GOST 13737-90
GOST 13737−90 Profile gepresste rechtwinklige равнополочного ugolkovogo Querschnitt aus Aluminium-und Magnesiumlegierungen. Sortament
GOST 13737−90
Gruppe В52
DER STAATLICHE STANDARD DER UNION DER SSR
PROFILE GEPRESSTE RECHTWINKLIGE
РАВНОПОЛОЧНОГО QUERSCHNITT UGOLKOVOGO
AUS ALUMINIUM-UND MAGNESIUMLEGIERUNGEN
Sortament
Extruded rectangular equishelf angle-section shapes
of aluminium and magnesium alloys. Dimension
OKP 18 1142
Datum der Einführung 1992−01−01
INFORMATION
1. ENTWICKELT UND EINGEFÜHRT durch das Ministerium für Luftfahrtindustrie der UdSSR
ENTWICKLER G. S. Makarov, V. F., Nikolaev, v. V. Illarionov
2. GENEHMIGT UND IN Kraft gesetzt durch die Verordnung des Staatlichen Komitees der UdSSR für die Produktverantwortung und Standards vom
3. IM GEGENZUG GOST 13737−80
4. Häufigkeit der überprüfung — 5 Jahre
5. REFERENZIELLE NORMATIV-TECHNISCHE DOKUMENTE
Bezeichnung NTD, auf welche verwiesen wurde |
Artikelnummer |
GOST 8617−81 |
1 |
Diese Norm legt sortament gepressten rechteckigen Profilen равнополочного ugolkovogo Querschnitt aus Aluminium, Aluminium-und Magnesiumlegierungen, hergestellt durch Heißpressen.
1. Profilnummern und Maße müssen unbedingt die Anweisungen auf der Zeichnung und in der Tabelle.1.
Tabelle 1
Zimmer Profil |
Querschnittsfläche, |
Der Durchmesser der beschriebenen Surround- Ness, mm |
Die theoretische Masse 1 m des Profils, kg | ||||||
mm |
Aluminium- ниевый Legierung |
Magnesiumlegierung | |||||||
410001 |
10 |
1,6 |
1,8 |
1,0 |
1,0 |
0,309 |
14 |
0,088 |
0,056 |
410002 |
10 |
2,0 |
2,0 |
2,0 |
- |
0,369 |
14 |
0,105 |
0,066 |
410003 |
12 |
1,0 |
1,0 |
1,5 |
0,5 |
0,234 |
17 |
0,067 |
0,042 |
410004 |
12 |
1,3 |
1,3 |
1,5 |
0,6 |
0,298 |
17 |
0,085 |
0,054 |
410005 |
12 |
1,5 |
2,0 |
2,0 |
0,7 |
0,396 |
17 |
0,113 |
0,071 |
410006 |
12 |
1,6 |
1,6 |
1,0 |
- |
0,361 |
17 |
0,103 |
0,065 |
410007 |
12,5 |
1,6 |
1,6 |
1,0 |
0,8 |
0,377 |
18 |
0,107 |
0,068 |
410009 |
13 |
1,6 |
1,6 |
- |
- |
0,390 |
18 |
0,111 |
0,070 |
410010 |
14 |
1,0 |
1,0 |
1,0 |
1,0 |
0,268 |
20 |
0,076 |
0,048 |
410011 |
15 |
1,0 |
1,0 |
1,5 |
1,5 |
0,294 |
21 |
0,084 |
0,053 |
410012 |
15 |
1,2 |
1,2 |
2,0 |
0,6 |
0,353 |
21 |
0,101 |
0,064 |
410013 |
15 |
1,5 |
1,5 |
2,0 |
0,7 |
0,434 |
21 |
0,124 |
0,078 |
410014 |
15 |
1,5 |
2,0 |
2,0 |
0,7 |
0,501 |
Eins und zwanzig |
0,143 |
0,090 |
410018 |
15 |
2,0 |
2,0 |
2,0 |
1,0 |
0,564 |
21 |
0,161 |
0,102 |
410019 |
15 |
2,5 |
3,0 |
3,0 |
1,2 |
0,763 |
21 |
0,217 |
0,137 |
410020 |
15 |
3,0 |
3,0 |
1,5 |
3,0 |
0,776 |
21 |
0,221 |
0,140 |
410021 |
15 |
3,0 |
3,0 |
3,0 |
1,5 |
0,820 |
21 |
0,234 |
0,148 |
410022 |
16 |
1,6 |
1,6 |
1,6 |
- |
0,492 |
23 |
0,140 |
0,089 |
410023 |
16 |
2,4 |
2,4 |
3,2 |
1,2 |
0,726 |
23 |
0,207 |
0,131 |
410024 |
17 |
5,0 |
6,0 |
1,0 |
1,0 |
1,568 |
24 |
0,447 |
0,282 |
410025 |
18 |
1,5 |
1,5 |
2,0 |
0,7 |
0,524 |
25 |
0,149 |
0,094 |
410026 |
18 |
2,0 |
2,0 |
2,0 |
1,0 |
0,684 |
25 |
0,195 |
0,123 |
410033 |
18 |
2,0 |
3,0 |
2,0 |
- |
0,849 |
25 |
0,242 |
0,153 |
410027 |
19 |
1,2 |
1,2 |
2,0 |
0,6 |
0,449 |
27 |
0,128 |
0,081 |
410028 |
19 |
1,6 |
1,6 |
1,6 |
1,8 |
0,574 |
27 |
0,164 |
0,103 |
410029 |
19 |
1,6 |
1,6 |
1,6 |
0,8 |
0,585 |
27 |
0,167 |
0,105 |
410030 |
19 |
2,4 |
2,4 |
2,4 |
1,2 |
0,861 |
27 |
