
1 65535 65533 0 65535 2 0 4 0 6 0 65534 65535 6 1 65529
65533 65535 2 0 1 65534 3 0 1 65532 65534 2 1 65535 0 3
0 1 0 65535 65533 1 1 1 65534 0 0 0 0 0 0 0
1 0 65535 1 2 0 65534 65534 2 0 1 0 0 65534 0 2
65535 4 65534 65532 3 3 65533 65535 65533 3 0 65533 65535 7 1 65527
0 65531 1 9 65531 65527 0 9 0 65535 65534 2 5 65533 65534 5
65531 65534 12 65532 65521 7 21 65533 2 65524 65535 11 65532 65523 65532 11
13 11 65515 65528 34 7 65502 65519 65531 21 3 65518 65535 24 11 65513
65532 65528 12 11 65514 65525 13 22 9 65527 0 9 3 65523 65528 15
65525 3 6 65534 2 0 5 65529 65527 65535 0 65534 0 2 7 65531
10 65534 65529 65531 65532 5 1 0 9 1 65529 1 3 0 65528 2
0 4 65532 6 13 2 65528 65533 65532 1 10 4 65533 0 8 4
0 1 2 65532 65527 65533 5 65533 65524 0 65531 65528 65530 65535 0 65525
0 65528 6 3 65535 65531 65534 10 23 0 6 1 6 3 65530 7
65535 2 65534 0 0 6 9 1 65527 65530 65525 5 5 65531 1 0
0 7 65533 65533 5 2 65529 65521 65531 11 14 65526 65522 10 9 65529
0 65529 4 4 65532 65533 4 10 8 65528 65523 15 15 65526 65526 11
3 9 65529 65535 7 65533 65530 0 65530 6 9 65525 65531 4 3 65525
5 65530 5 65533 65525 8 2 65531 2 0 0 7 65534 0 1 9
65523 1 65531 4 11 65529 4 7 0 65534 0 65527 4 65535 0 65529
13 65534 7 2 65534 1 0 65527 6 1 65533 8 65534 2 65528 6
65525 6 65534 0 65529 3 65524 5 65524 65532 0 65528 65533 65534 16 65534
14 65531 65534 65531 9 65532 14 1 9 9 6 11 7 3 65519 65535
65521 65535 9 0 65532 2 65530 65534 65533 65524 65526 65522 65527 65528 10 0
16 8 65521 65532 0 6 3 65532 65534 10 7 19 2 9 65534 2
65524 65526 8 10 2 65530 65533 7 5 65534 3 65520 3 65533 2 3
6 1 65534 65535 4 65534 65535 65533 65533 65534 65528 3 65532 3 65530 65522
65533 4 9 65530 65529 0 65535 3 4 0 8 5 3 65529 7 13
65535 65534 65529 1 6 7 8 65535 65532 65533 65530 65534 0 8 0 65530
5 65535 65534 1 65529 65528 65530 65535 65534 3 0 65533 65531 65529 65528 1
65535 8 6 3 6 6 4 5 4 2 6 0 7 5 10 7
65535 65525 65532 65533 65527 65535 65532 65527 1 65528 65529 1 65529 65534 65533 65527
1 11 3 65532 14 65534 5 4 65532 5 2 4 12 5 5 2
65534 65524 65531 8 65524 2 65530 2 1 3 1 0 65522 65526 65522 0
4 9 10 65530 5 65532 7 65533 0 65530 3 65522 20 13 24 6
65535 65533 65533 65535 65529 6 65527 65534 0 4 65529 21 65515 65526 65516 65524
65531 65530 65526 8 16 0 9 5 1 2 6 65523 10 0 5 9
9 42 58 65519 65506 0 30 0 5 2 4 65527 65527 12 17 65530
7 65348 65307 50 151 2 65325 65512 65489 65503 65510 77 36 65496 65476 41
65460 280 358 65493 65243 65456 357 81 68 74 57 65415 65457 71 94 65464
114 65431 65349 65508 193 142 65336 65454 65528 65478 65474 49 85 65488 65480 36
65465 65475 65506 60 65511 65465 65522 65534 65487 7 14 25 65484 65535 65525 0
52 49 53 65486 65525 17 72 52 46 65532 18 65524 33 37 31 65521
65492 7 65532 30 12 65504 65476 65524 9 21 65530 65511 65503 65501 65523 53
65522 65504 3 20 35 24 19 65479 65454 65523 2 60 49 65535 65531 65447
35 3 65484 65489 65463 65524 1 54 74 34 65533 65475 65475 65529 65514 76
25 20 85 2 27 24 30 15 9 65458 65529 3 35 57 77 65524
65465 65532 65470 46 13 65511 65485 65479 65464 89 16 47 14 65465 65445 65497
99 65514 21 65470 65520 24 51 43 106 65446 65496 65474 65480 55 66 57
65410 35 14 66 16 65496 65486 65509 65432 88 64 56 67 65497 65502 65495
97 65516 65510 65499 65513 37 25 21 55 65472 65480 65502 65491 13 5 5
65503 5 27 4 22 65525 6 65530 65529 39 35 17 23 13 7 15
65520 65517 65509 4 0 65534 65533 65528 65526 65512 65520 65531 65523 65527 65530 65529
