— Все документы — ГОСТы — ГОСТ Р 50067-92 ПРОФИЛИ ПРЕССОВАННЫЕ ПРЯМОУГОЛЬНЫЕ НЕРАВНОПОЛОЧНОГО ЗЕТОВОГО СЕЧЕНИЯ ИЗ АЛЮМИНИЕВЫХ И МАГНИЕВЫХ СПЛАВОВ. СОРТАМЕНТ
Добавил:
Дата: [23.01.2018]
Extruded rectangular unequishelf zee-section shapes of aluminium and magnesium alloys. Dimensions
Дата введения 1 января 1995 г.
Введен впервые
Настоящий стандарт устанавливает сортамент прессованных прямоугольных профилей неравнополочного зетового сечения из алюминиевых и магниевых сплавов, изготовляемых методом горячего прессования.
1. Номера профилей и размеры должны соответствовать приведенным на чертеже и в табл. 1.
Таблица 1
Номер профиля |
Размеры, мм |
Площадь сечения, см2 |
Диаметр описанной окружности, мм |
Теоретическая масса 1 м профиля, кг | |||||||||
Н |
В |
В_1 |
S |
S_1 |
S_2 |
R |
r_1 | ||||||
алюминиевых сплавов |
магниевых сплавов | ||||||||||||
450151 |
5, 0 |
31, 0 |
36, 0 |
3, 0 |
8, 0 |
3, 0 |
3, 0 |
0, 5 |
1, 968 |
59 |
0, 561 |
0, 354 | |
450246 |
5, 5 |
17, 5 |
36, 5 |
2, 5 |
2, 5 |
2, 5 |
- |
- |
1, 362 |
52 |
0, 388 |
0, 245 | |
450152 |
6, 0 |
28, 0 |
36, 0 |
2, 0 |
3, 0 |
2, 0 |
2, 0 |
0, 5 |
1, 343 |
61 |
0, 383 |
0, 242 | |
450248 |
6, 0 |
27, 0 |
33, 0 |
3, 0 |
6, 0 |
3, 0 |
3, 0 |
- |
1, 839 |
54 |
0, 524 |
0, 331 | |
450250 |
8, 0 |
27, 0 |
33, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
1, 866 |
58 |
0, 532 |
0, 336 | |
450251 |
8, 0 |
45, 0 |
69, 0 |
6, 0 |
18, 0 |
3, 0 |
2, 5 |
- |
5, 329 |
96 |
1, 518 |
0, 959 | |
450252 |
8, 0 |
46, 0 |
74, 0 |
4, 0 |
8, 0 |
4, 0 |
3, 0 |
- |
4, 839 |
112 |
1, 379 |
0, 871 | |
450255 |
9, 5 |
26, 0 |
34, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
1, 0 |
1, 907 |
58 |
0, 492 |
0, 343 | |
450159 |
10, 0 |
10, 0 |
14, 5 |
3, 5 |
7, 0 |
2, 0 |
0, 5 |
0, 5 |
1, 023 |
20 |
0, 291 |
0, 184 | |
450256 |
10, 0 |
19, 8 |
30, 0 |
1, 8 |
1, 8 |
1, 8 |
5, 0 |
1, 0 |
1, 115 |
49 |
0, 318 |
0, 201 | |
450257 |
10, 0 |
27, 0 |
33, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
1, 0 |
1, 922 |
58 |
0, 547 |
0, 346 | |
450456 |
10, 0 |
8, 0 |
19, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 0 |
- |
0, 677 |
27 |
0, 193 |
0, 122 | |
450163 |
12, 0 |
22, 0 |
23, 0 |
5, 0 |
3, 0 |
3, 0 |
- |
- |
1, 930 |
44 |
0, 550 |
0, 347 | |
450164 |
12, 0 |
23, 0 |
28, 0 |
3, 0 |
3, 0 |
3, 0 |
0, 5 |
0, 5 |
1, 710 |
49 |
0, 487 |
0, 308 | |
450165 |
12, 5 |
21, 5 |
30, 0 |
1, 5 |
1, 5 |
1, 5 |
2, 0 |
- |
0, 932 |
52 |
0, 266 |
0, 168 | |
450166 |
14, 0 |
20, 0 |
30, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
1, 779 |
49 |
0, 507 |
0, 320 | |
450167 |
15, 0 |
5, 0 |
17, 0 |
2, 0 |
2, 0 |
11, 0 |
3, 0 |
0, 5 |
0, 968 |
25 |
0, 276 |
0, 174 | |
450168 |
15, 5 |
22, 0 |
30, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 0 |
- |
1, 287 |
52 |
0, 367 |
0, 232 | |
450457 |
16, 0 |
23, 0 |
30, 0 |
2, 0 |
3, 0 |
2, 0 |
2, 0 |
- |
1, 437 |
52 |
0, 410 |
0, 259 | |
450458 |
16, 0 |
23, 0 |
38, 0 |
4, 0 |
4, 0 |
4, 0 |
2, 0 |
- |
2, 777 |
59 |
0, 791 |
0, 500 | |
450169 |
18, 0 |
3, 0 |
14, 0 |
1, 5 |
2, 0 |
2, 0 |
- |
- |
0, 560 |
23 |
0, 160 |
0, 101 | |
450170 |
18, 0 |
23, 5 |
24, 5 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
1, 800 |
48 |
0, 513 |
0, 324 | |
450502 |
18, 0 |
22, 0 |
28, 0 |
6, 0 |
6, 0 |
6, 0 |
1, 0 |
1, 0 |
3, 360 |
48 |
0, 958 |
0, 605 | |
450171 |
20, 0 |
10, 0 |
27, 0 |
2, 0 |
2, 0 |
8, 0 |
2, 0 |
1, 0 |
1, 553 |
40 |
0, 443 |
0, 280 | |
450172 |
22, 0 |
3, 5 |
48, 0 |
2, 5 |
2, 5 |
6, 5 |
0, 5 |
0, 5 |
1, 753 |
54 |
0, 499 |
0, 315 | |
450173 |
25, 0 |
4, 0 |
15, 0 |
1, 5 |
1, 5 |
1, 5 |
- |
- |
0, 615 |
31 |
0, 175 |
0, 111 | |
450174 |
25, 0 |
6, 5 |
28, 0 |
2, 5 |
4, 5 |
5, 0 |
1, 0 |
- |
1, 817 |
39 |
0, 518 |
0, 327 | |
450175 |
25, 0 |
16, 0 |
18, 0 |
1, 5 |
1, 5 |
2, 2 |
2, 0 |
- |
0, 959 |
41 |
0, 273 |
0, 173 | |
450176 |
25, 0 |
16, 0 |
18, 0 |
2, 0 |
2, 0 |
2, 7 |
2, 5 |
- |
1, 225 |
41 |
0, 349 |
0, 220 | |
450177 |
25, 0 |
18, 0 |
20, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 207 |
44 |
0, 344 |
0, 217 | |
450178 |
25, 0 |
18, 0 |
20, 0 |
2, 5 |
2, 0 |
2, 5 |
2, 5 |
- |
1, 377 |
44 |
0, 392 |
0, 248 | |
450181 |
25, 0 |
25, 0 |
40, 0 |
3, 0 |
3, 0 |
5, 0 |
3, 0 |
- |
2, 999 |
67 |
0, 855 |
0, 540 | |
450182 |
25, 0 |
30, 0 |
35, 5 |
2, 5 |
2, 5 |
3, 0 |
2, 5 |
- |
2, 302 |
68 |
0, 656 |
0, 414 | |
450260 |
25, 0 |
8, 0 |
20, 0 |
3, 0 |
2, 0 |
3, 0 |
3, 0 |
- |
1, 259 |
36 |
0, 359 |
0, 227 | |
450261 |
25, 0 |
10, 0 |
18, 0 |
2, 0 |
1, 5 |
2, 0 |
2, 0 |
- |
0, 892 |
36 |
0, 254 |
0, 161 | |
450262 |
25, 0 |
22, 0 |
40, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 0 |
- |
1, 677 |
65 |
0, 478 |
0, 302 | |
450515 |
25, 0 |
15, 0 |
20, 0 |
1, 5 |
1, 2 |
1, 5 |
2, 0 |
- |
0, 806 |
42 |
0, 230 |
0, 145 | |
450263 |
25, 3 |
15, 3 |
20, 3 |
1, 8 |
1, 5 |
1, 8 |
2, 0 |
- |
0, 983 |
42 |
0, 280 |
0, 177 | |
450264 |
28, 0 |
28, 0 |
30, 0 |
3, 0 |
3, 0 |
3, 0 |
2, 0 |
- |
2, 417 |
62 |
0, 689 |
0, 435 | |
450184 |
28, 0 |
16, 0 |
40, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
2, 379 |
60 |
0, 678 |
0, 428 | |
450185 |
28, 0 |
23, 0 |
25, 0 |
4, 0 |
2, 5 |
3, 0 |
2, 5 |
- |
2, 242 |
53 |
0, 639 |
0, 404 | |
450187 |
29, 0 |
20, 0 |
22, 0 |
3, 5 |
3, 5 |
3, 5 |
4, 0 |
0, 5 |
2, 308 |
48 |
0, 658 |
0, 415 | |
450191 |
30, 0 |
18, 0 |
22, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 347 |
48 |
0, 384 |
0, 242 | |
450193 |
30, 0 |
2, 0, 0 |
25, 0 |
2, 5 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 562 |
52 |
0, 445 |
0, 281 | |
450194 |
30, 0 |
20, 0 |
30, 0 |
5, 0 |
5, 0 |
5, 0 |
- |
- |
3, 500 |
54 |
0, 998 |
0, 630 | |
450195 |
30, 0 |
20, 0 |
58, 0 |
4, 0 |
3, 0 |
1, 5 |
4, 0 |
- |
3, 424 |
81 |
0, 976 |
0, 616 | |
450196 |
30, 0 |
30, 0 |
35, 0 |
6, 0 |
5, 0 |
11, 0 |
3, 0 |
0, 5 |
6, 088 |
67 |
1, 735 |
1, 096 | |
450197 |
30, 0 |
30, 0 |
47, 0 |
2, 5 |
2, 5 |
2, 5 |
3, 0 |
- |
2, 589 |
80 |
0, 738 |
0, 466 | |
450265 |
30, 0 |
8, 0 |
25, 0 |
2, 2 |
2, 0 |
5, 0 |
3, 0 |
- |
1, 445 |
43 |
0, 412 |
0, 260 | |
450266 |
30, 0 |
18, 0 |
22, 0 |
2, 5 |
2, 0 |
2, 5 |
3, 0 |
1, 0 |
1, 534 |
48 |
0, 437 |
0, 276 | |
450269 |
30, 0 |
18, 0 |
22, 0 |
2, 0 |
1, 8 |
2, 0 |
3, 0 |
- |
1, 307 |
49 |
0, 372 |
0, 235 | |
450270 |
30, 0 |
20, 0 |
25, 0 |
2, 5 |
2, 0 |
2, 5 |
2, 5 |
- |
1, 652 |
52 |
0, 471 |
0, 297 | |
450271 |
30, 0 |
20, 0 |
27, 0 |
3, 5 |
2, 5 |
2, 0 |
3, 0 |
- |
1, 996 |
54 |
0, 569 |
0, 359 | |
450273 |
30, 0 |
25, 0 |
60, 0 |
7, 0 |
7, 0 |
7, 0 |
5, 0 |
2, 0 |
7, 160 |
84 |
2, 041 |
1, 289 | |
450459 |
30, 0 |
14, 0 |
18, 0 |
2, 0 |
1, 5 |
2, 0 |
2, 5 |
0, 5 |
1, 056 |
43 |
0, 301 |
0, 190 | |
450460 |
30, 0 |
27, 0 |
28, 0 |
3, 5 |
4, 0 |
4, 5 |
3, 0 |
- |
3, 114 |
59 |
0, 887 |
0, 560 | |
450517 |
30, 0 |
22, 0 |
25, 2 |
1, 5 |
1, 2 |
1, 5 |
2, 0 |
- |
1, 049 |
55 |
0, 299 |
0, 189 | |
450274 |
30, 8 |
23, 0 |
26, 0 |
2, 3 |
2, 0 |
2, 8 |
2, 5 |
- |
1, 783 |
56 |
0, 508 |
0, 321 | |
450275 |
31, 8 |
23, 0 |
26, 0 |
3, 3 |
3, 0 |
3, 8 |
2, 5 |
- |
2, 500 |
56 |
0, 712 |
0, 450 | |
450198 |
32, 0 |
9, 5 |
19, 0 |
1, 6 |
1, 6 |
1, 6 |
1, 4 |
- |
0, 925 |
42 |
0, 264 |
0, 167 | |
450276 |
32, 3 |
16, 3 |
25, 0 |
1, 5 |
1, 5 |
3, 8 |
2, 0 |
- |
1, 417 |
51 |
0, 404 |
0, 255 | |
450277 |
34, 0 |
23, 0 |
25, 0 |
3, 5 |
3, 5 |
8, 5 |
4, 0 |
- |
2, 694 |
56 |
0, 768 |
0, 485 | |
450199 |
35, 0 |
18, 0 |
30, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 0 |
- |
1, 597 |
58 |
0, 455 |
0, 287 | |
450278 |
35, 0 |
15, 0 |
20, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 347 |
48 |
0, 384 |
0, 242 | |
450280 |
35, 0 |
15, 0 |
30, 0 |
3, 0 |
3, 0 |
3, 0 |
1, 0 |
- |
2, 224 |
55 |
0, 634 |
0, 400 | |
450281 |
35, 0 |
15, 0 |
40, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
2, 559 |
63 |
0, 729 |
0, 461 | |
450282 |
35, 0 |
22, 0 |
23, 0 |
3, 0 |
3, 0 |
4, 0 |
3, 0 |
0, 5 |
2, 448 |
55 |
0, 698 |
0, 441 | |
450284 |
35, 0 |
28, 0 |
37, 0 |
7, 0 |
5, 0 |
5, 0 |
3, 0 |
- |
5, 179 |
69 |
1, 476 |
0, 932 | |
450461 |
35, 0 |
20, 0 |
30, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 0 |
- |
1, 637 |
59 |
0, 467 |
0, 295 | |
450462 |
35, 0 |
25, 0 |
27, 0 |
2, 0 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 687 |
61 |
0, 481 |
0, 304 | |
450518 |
35, 0 |
22, 2 |
25, 2 |
1, 7 |
1, 2 |
2, 2 |
2, 5 |
- |
1, 317 |
58 |
0, 375 |
0, 237 | |
450285 |
35, 8 |
23, 0 |
26, 0 |
2, 5 |
2, 0 |
3, 0 |
2, 5 |
1, 5 |
1, 963 |
59 |
0, 560 |
0, 353 | |
450286 |
36, 0 |
12, 0 |
43, 0 |
4, 0 |
5, 0 |
5, 0 |
3, 0 |
- |
3, 709 |
62 |
1, 057 |
0, 668 | |
450287 |
36, 0 |
17, 5 |
48, 0 |
3, 5 |
3, 2 |
2, 5 |
3, 0 |
- |
3, 116 |
72 |
0, 888 |
0, 561 | |
450288 |
36, 0 |
25, 0 |
27, 0 |
5, 0 |
3, 5 |
5, 0 |
3, 0 |
- |
3, 549 |
60 |
1, 011 |
0, 639 | |
450289 |
36, 5 |
30, 0 |
47, 0 |
9, 0 |
11, 0 |
12, 0 |
6, 0 |
- |
9, 690 |
75 |
2, 762 |
1, 744 | |
450200 |
37, 0 |
20, 0 |
25, 0 |
5, 0 |
4, 0 |
2, 0 |
3, 0 |
- |
2, 889 |
55 |
0, 823 |
0, 520 | |
450201 |
38, 0 |
12, 0 |
23, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
2, 049 |
50 |
0, 584 |
0, 369 | |
450202 |
38, 0 |
25, 0 |
30, 0 |
2, 5 |
3, 0 |
5, 0 |
3, 0 |
0, 5 |
2, 953 |
64 |
0, 841 |
0, 539 | |
450519 |
38, 0 |
15, 0 |
30, 0 |
3, 0 |
2, 0 |
2, 0 |
2, 5 |
- |
1, 887 |
57 |
0, 538 |
0, 340 | |
450204 |
40, 0 |
18, 0 |
20, 0 |
2, 0 |
1, 5 |
1, 5 |
2, 0 |
- |
1, 235 |
54 |
0, 352 |
0, 222 | |
450205 |
40, 0 |
20, 0 |
25, 0 |
3, 0 |
2, 0 |
2, 0 |
3, 0 |
- |
1, 889 |
59 |
0, 538 |
0, 340 | |
450291 |
40, 0 |
20, 0 |
35, 0 |
4, 0 |
3, 0 |
2, 0 |
3, 0 |
- |
2, 859 |
66 |
0, 815 |
0, 515 | |
450292 |
40, 0 |
25, 0 |
35, 0 |
4, 0 |
3, 0 |
4, 0 |
4, 0 |
- |
3, 429 |
70 |
0, 977 |
0, 617 | |
450463 |
40, 0 |
20, 0 |
35, 0 |
4, 0 |
3, 0 |
4, 0 |
3, 0 |
- |
3, 199 |
66 |
0, 912 |
0, 576 | |
450207 |
41, 0 |
19, 0 |
30, 0 |
2, 0 |
2, 0 |
2, 0 |
1, 5 |
- |
1, 730 |
62 |
0, 493 |
0, 311 | |
450293 |
47, 0 |
40, 0 |
50, 0 |
10, 0 |
6, 0 |
28, 0 |
15, 0 |
- |
17, 706 |
96 |
5, 046 |
3, 187 | |
450215 |
50, 0 |