0,245 |
0,155 |
410031 |
19 |
3,0 |
3,0 |
1,0 |
1,5 |
1,042 |
27 |
0,297 |
0,188 |
410032 |
19 |
3,2 |
3,2 |
3,2 |
1,6 |
1,125 |
27 |
0,321 |
0,202 |
410033 |
19 |
3,5 |
6,5 |
- |
- |
1,673 |
27 |
0,477 |
0,301 |
410035 |
20 |
1,0 |
1,0 |
2,0 |
0,5 |
0,398 |
28 |
0,113 |
0,072 |
410036 |
20 |
1,2 |
1,2 |
2,0 |
0,6 |
0,473 |
28 |
0,135 |
0,085 |
410038 |
20 |
1,5 |
1,5 |
2,0 |
0,7 |
0,584 |
28 |
0,166 |
0,105 |
410039 |
20 |
2,0 |
2,0 |
- |
- |
0,760 |
28 |
0,217 |
0,137 |
410040 |
20 |
2,0 |
2,0 |
2,0 |
1,0 |
0,764 |
28 |
0,218 |
0,138 |
410041 |
20 |
2,5 |
2,5 |
2,0 |
1,2 |
0,940 |
28 |
0,268 |
0,169 |
410042 |
20 |
3,0 |
3,0 |
- |
- |
1,110 |
28 |
0,316 |
0,200 |
410043 |
20 |
3,0 |
3,0 |
3,0 |
1,5 |
1,120 |
28 |
0,319 |
0,202 |
410045 |
20 |
4,0 |
4,0 |
4,0 |
- |
1,474 |
28 |
0,420 |
0,265 |
410046 |
20,5 |
1,6 |
1,6 |
1,5 |
0,7 |
0,633 |
29 |
0,180 |
0,114 |
410048 |
25 |
1,2 |
1,2 |
2,5 |
0,6 |
0,597 |
35 |
0,170 |
0,107 |
410049 |
25 |
1,5 |
1,5 |
2,0 |
0,7 |
0,734 |
35 |
0,209 |
0,132 |
410050 |
25 |
1,5 |
3,0 |
1,5 |
1,2 |
1,079 |
35 |
0,307 |
0,194 |
410051 |
25 |
1,6 |
1,6 |
1,6 |
0,8 |
0,777 |
35 |
0,221 |
0,140 |
410234 |
25 |
2,0 |
2,5 |
2,0 |
- |
1,084 |
35 |
0,309 |
0,195 |
410053 |
25 |
2,0 |
2,0 |
2,0 |
1,0 |
0,964 |
35 |
0,275 |
Von 0,174 |
410054 |
25 |
2,0 |
4,0 |
2,0 |
2,0 |
1,411 |
35 |
0,402 |
0,254 |
410055 |
25 |
2,0 |
5,0 |
3,0 |
1,2 |
1,663 |
35 |
0,474 |
0,299 |
410056 |
25 |
2,4 |
2,4 |
3,2 |
1,2 |
1,158 |
35 |
0,330 |
0,208 |
410057 |
25 |
2,5 |
2,5 |
- |
- |
1,188 |
35 |
0,338 |
0,214 |
410058 |
25 |
2,5 |
2,5 |
2,0 |
1,2 |
1,190 |
35 |
0,339 |
0,214 |
410059 |
25 |
3,0 |
3,0 |
3,2 |
1,5 |
1,422 |
35 |
0,405 |
0,256 |
410060 |
25 |
3,0 |
3,0 |
2,0 |
0,5 |
1,418 |
35 |
0,404 |
0,255 |
410061 |
25 |
3,0 |
4,0 |
4,0 |
0,5 |
1,663 |
35 |
0,474 |
0,298 |
410062 |
25 |
3,2 |
3,2 |
3,2 |
1,6 |
1,509 |
35 |
0,430 |
0,271 |
410063 |
25 |
3,5 |
3,0 |
4,0 |
- |
1,554 |
35 |
0,443 |
0,280 |
410064 |
25 |
3,5 |
3,5 |
3,0 |
- |
1,647 |
35 |
0,469 |
0,296 |
410065 |
25 |
4,0 |
4,0 |
4,0 |
2,0 |
1,857 |
35 |
0,529 |
0,334 |
410236 |
25 |
4,0 |
11,0 |
4,0 |
2,0 |
3,327 |
35 |
0,948 |
0,599 |
410066 |
25 |
4,8 |
4,8 |
3,0 |
2,4 |
2,164 |
35 |
0,617 |
0,390 |
410068 |
25 |
5,0 |
5,0 |
3,0 |
2,5 |
2,242 |
35 |
0,639 |
0,404 |
410069 |
25 |
5,0 |
5,0 |
5,0 |
2,5 |
2,277 |
35 |
0,649 |
0,405 |
410070 |
26 |
3,0 |
5,0 |
4,0 |
- |
1,964 |
37 |
0,560 |
0,354 |
410071 |
26,5 |
3,0 |
3,0 |
3,0 |
- |
1,519 |
38 |
0,433 |
0,273 |
410072 |
27 |
2,0 |
2,0 |
2,0 |
- |
1,049 |
38 |
0,299 |
0,189 |
410074 |
28 |
3,0 |
6,0 |
5,0 |
- |
2,394 |
40 |
0,682 |
0,431 |
410075 |
30 |
1,5 |
1,5 |
2,0 |
0,7 |
0,884 |
42 |
0,252 |
0,159 |
410076 |
30 |
1,5 |
2,0 |
0,5 |
1,0 |
1,016 |
42 |
0,290 |
0,183 |
410077 |
30 |
1,5 |
3,0 |
3,0 |
- |
1,324 |
43 |
0,377 |
0,238 |
410078 |
30 |
2,0 |
2,0 |
2,0 |
1,0 |
1,304 |
42 |
0,372 |
0,235 |
410238 |
30 |
1,8 |
2,0 |
2,5 |
- |
1,117 |
43 |
0,318 |
0,201 |
410079 |
30 |
2,0 |
3,0 |
2,0 |
1,5 |
1,439 |
43 |
0,410 |
0,259 |
410080 |
30 |
2,5 |
2,5 |
2,5 |
1,5 |
1,441 |
42 |
0,410 |
0,259 |
410081 |
30 |
3,0 |
3,0 |
3,0 |
1,5 |
1,720 |
42 |
0,490 |
0,310 |
410082 |
30 |
3,0 |
4,0 |
4,0 |
1,5 |
2,006 |
43 |
0,572 |
0,361 |
410083 |
30 |
3,5 |
6,5 |
3,0 |
- |
2,792 |
43 |
0,796 |