13 33 5 3 65514 65535 65526 65528 13 7 6 65530 17 65533 23 65535
27 65518 29 0 24 19 65530 38 65510 1 65525 15 65501 12 65498 3
65495 65534 65504 65530 65524 65526 26 65509 31 5 15 65528 41 65529 24 65534
30 10 14 65533 0 65517 65511 0 65512 65516 65524 0 65506 65534 65532 65530
17 29 31 17 32 45 56 38 65523 85 11 28 19 47 65509 78
65480 65328 65436 65451 65465 65389 65434 65338 160 65349 46 65437 35 65365 131 65313
0 333 84 142 41 231 38 298 65278 159 65428 107 65438 220 65348 235
35 65340 65513 65468 65535 65399 33 65384 153 65493 78 65487 76 65408 90 65443
65534 37 19 65527 11 32 65527 28 65503 7 65507 17 65504 41 65523 5
65530 0 65520 10 5 65522 65534 65516 4 65529 13 65530 19 65531 11 7
17 6 14 0 65524 14 6 30 65532 15 65527 2 65524 5 65528 13
65501 65520 65516 65529 65530 65497 65517 65473 22 65515 14 0 15 65520 12 65503
28 8 7 7 1 50 7 68 65503 3 65514 65526 65516 3 65510 14
65521 0 1 4 65531 65517 0 65513 19 18 20 16 12 16 18 16
65535 65529 65535 65514 33 65519 21 65521 5 65521 65531 65522 6 65508 15 65510
11 21 0 37 65497 36 65502 25 65515 2 65532 14 65512 32 65493 21
65534 65518 6 65510 17 65505 18 65514 17 65535 3 65525 27 65513 43 65522
65532 22 65532 14 5 22 3 34 65516 15 65533 5 65518 9 65496 17
17 65478 4 65506 65529 65509 65522 65475 39 65508 15 0 18 65534 48 65508
65503 75 6 39 14 23 34 56 65505 33 65521 3 65509 18 65481 50
31 65472 65511 65491 65508 65517 65499 65496 24 65513 13 65535 46 65520 70 65486
65505 32 5 39 22 18 3 14 65499 65526 65523 65526 65497 65507 65471 7
32 2 24 65520 65525 65522 7 24 26 28 1 15 0 58 26 31
65523 65514 65506 0 0 12 12 65502 17 65522 25 65516 32 65487 15 65508
65482 24 18 0 9 65506 65522 65534 65489 65530 65478 33 65486 37 65487 5
132 65534 39 40 24 81 65526 95 65524 12 33 65483 39 65484 80 65504
65398 4 65434 65477 65462 65432 30 65391 101 65533 36 53 65531 65 65436 66
123 5 105 76 92 109 4 119 65449 13 65483 65515 65521 65512 71 65526
65339 65369 65399 65307 65382 65315 65436 65325 83 65439 83 65488 67 65476 48 65447
220 361 152 357 181 327 102 314 65392 133 65389 93 65393 119 65392 124
65452 65272 65477 65324 65467 65321 65532 65360 93 65504 99 65495 116 65459 88 65467
12 25 15 8 1 42 65530 22 6 65521 65528 65527 65498 21 65522 21
65488 59 65484 43 65500 9 65505 65525 65513 65509 65530 0 25 65518 19 65516
52 65497 70 65519 51 3 29 31 12 51 0 12 65510 19 65509 13
65514 13 65474 65514 65515 65512 3 65477 9 65487 0 2 12 0 3 2
65534 13 42 37 65521 31 65499 74 65504 36 65530 65521 65531 65517 15 65530
25 65498 65530 65527 46 65522 49 65482 24 65527 21 10 12 6 65530 65534
65515 14 65515 65517 65480 0 65481 25 65526 65514 65509 65517 65516 9 65530 65534
65480 0 65532 1 22 65523 31 65506 21 7 33 14 35 65531 25 21
108 58 40 56 23 43 3 80 65499 41 65494 6 65486 8 65501 65513
65494 65429 65514 65469 65532 65490 7 65426 21 65490 23 13 44 65530 4 3
65508 87 65531 26 65497 30 65518 92 65524 24 0 65501 65501 65529 6 12
28 65477 16 65516 52 65496 16 65473 42 65534 11 30 32 14 19 65528
65511 48 65518 32 65499 43 65502 30 65489 65531 65511 65510 65514 65527 65525 19
38 65505 0 65534 10 65529 47 65513 17 65522 17 26 26 7 65521 65484
65508 30 23 65511 5 65508 65487 28 3 21 65524 65512 65499 65517 6 44
3 65498 65488 5 65524 30 46 65526 5 65514 20 15 19 30 16 0
0 19 61 10 12 65522 65484 65520 65514 16 65511 65528 15 65512 65521 65525
4 29 65491 29 9 14 56 42 11 16 12 24 65510 25 14 65522