20, 0 |
25, 0 |
3, 0 |
2, 5 |
2, 5 |
3, 0 |
- |
2, 401 |
66 |
0, 684 |
0, 432 | |
450216 |
50, 0 |
19, 0 |
26, 2 |
2, 5 |
2, 5 |
2, 5 |
3, 0 |
- |
2, 294 |
66 |
0, 654 |
0, 413 | |
450219 |
50, 0 |
20, 0 |
30, 0 |
2, 0 |
2, 0 |
2, 0 |
3, 0 |
- |
1, 959 |
69 |
0, 558 |
0, 353 | |
450220 |
50, 0 |
20, 0 |
33, 0 |
3, 0 |
2, 0 |
4, 0 |
5, 0 |
0, 5 |
2, 756 |
71 |
0, 786 |
0, 496 | |
450222 |
50, 0 |
25, 0 |
35, 0 |
20, 0 |
7, 0 |
7, 0 |
5, 0 |
2, 0 |
10, 450 |
73 |
2, 978 |
1, 881 | |
450223 |
50, 0 |
25, 0 |
35, 0 |
5, 0 |
3, 0 |
10, 0 |
4, 0 |
0, 5 |
5, 368 |
76 |
1, 530 |
0, 966 | |
450224 |
50, 0 |
30, 0 |
35, 0 |
5, 0 |
4, 0 |
3, 0 |
5, 0 |
0, 5 |
4, 436 |
79 |
1, 264 |
0, 799 | |
450295 |
50, 0 |
18, 0 |
27, 0 |
4, 0 |
3, 0 |
4, 0 |
4, 0 |
- |
3, 129 |
65 |
0, 892 |
0, 563 | |
450296 |
50, 0 |
20, 0 |
35, 0 |
17, 0 |
3, 5 |
4, 0 |
4, 0 |
- |
7, 834 |
72 |
2, 233 |
1, 410 | |
450297 |
50, 0 |
20, 0 |
42, 0 |
7, 0 |
5, 5 |
5, 5 |
3, 0 |
- |
6, 141 |
75 |
1, 750 |
1, 105 | |
450298 |
50, 0 |
22, 0 |
25, 0 |
1, 8 |
1, 8 |
1, 8 |
2, 0 |
- |
1, 698 |
67 |
0, 484 |
0, 306 | |
450299 |
50, 0 |
25, 0 |
31, 0 |
7, 0 |
4, 0 |
6, 0 |
4, 0 |
- |
5, 219 |
72 |
1, 487 |
0, 939 | |
450300 |
50, 0 |
25, 0 |
33, 0 |
8, 0 |
5, 0 |
7, 0 |
3, 0 |
- |
6, 179 |
73 |
1, 761 |
1, 112 | |
450464 |
50, 0 |
25, 0 |
31, 0 |
4, 0 |
3, 0 |
5, 0 |
4, 0 |
- |
4, 629 |
73 |
1, 319 |
0, 833 | |
450465 |
50, 0 |
25, 0 |
35, 0 |
7, 0 |
7, 0 |
7, 0 |
4, 0 |
- |
6, 789 |
73 |
1, 935 |
1, 222 | |
450466 |
50, 0 |
25, 0 |
35, 0 |
12, 0 |
5, 0 |
7, 0 |
4, 0 |
- |
7, 545 |
75 |
2, 250 |
1, 358 | |
450467 |
50, 0 |
28, 5 |
29, 0 |
5, 0 |
4, 0 |
3, 0 |
5, 0 |
- |
4, 092 |
73 |
1, 166 |
0, 737 | |
450468 |
56, 0 |
43, 0 |
53, 0 |
14, 5 |
16, 0 |
13, 0 |
6, 0 |
2, 0 |
17, 972 |
98 |
5, 122 |
3, 235 | |
450469 |
60, 0 |
20, 0 |
27, 0 |
4, 0 |
3, 0 |
4, 0 |
4, 0 |
- |
3, 509 |
74 |
1, 000 |
0, 632 | |
450470 |
60, 0 |
30, 0 |
35, 0 |
15, 0 |
4, 0 |
5, 0 |
5, 0 |
- |
8, 457 |
86 |
2, 410 |
1, 522 | |
450228 |
65, 0 |
25, 0 |
50, 0 |
3, 5 |
3, 5 |
5, 0 |
3, 0 |
1, 0 |
5, 012 |
97 |
1, 428 |
0, 902 | |
450230 |
65, 0 |
35, 0 |
70, 0 |
4, 0 |
4, 0 |
4, 0 |
8, 0 |
1, 0 |
6, 750 |
120 |
1, 924 |
1, 215 | |
450471 |
65, 0 |
30, 0 |
40, 0 |
3, 0 |
3, 0 |
6, 0 |
3, 0 |
- |
4, 719 |
93 |
1, 345 |
0, 849 | |
460472 |
66, 0 |
40, 0 |
45, 0 |
14, 0 |
12, 0 |
14, 0 |
6, 0 |
2, 0 |
16, 597 |
98 |
4, 730 |
2, 988 | |
450473 |
70, 0 |
24, 0 |
25, 0 |
3, 0 |
3, 0 |
3, 0 |
3, 0 |
- |
3, 429 |
84 |