0,503 |
410084 |
30 |
4,0 |
4,0 |
3,0 |
0,5 |
2,258 |
42 |
0,644 |
0,406 |
410085 |
30 |
5,0 |
5,0 |
2,0 |
- |
2,759 |
42 |
0,786 |
0,497 |
410240 |
30 |
3,0 |
5,0 |
3,0 |
1,5 |
2,260 |
43 |
0,644 |
0,405 |
410243 |
30 |
4,5 |
6,5 |
4,0 |
0,5 |
3,041 |
43 |
0,867 |
0,547 |
410086 |
30 |
5,0 |
5,0 |
4,0 |
2,0 |
2,767 |
43 |
0,789 |
0,498 |
410087 |
30 |
5,0 |
10,0 |
3,0 |
- |
4,019 |
43 |
1,146 |
0,723 |
410088 |
30 |
5,0 |
15,0 |
3,0 |
- |
5,269 |
43 |
1,502 |
0,948 |
410241 |
30 |
8,0 |
4,0 |
3,0 |
0,5 |
3,298 |
45 |
0,940 |
0,594 |
410089 |
32 |
2,4 |
2,4 |
3,2 |
1,2 |
1,494 |
43 |
0,426 |
0,269 |
410090 |
32 |
3,2 |
3,2 |
3,2 |
1,6 |
1,957 |
45 |
0,558 |
0,352 |
410091 |
32 |
3,5 |
3,5 |
3,5 |
1,7 |
2,131 |
45 |
0,607 |
0,384 |
410242 |
32 |
3,7 |
3,7 |
2,5 |
2,0 |
2,227 |
45 |
0,635 |
0,401 |
410093 |
32 |
6,5 |
6,5 |
4,0 |
3,2 |
3,728 |
45 |
1,062 |
0,671 |
410094 |
33 |
2,0 |
2,0 |
2,0 |
1,0 |
1,284 |
47 |
0,366 |
0,231 |
410095 |
35 |
3,0 |
3,0 |
1,5 |
1,5 |
2,005 |
50 |
0,571 |
0,360 |
410096 |
35 |
3,0 |
3,0 |
3,0 |
1,5 |
2.020 steigen |
49 |
0,576 |
0,364 |
410098 |
35 |
3,5 |
5,0 |
3,0 |
- |
2,819 |
50 |
0,804 |
0,507 |
410099 |
35 |
3,5 |
6,5 |
3,0 |
- |
3,292 |
50 |
0,938 |
0,593 |
410100 |
35 |
4,0 |
4,0 |
2,0 |
2,0 |
2,631 |
49 |
0,750 |
0,474 |
410101 |
35 |
4,0 |
5,0 |
4,0 |
- |
2,984 |
50 |
0,851 |
0,537 |
410102 |
38 |
2,4 |
2,4 |
2,4 |
1,2 |
1,773 |
54 |
0,505 |
0,319 |
410103 |
38 |
3,2 |
3,2 |
4,5 |
1,6 |
2,362 |
53 |
0,673 |
0,425 |
410104 |
38 |
3,5 |
3,5 |
2,5 |
1,5 |
2,541 |
54 |
0,724 |
0,457 |
410105 |
38 |
4,8 |
4,8 |
3,2 |
2,0 |
3,422 |
53 |
0,975 |
0,616 |
410106 |
38 |
5,0 |
5,0 |
4,0 |
2,5 |
3,558 |
54 |
1,014 |
0,640 |
410108 |
38,3 |
3,5 |
3,5 |
2,5 |
1,5 |
2,541 |
54 |
0,724 |
0,457 |
410109 |
38,3 |
5,0 |
5,0 |
4,0 |
2,5 |
3,558 |
54 |
1,014 |
0,640 |
410110 |
38,3 |
6,3 |
6,3 |
5,0 |
3,0 |
4,406 |
54 |
1,256 |
0,793 |
410112 |
40 |
2,0 |
2,0 |
2,0 |
1,0 |
1,564 |
57 |
0,446 |
0,282 |
410113 |
40 |
2,5 |
2,5 |
2,5 |
1,2 |
1,945 |
57 |
0,554 |
0,350 |
410245 |
40 |
2,0 |
6,0 |
5,0 |
- |
3,134 |
57 |
0,893 |
0,564 |
410115 |
40 |
2,5 |
5,0 |
3,5 |
- |
2,901 |
57 |
0,827 |
0,522 |
410116 |
40 |
2,5 |
9,0 |
3,0 |
1,0 |
4,390 |
57 |
1,251 |
0,790 |
410117 |
40 |
3,0 |
3,0 |
3,0 |
1,5 |
2,320 |
57 |
0,661 |
0,418 |
410118 |
40 |
3,5 |
3,5 |
3,0 |
1,7 |
2,684 |
57 |
0,765 |
0,483 |
410119 |
40 |
3,5 |
3,5 |
3,5 |
1,5 |
2,694 |
57 |
0,767 |
0,485 |
410120 |
40 |
4,0 |
4,0 |
3,0 |
1,5 |
3,050 |
57 |
0,869 |
0,549 |
410121 |
40 |
4,0 |
4,0 |
4,0 |
2,0 |
3,057 |
57 |
0,871 |
0,550 |
410122 |
40 |
4,0 |
5,0 |
5,0 |
0,5 |
3,453 |
57 |
0,984 |
0,621 |
410123 |
40 |
5,0 |
5,0 |
5,0 |
2,5 |
3,777 |
57 |
1,076 |
0,680 |
410124 |
40 |
5,0 |
9,0 |
3,0 |
3,0 |
5,131 |
57 |
1,462 |
0,924 |
410246 |
41,5 |
8,6 |
8,6 |
6,0 |
1,0 |
6,491 |
58 |
1,850 |
1,168 |
410125 |
45 |
2,5 |
2,5 |
2,5 |
- |
2,200 |
64 |
0,627 |
0,365 |
410126 |
45 |
3,0 |
3,0 |
3,0 |
1,5 |
2,620 |
64 |
0,747 |
0,472 |
410127 |
45 |
3,0 |
5,0 |
5,0 |
1,5 |
3,494 |
64 |
0,996 |
0,629 |
410128 |
45 |
4,0 |
4,0 |
4,0 |
2,0 |
3,457 |
64 |
0,985 |
0,622 |
410129 |
45 |
4,0 |
4,0 |
5,0 |
1,7 |
3,481 |
64 |
0,992 |
0,627 |
410130 |
45 |
4,0 |
10,0 |
6,0 |
- |
5,977 |
64 |
1,704 |
1,076 |
410131 |
45 |
4,0 |
11,0 |
4,0 |
- |