65527 65501 26 65472 65492 65519 65479 65489 14 65499 14 65484 14 65491 65496 30
42 65534 65515 37 61 65529 52 36 65529 27 65517 55 65521 48 52 65516
65468 6 7 7 65459 40 65491 65522 65505 65517 65533 65479 24 65507 65492 0
52 8 23 65516 102 65503 63 2 54 24 7 73 65521 30 37 24
65515 65521 65505 11 65451 65531 65466 65524 65500 65516 14 65478 9 65508 65516 65500
65524 7 2 65526 32 41 30 3 65526 6 65504 22 0 7 5 12
32 53 41 29 65529 65470 65531 18 38 19 52 6 65519 65529 65527 38
65524 65409 65444 65481 12 101 51 65524 65515 65477 65448 65507 65534 45 51 65464
65522 153 142 61 65533 65401 65424 0 65528 94 115 31 32 65451 65445 67
27 65420 65394 65500 65517 116 91 6 18 65456 65451 65518 65511 76 74 65490
65511 39 83 4 34 65483 65521 65523 65531 41 19 18 65535 65503 65503 26
28 6 65524 37 65532 42 65527 31 65508 65509 7 65517 33 65524 21 65498
65506 65529 65500 65469 65491 65454 65519 65472 72 13 5 25 65490 46 65504 55
23 65451 44 65515 70 40 89 32 65504 44 44 36 72 41 60 32
65402 246 65413 172 65372 67 65278 60 65447 65379 65430 65301 65436 65265 65469 65317
274 65322 207 65408 242 65499 344 65498 115 207 25 309 31 363 65525 281
65341 47 65426 65514 65386 65461 65332 65501 65497 65425 82 65401 66 65334 72 65388
59 17 35 78 68 91 56 44 65514 24 65455 0 65463 37 65478 20
65492 65508 65487 65447 65483 65465 1 65490 55 65531 56 17 45 15 49 29
36 19 30 56 39 48 65533 25 65493 65528 65492 65510 65509 65529 65497 65494
7 9 65509 65520 65468 65516 65518 3 23 6 40 31 27 65519 27 39
65486 22 55 41 118 65521 65529 65513 65470 65533 65494 7 65529 22 65520 65466
94 65449 65480 65434 65368 52 28 68 127 44 44 65463 65486 65478 65513 113
65439 21 65528 123 165 13 46 65444 65457 65443 65464 54 41 118 62 65471
3 65 24 65483 65439 65433 65424 40 65508 59 70 8 13 65416 65471 65507
55 43 61 32 74 91 37 28 15 0 65495 10 65517 76 64 21
20 65404 65450 65423 65443 65489 62 65534 64 28 71 65485 65529 65491 65460 60
65422 12 65526 161 130 48 65523 65437 65441 65408 65399 79 47 97 95 65419
263 180 154 65292 65266 65421 65450 238 193 270 229 65366 65369 65321 65423 195
65318 65324 65316 161 170 172 100 65411 65361 65307 65361 71 113 157 16 65448
65313 65509 41 264 295 65527 65532 65256 65453 65435 65401 245 217 142 196 65300
354 216 237 65171 65222 65249 65321 227 86 224 234 65340 65292 65263 65255 215
65453 65426 65262 49 65442 324 316 168 83 65514 65518 65470 65528 124 166 55
0 65521 126 65 166 65401 65341 65370 65480 65488 65463 70 63 65503 65469 65445
65497 10 65522 65530 65510 21 78 65509 7 65529 23 8 2 52 61 22
26 18 65525 65529 65527 65518 65497 74 65532 30 26 65523 65523 65466 65473 65530
12 65499 65506 65529 65511 52 24 65507 5 65490 65487 65515 65512 56 49 1
65519 35 35 65512 31 65480 26 9 14 35 31 26 43 25 10 21
65473 65532 65527 122 17 43 65450 65490 65488 65513 65511 65535 65521 65436 65473 65501
142 6 63 65400 65513 65465 53 55 9 49 26 38 11 105 54 13
65427 7 65448 46 65519 63 65508 65525 18 65475 1 65478 0 65465 65520 65511
51 65445 65529 2 28 15 80 12 31 63 3 65531 65481 6 65480 68
65508 120 76 21 65523 65509 65472 65502 65491 65481 65478 29 60 37 90 65484
65487 65472 65452 65533 2 65520 65524 65534 12 65523 64 65534 65530 65521 65515 1
172 37 129 65475 15 65525 26 54 65526 90 65528 18 4 0 65529 2
65318 65473 65390 97 17 85 54 65451 49 65413 65489 65503 65490 11 65500 59
191 65529 47 65425 65457 65476 65449 103 65497 115 74 65508 20 65492 44 65455