0, 977 |
0, 617 | |
450474 |
73, 0 |
45, 0 |
53, 0 |
18, 0 |
12, 0 |
41, 0 |
5, 0 |
- |
29, 777 |
113 |
8, 487 |
5, 360 | |
450475 |
77, 0 |
63, 0 |
65, 0 |
22, 0 |
13, 0 |
44, 0 |
5, 0 |
- |
43, 557 |
138 |
12, 414 |
7, 840 | |
450234 |
79, 0 |
18, 0 |
28, 0 |
3, 0 |
2, 5 |
4, 0 |
3, 0 |
- |
3, 399 |
90 |
0, 969 |
0, 612 | |
450476 |
79, 0 |
39, 0 |
49, 0 |
11, 0 |
18, 0 |
12, 0 |
6, 0 |
2, 0 |
20, 287 |
106 |
5, 782 |
3, 652 | |
450235 |
80, 0 |
30, 0 |
70, 0 |
10, 0 |
10, 0 |
10, 0 |
5, 0 |
- |
16, 107 |
120 |
4, 591 |
2, 899 | |
450477 |
80, 0 |
44, 0 |
64, 0 |
31, 0 |
30, 0 |
44, 0 |
5, 0 |
- |
40, 807 |
112 |
11, 630 |
7, 345 | |
450478 |
80, 0 |
60, 0 |
70, 0 |
15, 0 |
15, 0 |
18, 0 |
5, 0 |
- |
28, 457 |
140 |
8, 110 |
5, 122 | |
450236 |
82, 0 |
22, 0 |
50, 0 |
5, 0 |
3, 5 |
8, 0 |
5, 0 |
- |
6, 782 |
107 |
1, 933 |
1, 221 | |
460479 |
83, 0 |
50, 0 |
70, 0 |
18, 0 |
30, 0 |
22, 0 |
6, 0 |
3, 0 |
36, 616 |
122 |
10, 436 |
6, 591 | |
450480 |
85, 0 |
45, 0 |
62, 0 |
15, 0 |
30, 0 |
18, 0 |
5, 0 |
5, 0 |
33, 000 |
115 |
9, 405 |
5, 940 | |
450481 |
85, 0 |
50, 0 |
84, 0 |
18, 0 |
46, 0 |
22, 0 |
5, 0 |
5, 0 |
46, 820 |
122 |
13, 344 |
8, 428 | |
450238 |
86, 0 |
9, 5 |
15, 5 |
2, 5 |
2, 5 |
2, 5 |
- |
- |
2, 650 |
89 |
0, 755 |
0, 477 | |
450482 |
90, 0 |
61, 0 |
67, 0 |
31, 0 |
29, 0 |
33, 0 |
6, 0 |
6, 0 |
48, 440 |
134 |
13, 805 |
8, 719 | |
450483 |
91, 0 |
55, 0 |
105, 0 |
33, 0 |
43, 0 |
34, 0 |
6, 0 |
6, 0 |
63, 670 |
148 |
18, 146 |
11, 461 | |
450484 |
94, 0 |
44, 0 |
69, 0 |
34, 0 |
36, 0 |
47, 0 |
5, 0 |
- |
48, 927 |
122 |
13, 944 |
8, 807 | |
450239 |
94, 5 |
55, 0 |
70, 0 |
11, 0 |
10, 0 |
19, 0 |
3, 0 |
- |
24, 639 |
149 |
7, 022 |
4, 435 | |
450485 |
107, 0 |
47, 0 |
55, 0 |
24, 0 |
31, 0 |
24, 0 |
5, 0 |
- |
42, 877 |
128 |
12, 220 |
7, 718 | |
450486 |
132, 0 |
20, 0 |
43, 0 |
12, 0 |
8, 0 |
12, 0 |
5, 0 |
- |
16, 307 |
143 |
4, 648 |
2, 935 | |
450244 |
318, 0 |
52, 0 |
65, 0 |
18, 0 |
6, 0 |
18, 0 |
12, 0 |
- |
38, 598 |
337 |
11, 000 |
6, 948 |
Примечания:
1. Значения радиусов скругления (R) и радиусов притупления острых кромок (r_1), не приведенных в таблице, должны соответствовать требованиям ГОСТ 8617, ГОСТ 19657.
2. Радиусы притупления острых кромок (r_2, r_3, r_4) должны соответствовать требованиям ГОСТ 8617, ГОСТ 19657.
2. Теоретическая масса 1 м профиля из алюминиевых сплавов вычислена по номинальным размерам при плотности 2, 85 г/см3, что соответствует плотности алюминиевого сплава марки В95.