6,344 |
64 |
1,808 |
1,142 |
410132 |
45 |
4,0 |
12,0 |
3,0 |
2,0 |
6,722 |
64 |
1,916 |
1,210 |
410133 |
45 |
5,0 |
5,0 |
5,0 |
2,5 |
4,277 |
64 |
1,219 |
0,770 |
410134 |
45 |
6,0 |
6,0 |
4,0 |
0,5 |
5,073 |
64 |
1,446 |
0,913 |
410135 |
45 |
7,0 |
7,0 |
6,0 |
2,0 |
5,870 |
64 |
1,673 |
1,057 |
410247 |
45 |
8,0 |
10,0 |
6,0 |
- |
7,377 |
64 |
2,103 |
1,328 |
410136 |
50 |
3,0 |
3,0 |
3,0 |
1,5 |
2,920 |
71 |
0,832 |
0,526 |
410137 |
50 |
4,0 |
4,0 |
4,0 |
2,0 |
3,857 |
71 |
1,099 |
0,694 |
410138 |
50 |
4,0 |
5,0 |
5,0 |
- |
4,246 |
71 |
1,210 |
0,764 |
410139 |
50 |
4,0 |
8,0 |
5,0 |
0,5 |
5,733 |
71 |
1,634 |
1,032 |
410140 |
50 |
4,0 |
11,0 |
5,0 |
0,5 |
7,113 |
71 |
2,027 |
1,280 |
410141 |
50 |
4,0 |
18,0 |
5,0 |
- |
10,334 |
71 |
2,945 |
1,860 |
410142 |
50 |
4,5 |
4,5 |
9,0 |
1,5 |
4,462 |
71 |
1,272 |
0,803 |
410143 |
50 |
4,8 |
4,8 |
3,2 |
2,0 |
4,574 |
71 |
1,304 |
0,823 |
410144 |
50 |
5,0 |
5,0 |
5,0 |
2,5 |
4,777 |
71 |
1,361 |
0,860 |
410145 |
50 |
5,0 |
5,0 |
7,0 |
3,5 |
4,803 |
71 |
1,369 |
0,864 |
410146 |
50 |
5,0 |
5,0 |
7,0 |
6,0 |
4,701 |
71 |
1,340 |
0,846 |
410147 |
50 |
5,0 |
7,0 |
5,0 |
- |
5,704 |
71 |
1,626 |
1,027 |
410148 |
50 |
6,0 |
6,0 |
5,0 |
3,0 |
5,655 |
71 |
1,611 |
1,018 |
410150 |
50 |
6,0 |
9,0 |
4,0 |
0,5 |
6,993 |
71 |
1,993 |
1,259 |
410151 |
50 |
6,5 |
6,5 |
6,0 |
3,2 |
6,111 |
71 |
1,742 |
1,100 |
410152 |
50 |
7,0 |
7,0 |
4,0 |
2,0 |
6,527 |
71 |
1,860 |
1,175 |
410154 |
55 |
2,5 |
2,5 |
3,0 |
- |
2,707 |
78 |
0,771 |
0,487 |
410156 |
56 |
4,0 |
5,0 |
3,5 |
0,2 |
4,866 |
80 |
1,387 |
0,876 |
410157 |
56 |
5,0 |
6,0 |
3,5 |
- |
5,886 |
80 |
1,678 |
1,060 |
410158 |
60 |
3,0 |
3,0 |
5,0 |
2,5 |
3,537 |
85 |
1,008 |
0,637 |
410160 |
60 |
5,0 |
5,0 |
5,0 |
2,5 |
5,777 |
85 |
1,646 |
1,040 |
410161 |
60 |
6,0 |
6,0 |
3,0 |
2,5 |
6,832 |
85 |
1,947 |
1,230 |
410162 |
60 |
6,0 |
6,0 |
5,0 |
3,0 |
6,855 |
85 |
1,954 |
1,234 |
410163 |
60 |
8,0 |
8,0 |
6,0 |
4,0 |
8,969 |
85 |
2,556 |
1,614 |
410164 |
60 |
10,0 |
12,0 |
4,0 |
1,0 |
12,030 |
85 |
3,429 |
2,165 |
410165 |
60 |
10,0 |
12,0 |
5,0 |
0,5 |
12,053 |
85 |
3,435 |
2,169 |
410166 |
60 |
20,0 |
20,0 |
2,0 |
2,0 |
19,991 |
85 |
5,698 |
3,598 |
410248 |
60 |
19,0 |
19,0 |
5,0 |
2,0 |
19,226 |
85 |
5,480 |
3,461 |
410167 |
63 |
5,0 |
5,0 |
10,0 |
0,6 |
6,263 |
89 |
1,785 |
1,127 |
410168 |
63 |
6,0 |
6,0 |
7,0 |
2,5 |
7,278 |
89 |
2,074 |
1,310 |
410170 |
65 |
10,0 |
10,0 |
5,0 |
5,0 |
11,946 |
92 |
3,404 |
2,150 |
410173 |
70 |
5,0 |
5,0 |
5,0 |
2,5 |
6,777 |
99 |
1,931 |
1,220 |
410174 |
70 |
6,0 |
16,0 |
10,0 |
- |
14,655 |
99 |
4,177 |
2,638 |
410175 |
70 |
7,0 |
7,0 |
8,0 |
1,0 |
9,443 |
99 |
2,691 |
1,700 |
410176 |
70 |
7,0 |
8,0 |
6,0 |
- |
9,923 |
99 |
2,828 |
1,786 |
410177 |
70 |
8,0 |
8,0 |
6,0 |
3,0 |
10,599 |
99 |
3,021 |
1,908 |
410178 |
70 |
10,0 |
10,0 |
6,0 |
0,5 |
13,076 |
99 |
3,726 |
2,354 |
410249 |
70 |
18,0 |
18,0 |
3,0 |
0,5 |
21,978 |
99 |
6,264 |
3,956 |
410180 |
70 |
15,0 |
15,0 |
6,0 |
2,0 |
19,810 |
99 |
5,361 |
3,386 |
410181 |
70 |
18,0 |
18,0 |
8,0 |
5,0 |
21,990 |
99 |
6,267 |
3,958 |
410183 |
72 |
19,0 |
19,0 |
0,5 |
2,0 |
23,733 |
102 |
6,764 |
4,272 |
410184 |
75 |
4,0 |
4,0 |
4,0 |
0,5 |
5,873 |
106 |
1,674 |
1,057 |
410250 |
75 |
5,0 |
5,0 |
5,0 |
0,3 |
7,303 |
108 |
2,081 |