65349 111 86 130 122 65450 20 65422 65506 65478 65484 69 65535 57 65524 63
175 27 65425 65355 65345 161 65531 96 44 25 6 45 119 65513 65510 65416
65423 65321 29 242 244 65473 58 65443 15 65456 65525 65369 65329 65532 47 156
107 156 52 65274 65322 65457 65413 138 65489 148 70 129 130 65503 65472 65451
65432 65469 65436 191 113 151 175 65428 36 65398 65437 65495 65495 72 60 29
65527 69 130 65508 17 65411 65386 10 65506 90 53 20 3 65492 65514 65532
77 65506 65436 65450 65433 15 38 65519 16 65437 5 65471 39 65526 28 65484
65436 6 20 111 89 46 65489 59 65506 107 65502 102 65483 21 65496 61
130 65517 10 65447 65502 65531 140 65516 39 65482 26 65479 36 9 12 65521
65460 19 18 36 16 65517 65456 3 24 30 36 65521 65512 65507 16 16
5 65503 65492 65524 65502 26 3 65519 65498 65511 65457 25 22 26 65511 65491
21 44 33 11 41 65501 65517 14 65519 0 65 15 0 65517 11 38
65533 65506 7 22 65518 2 12 65515 17 65535 65490 65493 65483 65529 65528 4
65502 65522 65495 65463 65514 25 65533 34 4 43 45 48 91 43 38 65488
24 77 27 52 31 4 42 65506 26 65487 65497 65494 65455 65470 65463 58
13 65467 40 10 6 65523 65459 21 65489 6 17 29 54 71 57 65497
65510 19 65427 65533 65528 65528 91 65526 34 65530 6 65517 65487 65491 65535 23
18 65530 113 65525 65520 4 65474 2 65520 46 65521 8 45 23 65508 65524
1 65535 65482 65495 16 65519 13 65521 7 65490 16 3 65522 65512 15 11
65520 34 4 85 65525 49 6 24 65531 19 65510 65532 65518 23 6 65527
40 65502 17 65458 11 65476 65526 65521 18 65532 44 0 48 65509 65532 65500
65455 65528 65501 51 65518 41 13 3 65502 4 65489 5 65483 43 0 89
91 21 29 65514 27 65535 65528 65520 30 65522 10 65525 10 65487 65523 65456
65481 65535 5 7 0 65511 5 28 65517 8 12 7 15 49 5 38
28 65531 65518 65528 65501 20 65532 65528 16 15 1 65535 2 65476 15 65519
65508 65526 6 10 41 3 65527 65526 65524 65515 65532 3 65509 64 65527 9
31 26 65523 65531 65526 65523 23 21 5 6 65529 65535 32 65496 65531 65533
65505 65508 51 7 65503 6 65511 65487 3 13 12 65527 65523 13 6 65523
15 35 65462 65529 41 65528 16 67 65522 65521 65514 6 65533 0 13 30
19 65491 63 65524 65524 21 10 65487 22 15 36 15 16 0 65506 65514
65519 22 65491 15 65532 65520 65503 6 65526 65515 65507 65518 65514 65525 27 65530
65517 65532 34 65535 14 10 20 25 65534 9 21 6 8 18 65514 27
17 17 65498 2 65518 65501 8 65507 0 8 65519 65509 16 65513 32 65518
4 65509 46 5 65532 50 65509 65535 13 65515 65528 47 65501 11 65515 65532
65534 43 65499 65500 18 65487 38 46 65490 31 9 65500 43 2 65529 6
7 65496 14 58 65530 60 65493 65483 68 65516 29 36 65500 9 12 0
65512 65532 65534 65489 2 65478 33 20 65481 4 65500 65482 25 65528 65526 14
23 18 23 45 65515 44 65515 65531 42 65529 65531 58 65502 65511 16 65504
65530 4 65493 65465 40 65497 12 10 65506 8 23 65484 42 45 65517 23
65519 23 19 79 65499 20 65533 19 65533 9 5 47 65530 65515 10 16
34 65469 9 65489 11 1 16 65478 31 0 65511 65514 65507 65527 6 65499
65496 69 0 65523 46 20 65474 85 65473 65476 24 65530 18 1 65499 65523
10 65440 65515 33 65431 65455 114 65405 141 114 65520 34 0 47 59 104
65518 79 65495 65495 50 40 65377 44 65441 65396 38 65446 34 65449 36 65394
94 93 121 144 33 115 117 182 65427 139 65430 103 65438 70 65357 71
65450 65374 65454 65367 65495 65410 65515 65333 170 65443 92 65492 88 65509 164 0
44 60 29 58 65 25 23 55 65471 68 65502 21 65492 65527 65473 3
65513 65524 65517 65527 65471 65525 65488 18 65529 65458 53 65502 31 60 65529 0