Теоретическая масса 1 м профиля из магниевых сплавов вычислена по номинальным размерам при плотности 1, 80 г/см3, что соответствует плотности магниевого сплава марки МА14.
3. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из алюминиевых и магниевых сплавов приведены в приложении 1.
4. Соответствие номеров профилей ранее действующим обозначениям приведено в табл. 2 приложения 2.
Приложение 1
Справочное
1. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из алюминия и алюминиевых сплавов
Алюминий всех марок |
- |
0, 950 |
АД35 |
- |
0, 954 |
Сплавы марок АМц |
- |
0, 958 |
1915 |
- |
0, 972 |
АМцС |
- |
0, 958 |
1920 |
- |
0, 954 |
АМг2 |
- |
0, 940 |
1925 |
- |
0, 972 |
АМг3 |
- |
0, 937 |
1935 |
- |
0, 977 |
АМг5 |
- |
0, 930 |
1985ч |
- |
0, 948 |
АМг6 |
- |
0, 926 |
1980 |
- |
0, 968 |
1561 |
- |
0, 930 |
ВД1 |
- |
0, 982 |
Д1 |
- |
0, 982 |
АВД1-1 |
- |
0, 982 |
Д16 |
- |
0, 976 |
АКМ |
- |
0, 970 |
Д16ч |
- |
0, 976 |
М40 |
- |
0, 965 |
Д19ч |
- |
0, 968 |
АК4 |
- |
0, 970 |
Д20 |
- |
0, 996 |
АК4-1 |
- |
0, 982 |
АВ |
- |
0, 947 |
АК4-1ч |
- |
0, 982 |
ВАД1 |
- |
0, 968 |
АК6 |
- |
0, 962 |
К48-2 |
- |
0, 972 |
В96Цпч |
- |
1, 001 |
К48-2пч |
- |
0, 972 |
ВД17 |
- |
0, 965 |
АД31 |
- |
0, 950 |
1161 |
- |
0, 971 |
АД31Е |
- |
0, 950 |
1163 |
- |
0, 975 |
АД33 |
- |
0, 951 |
1973 |
- |
1, 000 |
2. Переводные коэффициенты для вычисления приближенной теоретической массы 1 м профиля из магниевых сплавов
Сплавы марок МА1 |
- |
0, 978 |
МА2 |
- |
0, 989 |
МА2-1 |
- |
0, 990 |
МА2-1пч |
- |
0, 990 |
МА8 |
- |
0, 989 |
MA12 |
- |
0, 989 |
Приложение 2
Справочное
Таблица 2
Номер профиля |
Обозначение профиля по каталогу 1966 г. |
Обозначение профиля по чертежам |
450151 |
П504-4 |
ПВ 1606, ПК 329-16 |
450152 |
П504-6 |
ПК 329-15 |
450159 |
- |
ПК 16023 |
450163 |
П502-11 |
ПК 13379 |
450164 |
П502-8 |
ПК 0137, НП 1369-1 |
450165 |
- |
ПК 14472 |
450166 |
- |
ПК 17604 |
450167 |
- |
ПК 14915 |
450168 |
П502-13 |
ПК 12648 |
450169 |
- |
ПС 885-237, ПК 11405 |
450170 |
П502-10 |
ПК 201-2, ПС 11-12 |
450171 |
П502-12 |
ПП 312, ПК 202 |
450172 |
П509-15 |
ПК 12769 |
450173 |
П502-14 |
ПС 775-205, ПВ1548, ПГ1-144 |
450174 |
- |
ПК 14422 |
450175 |
П502-16 |
ПК 201-32, С676-1 |
450176 |
П502-18 |
ПК 201-33, С676-2 |
450177 |
- |
ПК 16459-1 |
450178 |
- |
ПК 16459-2 |
450181 |
- |
ПК 8500, ПК 3138, С1296-2 |
450182 |
- |
ПК 14063-1 |
450184 |
П502-20 |
ПС 11-14, ПК 201-9 |
450185 |
П502-22 |
ПС 111-22, ПВ 1690 |
450187 |
П502-23 |
ПК0956 |
450191 |
П502-28 |
НП572-1 |
450193 |
П502-29 |
С723-1, ПК8387, ПК 4495 |
450194 |
- |
ПВ376 |
450195 |
П502-30 |
ПК 205, НП3-1 |
450196 |
- |
ПК 14192, С1060 |
450197 |
- |
НП 1471-1 |
450198 |
П502-32 |
ПК 201-8 |
450199 |
П502-34 |