1,315 |
410185 |
75 |
8,0 |
8,0 |
5,0 |
4,0 |
11,345 |
106 |
3,233 |
2,042 |
410186 |
75 |
8,0 |
8,0 |
8,0 |
3,0 |
11,459 |
108 |
3,266 |
2,063 |
410187 |
75 |
10,0 |
10,0 |
5,0 |
5,0 |
13,946 |
106 |
3,975 |
2,510 |
410188 |
75 |
16,0 |
16,0 |
8,0 |
4,0 |
21,509 |
106 |
6,130 |
3,872 |
410189 |
75 |
22,0 |
22,0 |
2,0 |
2,0 |
28,151 |
106 |
8,023 |
5,067 |
410190 |
80 |
6,0 |
6,0 |
5,0 |
3,0 |
9,255 |
113 |
2,637 |
1,666 |
410191 |
80 |
6,0 |
20,0 |
6,0 |
3,0 |
19,639 |
114 |
5,597 |
3,535 |
410192 |
80 |
7,0 |
7,0 |
8,0 |
4,0 |
10,779 |
113 |
3,072 |
1,940 |
410193 |
70 |
8,0 |
8,0 |
8,0 |
4,5 |
12,210 |
113 |
3,480 |
2,198 |
410194 |
80 |
8,0 |
8,0 |
9,0 |
3,0 |
12,295 |
114 |
3,504 |
2,213 |
410195 |
80 |
9,0 |
9,0 |
8,0 |
4,0 |
13,659 |
113 |
3,893 |
2,459 |
410251 |
80 |
10,0 |
10,0 |
5,0 |
1,0 |
15,049 |
114 |
3,289 |
2,709 |
410196 |
85 |
3,0 |
3,0 |
5,0 |
2,0 |
5,046 |
120 |
1,438 |
0,908 |
410197 |
85 |
28,0 |
28,0 |
1,0 |
1,0 |
39,758 |
121 |
11,331 |
7,156 |
410198 |
85 |
30,0 |
30,0 |
1,0 |
1,0 |
42,000 |
120 |
11,970 |
7,560 |
410199 |
90 |
6,0 |
6,0 |
12,0 |
1,5 |
10,739 |
127 |
3,060 |
1,933 |
410200 |
90 |
8,0 |
8,0 |
10,0 |
3,3 |
13,928 |
127 |
3,969 |
2,507 |
410201 |
90 |
9,0 |
9,0 |
10,0 |
4,5 |
15,518 |
127 |
4,422 |
2,793 |
410202 |
90 |
10,0 |
10,0 |
5,0 |
2,0 |
17,036 |
127 |
4,855 |
3,067 |
410203 |
95 |
20,0 |
30,0 |
10,0 |
3,0 |
41,676 |
135 |
11,878 |
7,502 |
410204 |
100 |
6,0 |
6,0 |
4,0 |
- |
11,674 |
141 |
3,327 |
2,101 |
410205 |
100 |
8,0 |
8,0 |
10,0 |
5,0 |
15,467 |
145 |
Bauen 4,408 |
2,784 |
410206 |
100 |
8,0 |
8,0 |
5,0 |
- |
15,414 |
141 |
4,393 |
2,774 |
410207 |
100 |
10,0 |
10,0 |
6,0 |
4,0 |
19,009 |
145 |
5,417 |
3,422 |
410208 |
100 |
10,0 |
10,0 |
12,5 |
6,2 |
19,170 |
141 |
5,464 |
3,451 |
410209 |
100 |
12,0 |
12,0 |
10,0 |
5,0 |
22,667 |
145 |
6,460 |
4,080 |
410210 |
100 |
12,0 |
12,0 |
12,0 |
6,0 |
22,715 |
145 |
6,474 |
4,089 |
410211 |
109 |
42,0 |
42,0 |
5,0 |
3,0 |
73,935 |
151 |
21,071 |
13,308 |
410212 |
110 |
8,0 |
8,0 |
5,0 |
- |
17,014 |
156 |
4,849 |
3,062 |
410213 |
120 |
10,0 |
10,0 |
13,0 |
6,5 |
23,181 |
170 |
6,607 |
4,173 |
410214 |
120 |
14,0 |
14,0 |
8,0 |
5,0 |
31,670 |
170 |
9,026 |
5,701 |
410215 |
120 |
18,5 |
3,0 |
3,0 |
3,0 |
40,958 |
168 |
11,673 |
7,372 |
410217 |
120 |
31,5 |
31,5 |
3,0 |
2,0 |
65,680 |
172 |
18,719 |
11,822 |
410219 |
125 |
7,0 |
8,0 |
5,0 |
4,0 |
18,175 |
176 |
5,180 |
3,271 |
410222 |
140 |
10,0 |
10,0 |
20,0 |
1,2 |
27,852 |
198 |
7,938 |
5,013 |
410223 |
140 |
10,0 |
14,0 |
10,0 |
5,0 |
32,307 |
198 |
9,208 |
5,815 |
410224 |
140 |
19,5 |
19,5 |
2,0 |
2,0 |
50,789 |
198 |
14,475 |
9,142 |
410225 |
140 |
20,0 |
20,0 |
3,0 |
2,0 |
52,002 |
198 |
14,821 |
9,360 |
410226 |
150 |
20,0 |
20,0 |
15,0 |
5,0 |
56,376 |
212 |
16,067 |
10,148 |
410227 |
150 |
43,0 |
43,0 |
3,0 |
2,0 |
110,512 |
212 |
31,496 |
19,892 |
410228 |
165 |
18,0 |
18,0 |
15,0 |
6,0 |
56,488 |
233 |
16,099 |
10,168 |
410229 |
180 |
19,0 |
19,0 |
- |
- |
64,790 |
254 |
18,465 |
11,662 |
410231 |
200 |
14,0 |
14,0 |
18,0 |
8,0 |
54,461 |
283 |
15,521 |
9,803 |
Anmerkungen:
1. Die Werte der Radien der Verrundung () Radien und Abstumpfung der scharfen Kanten (), nicht in der Tabelle aufgeführt sind, müssen den Anforderungen der GOST 8617.