5 5 15 32 7 27 27 65499 31 71 65492 27 65522 65452 26 12
65525 0 65529 65496 44 65532 65524 32 65504 65491 65518 65534 0 69 8 65501
23 0 65507 21 65467 65507 10 65506 27 10 36 65512 6 65487 0 15
65486 65528 56 65508 78 42 0 27 65509 0 65521 26 2 21 65509 16
68 32 65467 58 65463 65512 65505 65533 37 6 9 65534 65516 3 4 65500
65496 65497 63 65482 45 65529 47 65520 65490 65527 65517 65527 23 65534 33 34
65519 47 65528 57 2 7 65525 16 40 8 22 65521 65509 65513 65489 10
49 65474 65506 65457 65488 35 65497 2 65505 5 65525 33 46 38 22 65477
65504 44 13 59 47 65487 44 1 22 65528 65535 65532 65503 65502 5 66
7 0 19 65522 65528 19 28 3 65530 14 11 65504 65535 40 32 65502
5 65456 65479 65524 0 2 65396 65446 65507 65460 65501 42 26 65468 65384 65507
15 146 93 15 65507 0 178 164 58 119 42 65506 65473 76 209 81
65492 65442 65443 65516 33 8 65447 65419 65505 65468 65502 12 86 65501 65436 65452
34 18 78 39 4 65508 65511 29 65522 65526 39 8 65495 65524 65502 44
65524 65531 65474 65492 65519 25 87 5 36 69 65504 65533 65507 29 66 8
65535 6 38 25 5 0 65437 65522 65491 65454 30 65515 48 65518 65501 65512
65534 8 65534 0 65528 65514 55 36 35 44 65498 8 65508 65522 11 33
16 65516 65506 65511 4 16 10 65481 65525 65534 26 20 9 29 65526 65476
65530 65529 43 42 9 17 65474 41 2 65519 6 65514 1 65521 3 57
65526 60 65495 65508 65524 65499 76 65525 65520 38 65507 14 65525 0 65535 65509
12 65474 22 1 65535 26 65475 65531 43 65474 30 0 14 19 11 9
0 20 65525 28 65534 65524 30 13 65475 44 65505 65505 65526 65497 65522 0
65489 37 42 65476 42 39 18 65532 39 22 16 33 25 32 28 5
78 65454 65433 61 65464 65449 65490 18 65519 65465 65533 11 65469 65529 65495 65529
65478 77 121 65504 73 69 66 65459 65 80 42 65511 111 8 64 8
63 65489 65502 30 65487 27 65441 135 65396 65457 65438 65516 65397 65507 65424 65488
65487 65534 65521 65482 47 65455 127 65409 126 94 85 70 100 38 92 66
65498 41 65484 42 65439 2 65420 10 16 65435 4 65464 17 65535 11 3
108 65510 91 6 122 100 60 90 65417 73 65481 60 65450 65515 65456 65511
65418 65528 65482 65500 65437 65457 65481 65442 60 65466 23 65465 43 65508 61 65480
87 36 10 26 86 65531 85 76 31 83 23 66 33 68 65527 104
65505 65492 2 12 65455 34 65471 65479 65506 65480 65510 65515 65487 65489 3 65466
2 5 65528 65470 33 65499 65512 65535 65520 65506 65529 65483 7 65505 65494 65515
3 50 30 100 45 73 138 88 18 146 13 124 31 122 66 118
65521 65454 65492 65448 65449 65432 65365 65400 4 65360 15 65413 65494 65413 65481 65413
23 76 37 52 64 86 92 115 65525 101 65495 60 25 50 27 54
65517 65495 65520 65515 65521 65503 65530 65477 13 65511 43 65533 65525 2 65530 65532
12 17 65533 9 65527 65531 65524 17 65524 3 65515 65519 12 65528 2 65535
65515 65524 0 65523 10 0 8 65535 1 4 65530 17 65513 65532 65535 65517
38 65533 18 22 65527 21 65513 65530 16 65513 31 65527 30 22 65529 43
65503 16 65517 65518 11 65515 26 8 65520 25 65508 0 65520 65512 8 65502
13 65526 4 7 65530 4 65522 65529 5 65524 7 2 0 9 65534 11
65533 1 0 65531 0 1 5 5 65534 2 65533 0 0 0 65533 65535
0 6 3 9 3 3 1 65534 4 5 6 3 6 1 8 1
0 65525 65534 65528 0 65530 65529 65535 65533 65529 65533 65529 65526 65531 65528 0
2 6 0 3 0 1 2 1 0 4 0 5 6 4 4 65535
65532 65535 2 0 0 4 5 0 2 0 2 65534 65533 0 0 5
10 65535 0 1 5 65532 65531 65519 2 65534 65531 0 7 65535 65534 65523
65525 9 3 65529 1 65532 65515 40 65534 9 12 2 65530 65535 65530 19
4 65465 65504 65533 25 57 99 65447 0 65499 65534 65525 65531 0 5 65529