ПК 9853, С499, ПВ 1636 |
450200 |
- |
ПК 17133-1 |
450201 |
П502-36 |
ПК 204-3 |
450202 |
- |
ПК 13843-1 |
450204 |
П502-37 |
С723-2, ПК 8388 |
450205 |
П502-39 |
С723-3, ПК 8408 |
450207 |
П502-40 |
ПС829-1, ПГ2-9, ПК 201-6 |
ПП80-5, ПС11-6, ПВ368 | ||
450215 |
- |
ПК 17796 |
450216 |
- |
ПК 17489 |
450219 |
- |
ПК 17745 |
450220 |
П502-48 |
С645, ПК 11430 |
450222 |
- |
ПК 17699 |
450223 |
П502-49 |
ПК 12146, С675-5, ПК 0742-2 |
450224 |
П502-50 |
ПК 201-38, С676-4 |
450228 |
П502-54 |
ПК 204-2 |
450230 |
П502-56 |
ПК 20-20, ПВ 378-2, С2171-2 |
450234 |
- |
С1152-2 |
450235 |
П502-60 |
ПК0081-1 |
450236 |
П502-62 |
ПС 11-16, ПК 204 |
450238 |
- |
ПК 13382 |
450239 |
- |
ПК 15691 |
450244 |
П502-71 |
ПС 370-3, ПК 11355 |
450246 |
- |
ПС 886-1133 |
450248 |
- |
ПК 2873-1 |
450250 |
- |
ПК 2873-2 |
450251 |
- |
ПК 2973 |
450252 |
- |
ПК 18503-2 |
450255 |
- |
ПК 2873-4 |
450256 |
- |
ПК 2804 |
450257 |
- |
ПК 2873-3 |
450260 |
- |
ПК 18819 |
450261 |
- |
ПК 18824 |
450262 |
- |
ПК 17718 |
450263 |
- |
ПК 19420 |
450264 |
- |
ПК 2413 |
450265 |
- |
ПК 19443 |
450266 |
- |
ПК 17361-2, С1741-2 |
450269 |
- |
ПК 17361-1, С1741-1 |
450270 |
- |
ПК 2355 |
450271 |
- |
ПК 2796-3 |
450273 |
- |
ПК 19523 |
450274 |
- |
ПК 19265 |
450275 |
- |
ПК 19268 |
450276 |
- |
ПК 19273 |
460277 |
- |
ПК 19659 |
450278 |
- |
ПК 2832 |
450280 |
- |
ПК 19784 |
450281 |
- |
02050 |
450282 |
- |
ПК 2846 |
450284 |
- |
ПК 8759 |
450285 |
- |
ПК 19267 |
450286 |
- |
ПК 8475 |
450287 |
- |
ПК 2522 |
450288 |
- |
ПК 19274 |
450289 |
- |
ПК 4611 |
450291 |
- |
ПК 2796-2 |
450292 |
- |
ПК 20052 |
450293 |
- |
ПК 2797, ПК 19386 |
450295 |
- |
ПК 2796-5 |
450296 |
- |
ПК 2796-7 |
450297 |
- |
ПК 8758 |
450298 |
- |
ПК 17723 |
450299 |
- |
С 2193 |
450300 |
- |
П500-68-2 |
450456 |
- |
ПК 18445 |
450457 |
- |
НП1961 |
450458 |
- |
ПС 885-923 |
450459 |
- |
ПК 20039 |
450460 |
- |
ПК 2162 |
450461 |
- |
С 2192, ПК 7033 |
450462 |
- |
ПК 4857 |
450463 |
- |
ПК 2796-1 |
450464 |
- |
ПК 18939 |
450465 |
- |
С2195, ПК 7036 |
450466 |
- |
С2194, ПК 7035 |
450467 |
- |
ПК 8020 |
450468 |
- |
ПК 2938 |
450469 |
- |
ПК 2796-4 |
450470 |
- |
ПК 2796-6 |
450471 |
- |
ПК 16350 |
450472 |
- |
ПК 2939 |
450473 |
- |
ПК 19962 |
450474 |
- |
ПК 2678 |
450475 |
- |
ПК 2679 |
450476 |
- |
ПК 2736 |
450477 |
- |
ПК 2680 |
450478 |
- |
ПК 2695 |
450479 |
- |
ПК 2737 |
450480 |
- |
ПК 2578-2 |
450481 |
- |
ПК 2578-1 |
450482 |
- |
ПК 2800 |
450483 |
- |
ПК 2799 |
450484 |
- |
ПК 2681 |
450485 |
- |
НП 1863 |
450486 |
- |
ПК 4597 |
450502 |
- |
ПК3011 |
450515 |
- |
ПК4464 |
450517 |
- |
ПК4466 |
450518 |
- |
ПК4465 |
450519 |
- |
ПК4458 |
(Нет голосов) |
Комментарии (0)
Чтобы оставить комментарий вам необходимо авторизоваться