2. Die Radien der Abstumpfung der scharfen Kanten (,,) sollten unbedingt требованиямГОСТ 8617.
2. Die theoretische Masse 1 m Profil aus Aluminium-Legierungen berechnet nach den nominellen Größe bei einer Dichte von 2,85 G/cm, das entspricht der Dichte der Aluminiumlegierung Marke В95.
Die theoretische Masse 1 m des Profils aus Magnesiumlegierungen berechnet nach den nominellen Größe bei einer Dichte von 1,80 G/cm, das entspricht der Dichte der Magnesiumlegierung Marke МА14.
3. Übersetzte Koeffizienten zur Berechnung der ungefähren theoretische Masse 1 m-Profil aus Aluminium-und Magnesiumlegierungen finden Sie in Anhang 1.
4. Die übereinstimmung der Nummern der profile der zuvor bestehenden Markierungen finden Sie in Anhang 2.
ANHANG 1 (informativ)
ANHANG 1
Referenz
1. ÜBERSETZTE KOEFFIZIENTEN ZUR BERECHNUNG DER UNGEFÄHREN
Die THEORETISCHE MASSE 1 m PROFIL AUS ALUMINIUM
UND ALUMINIUMLEGIERUNGEN
Aluminium aller Marken |
-0,950 | |
Legierungen Marken АМц |
-0,958 | |
АМцС |
-0,958 | |
Amg2 |
-0,940 | |
Амг3 |
— 0,937 | |
АМг5 |
-0,930 | |
Amg6 |
— 0,926 | |
1561 |
— 0,930 | |
D1 |
— 0,982 | |
D16 |
-0,976 | |
Д16ч |
-0,976 | |
Д19ч |
-0,968 | |
Д20 |
— 0,996 | |
Ab |
-0,947 | |
ВАД1 |
-0,968 | |
Zu 48−2 |
-0,972 | |
Die 48−2пч |
— 0,972 | |
АД31 |
-0,950 | |
АД33 |
-0,951 | |
АД35 |
-0,954 | |
1915 |
— 0,972 | |
1920 |
-0,954 | |
1925 |
— 0,972 | |
1935 |
-0,977 | |
1985пч |
-0,948 | |
1980 |
-0,968 | |
ВД1 |
— 0,982 | |
АВД1−1 |
— 0,982 | |
AKM |
— 0,970 | |
M40 |
-0,965 | |
АК4 |
— 0,970 | |
АК6 |
-0,962 | |
АД31Е |
-0,950 | |
АК4−1 |
-0,982 | |
АК4−1H |
— 0,982 | |
ВАД1 |
-0,968 | |
ВД17 | -0,965 |
2. ÜBERSETZTE KOEFFIZIENTEN ZUR BERECHNUNG DER UNGEFÄHREN
Die THEORETISCHE MASSE 1 m des PROFILS AUS Magnesiumlegierungen
Magnesium alle Marken |
-1,000 | |
Legierungen Marken МА1 |
— 0,978 | |
МА2 |
-0,989 | |
МА2−1 |
-0,990 | |
МА2−1пч |
— 0,990 | |
МА8 |
— 0,989 | |
МА12 | — 0,989 |
ANHANG 2 (informativ)
ANHANG 2
Referenz
Tabelle 2
Zimmer Profil |
Bezeichnung des Profils im Katalog 1966 |
Bezeichnung Profil nach Zeichnung |
410001 |
N 50−1 |
PC-0577 |
410002 |
P 50−2 |
PC 1−30, PP 2−36 |
410003 |
50−4 P |
PR 100−1 |
410004 |
N 50−6 |
PC 1−41, PP 2−24 |
410005 |
P 50−8 |
PR 101−1 |
410006 |
P 50−9 |
MF 777 |
410007 |
- |
PR 100−24 |
410009 |
P 50−14 |
PC 1−24, PP 2−1 |
410010 |
P 50−16 |
PC 1−33, PP 2−44 |
410011 |
P 50−18 |
PR 100−2 |
410012 |
P 50−20 |
PR 100−51 |
410013 |
P 50−22 |
PR 100−3 |
410014 |
- |
PR 111−12, PC 1−39, PP 2−47 |
PS 1−46 | ||
410018 |
P 50−26 |
PR 100−4 |
410019 |
- |
PR 101−2 |
Vier hundert zehn tausend zwanzig |
- |
PC 1−40, MF 896, PP 2−23 |
PR 100−25 | ||
410021 |
P 50−32 |
PR 100−52 |
410022 |
P 50−34 |
PC 1−34, PR 100−26, PP 2−8 |
410023 |
P 50−36 |
PR 100−27, NP 212−37, PS 1−1 |
410024 |
- |
PC-14248 |
410025 |
P 50−38 |
PR 100−53, PR 100−53A |
410026 |
P 50−40 |
PC 1−32, PR 100−5, PP 2−45, MIT 63−5 |
410027 |
- |
PC 1−11, NP 212−24, PP 2−32, 1−20 PS |
410028 |
- |
PR 100−28 |
410029 |
- |
PC 1−37, PP 2−19 |
410030 |
P 50−46 |
PR 100−29, NP 212−31, 1−19 PS |
410031 |
P 50−48 |
PC 1−52, PV 1539, PSALM 1−37 |
410032 |