Thank you.

  • Hi, 

    Please see this thread on a similar topic. The post is a few years old but should still be relevant to you as the azimuth heat map TLV remains the same. A code snippet is provided for parsing and plotting the azimuth heat map.

    Additionally, if you have installed the offline version of the mmWave Demo Visualizer, you can refer to the source code to view the parsing of this TLV. The relevant code can be found in processAzimuthHeatMap function of mmWave.js.

    Best Regards,

    Josh

  • Hi, Josh

    Thank you for your kind reply.

    Looking at "Understanding the UART Data Output Format", the TLV Payload description of "Azimuth Static Heatmap" says "Value: Samples to calculate static azimuth heatmap (no moving object signal)."

    Understanding UART Data Output Format (ti.com)

    The Azimuth Static Heatmap output from the UART is data of reflected wave signals only for stationary objects, and is it not possible to obtain data for moving objects?
    If so, how can I output direction-of-arrival data for moving objects from the UART?

    Thank you.

    Best Regards,

  • Hello, 

    Please allow me some time to look into this and get back to you with the information you are seeking. Due to a national U.S. holiday on Monday you can expect a response on Tuesday of next week. 

    Best Regards,

    Josh

  • Hi,

    I'm sorry for the delayed response here. Your patience is greatly appreciated. 

    The Azimuth Static Heatmap output from the UART is data of reflected wave signals only for stationary objects, and is it not possible to obtain data for moving objects?

    Your understanding is correct, Only the Zero doppler bin is used for range azimuth heatmap calculation (so no movement information). Please read more on this similar thread

    If so, how can I output direction-of-arrival data for moving objects from the UART?

    Please clarify, if you are just looking for information regarding detected points, then velocity and position information (in Cartesian format) for each detected point is included as part of the Point Cloud TLV. Let me know if this is not the data you are looking for. 

    Best Regards,

    Josh