N 50−50 |
PC 100−30, NP 212−16, 1−22 PS |
410033 |
- |
PC 1−1, NP 146−1, 1−2 PS, APR 27 |
410035 |
P 50−56 |
PR 100−54 |
410036 |
- |
PR 100−55 |
410038 |
P 50−62 |
PR 100−6, PR 100−6A |
410039 |
- |
NP 1404−1, PS 2−197 |
410040 |
- |
NP 660−1, PR 100−7, PR 100−7A |
MF 473−1 | ||
410041 |
- |
PC 16279 |
410042 |
- |
PC 0828 |
410043 |
P 50−68 |
PC 0450, PC 1−55 |
410045 |
N 50−70 |
MIT 63−4, PC 1−42 |
410046 |
- |
PC 1−36, PR 100−31, PP 2−21 |
410048 |
N 50−74 |
PC 1−12, 902 MF, PP 2−26, 1−21 PS, NP 212−20 |
410049 |
P 50−76 |
PR 100−8, PR 100−8A |
410050 |
- |
Mit 1142−1 |
410051 |
- |
PC 1−38, PR 100−32, PP 2−21 |
410052 |
- |
MIT 1875, PC 17897 |
410053 |
N 50−80 |
PR 100−9, PV 473−2, PC 100−1, PS 19−1, PR 100−9A |
Vier hundert zehn tausend vier und fünfzig |
- |
PC 0493 |
410055 |
- |
PC 12903 |
410056 |
P 50−84 |
PR 100−33, NP 212−13, PP 2−15, 1−23 PS |
410057 |
- |
NP 1540, 1−45 PS |
410058 |
P 50−88 |
PC 19899, PV 663, PR 100−19, PR 100−19A |
410059 |
- |
PC 4302, PC 0304−2 |
410060 |
- |
PC-0673 |
410061 |
- |
PC 2−196А, PC 2−196, MIT 173−3 |
410062 |
P 50−94 |
PR 100−34A, PV 473−7, MIT 445 |
PR 100−34A, NP 212−2, 1−12 PS | ||
410063 |
- |
PC-16292 |
410064 |
P 50−96 |
MIT 63−1, PC 2−127 |
410065 |
P 50−98 |
PR 100−35 |
410066 |
- |
NP 212−15, 1−13 PS |
410068 |
P 50−102 |
PR 100−56 |
410069 |
- |
BQ 8 |
410070 |
- |
PC 2−79, PS2−115 |
410071 |
- |
PC 1−100 |
410072 |
P 50−110 |
PC 1−43 GEZEIGT, MIT 63−2 |
410074 |
- |
PC 17616 |
410075 |
P 50−112 |
PR 100−57 |
410076 |
- |
PC 1−44, MIT 678, 95 PS 2−215 |
PS 1−56 | ||
410077 |
- |
PC 16137А |
410078 |
P 50−116 |
PR 100−10, PR 100−10A |
410079 |
- |
PC 1−45, MIT 96, PSALM 1−51 |
410080 |
P 50−120 |
PR 100−20, PR 100−36, PR 100−36A |
410081 |
P 50−122 |
PR 100−11, 521, NP 296−1, PR 100−11A |
410082 |
- |
PC 2−137, MIT 1403, 1029, 1−31 PS |
410083 |
- |
PC 1−46, 1 PC-46A, PP 2−50 |
410084 |
- |
PC-15532 |
410085 |
P 50−128 |
PC 1−31, MF 468, SEIT 1972, PP 2−37, 1−57 PS |
410086 |
- |
PC 0323 |
413087 |
- |
Mit 507−1 |
410088 |
- |
Mit 507−2 |
410089 |
P 50−134 |
PC 1−7, PR 100−37, NP 212−26, PP 16, 1−14 PS |
410090 |
P 50−136 |
PC 1−10, PR 100−38, NP 212−34, PP 2−12, 1−18 PS |
410091 |
P 50−138 |
PR 100−39, PR 100−58, PR 100−39A |
NP 212−28 | ||
410093 |
P 50−142 |
PR 100−59, NP 212−9, 1−11 PS |
410094 |
P 50−144 |
PC 1−56 |
410095 |
P 50−146 |
PC 1−27, PP 2−33 |
410096 |
P 50−148 |
MF 595, PS 1−47, MIT 2126, NP 1275−1 |
410098 |
- |
PC-15872 |
410099 |
- |
PC 15855, PP 2−53, NP 1347−1 |
410100 |
P 50−154 |
PC 1−28, PP 884, PP 2−34 |
410101 |
- |
PC 15294 |
410102 |
P 50−156 |
PR 100−40, PC 1−23, 2−22 PP |
410103 |
- |
PC 1−35, PR 100−41, PP 2−14 |
410104 |
P 50−160 |
NP 109−1 |
410105 |
- |
PC 0305−3 |
410106 |
P 50−164 |
TM 110−1 |
410108 |
- |
PC 1−2, APR 4, PP 2−48, PS 1−3 |
410109 |
- | PC 1−3, 3 APR, PP 2−49, PS 1−4, 1480 MF |
410110 |
- |
APR 2, PC 1−4, 1−5 PS |
410112 |
P 50−174 |
PR 100−60, PR 100−60A, 1−49 PS |
410113 |
P 50−176 |
PR 100−61, PR 100−61A |
410115 |
- |
PC 1−47, 63−3, 1−52 PS |
410116 |
- |
PC 2−65, 314, PS 2−102 |
410117 |
P 50−182 |
PR 100−12, PR-100−12A, PV 473−3 |
410118 |
- |
PC 1−13, PC 0494, PP 2−46 |
410119 |
P 50−184 |
PR 100−42, PR 100−21, PR 100−42A, PC 0494, PC 1−13 |
410120 |
- |
NP 1417−1, MF 798−1 |
410121 |
P 50−188 |
MF 593, PR 100−13A, NP 297−1-2, 444, PV 712−1, PV 473−6, PR 100−13 |
410122 |
- |
NP 539−1 |
410123 |
P 50−192 |
PC 1−20, PV 312, PV 513−3, 534−2, NP 792-Е31, PC 2−311 |
410124 |
- |
PC 2−282, MIT 1279 |
410125 |
P 50−196 |
PS 1−35 |
410126 |
- |
Mit 990 |
410127 |
- |
MIT 2120, PC 2−169, MIT 94 |
410128 |
P 50−200 |
PR 100−14, PR 100−14A |
410129 |
- |
PC 1−82 |
410130 |
- |
PC 2−64, MIT 349, 2−101 PS |
410131 |
- |
PS 1−340, PC-0491, PP 4−149 |
410132 |
- |
PC 1−21, PV 401, PS 2−134, NP 792-E-33 |
410133 |
P 50−212 |
PR 100−15, PR 100−15A |
410134 |
- |
PC 2270, PC 12723, PC 1−108 |
410135 |
- |
PC 15737−1 |
410136 |
P 50−214 |
PR 100−62, PC 1−18, 1−26 PS |
410137 |
N 50 bis 216 |
PR 100−16, PR-100 — 16A |
410138 |
- |
NP 1769, 1−33 PS |
410139 |
- |
PC 179−2 |
410140 |
- |
PC 12714 |
410141 |
- |
PS 1−32 |
410142 |
P 50−224 |
PC 1−96 |
410143 |
- |
PC 0306−4 |
410144 |
P 50−228 |
PV 798−2, PR 100−17A, PR 100−17 |
P 50−230 |
MF 605, MF 387−1 | |
410145 |
- |
PS 1−6 |
410146 |
- |
NP 14671, PS 1−42 |
410147 |
P 50−236 |
MIT 2042, PV 1540, 1−36 PS |
410148 |
P 50−238 |
PR 100−22A, PR 100−22 |
410150 |
- |
PC 1−19, 1−29 PS |
410151 |
P 50−244 |
PR 100−63, NP 212−18 |
410152 |
P 50−246 |
PC-0324, NP 2006 |
410154 |
- |
PC 16373, MIT 1549 |
410156 |
- |
1−8, MF 256, PP 2−30, 1−15 PS, 2204 |
410157 |
- |
PC 1−5, 594 PV, PC 1−5A, PP 2−31, PS 1−8, MIT 1705 |
410158 |
- |
PC 13698 |
410160 |
P 50−254 |
PR 100−18, PR 100−18A, NP 720−1 |
410161 | - |
NP 1770, 1−9 PS |
410162 |
P 50−258 |
PV 684, PC 1−86, PV 712−2, PR 100−23 |
410163 |
N 50−260 |
MIT 312, PC 1−16, 1−24 PS |
410164 |
- |
Mit 1426 |
410165 |
- |
PC 17983 |
410166 |
- |
PS 885−585 |
410167 |
- |
PC 1−81 |
410168 |
- |
PV 1386, NP 1800 |
410170 |
P 50−266 |
MF 1382, PC 1−15, 1−28 PS |
410173 |
P 50−270 |
PP 2−54, NP 1840 |
410174 |
- |
NP 507, PSALM 1−41 |
410175 |
P 50−274 |
ZULUFT 1136, PC 1−89 |
410176 |
- |
PC 1−48, MF 1007, 2023, 1−30 PS |
410177 |
P 50−278 |
MF 829−1, MIT 2240−1, PC 1−102 |
410178 |
P 50−282 |
PC 1−49, 963, PP 2−51 |
410179 |
- |
PC 1−97 |
410180 |
P 50−284 |
PC 1−17, NP 336−1, PSALM 1−25 |
410181 |
- |
PC 1−91 |
410183 |
P 50−290 |
PS 2−176, NP 9961 |
410184 |
- |
NP 1059−1 |
410185 |
P 50−294 |
MF 387−3, MIT 2124−1, NP 1848 |
410186 |
- |
PC 1−93 |
410187 |
N 50--298 |
PV 277, 1−10 PS, 2238, PC 1−6 |
410188 |
P 50−300 |
PC 1−14, PS 1−27, MF 625−1, MIT 2265 |
410189 |
P 50−302 |
PC 1−99 |
410190 |
P 50−304 |
MF 267, NP 1276−1, PD 92, MIT 2076, PC 1−79 |
410191 |
- |
PC 12523, MIT 457 PS 2−211 |
410192 |
P 50−308 |
MF 829−2, MIT 2240−2 |
410193 |
P 50−310 |
PC 0199, NP 1383−1 |
410194 |
- |
PC 1−87 |
410195 |
P 50−314 |
PC 1−101 |
410196 |
P 50−316 |
MF 464 |
410197 |
- |
PS 885−552 |
410198 |
P 50−316 |
PS 885−566, NP 1507 |
410199 |
P 50−317 |
MF 1258 |
410200 |
P 50−318 |
PC 0080−1 |
410201 |
N 50−320 |
MF 387−4, 2124, NP 1593 |
410202 |
P 50−322 |
PV 1103, PC 1−32, PP 2−43, 1−48 PS |
410203 |
- |
Mit 462 |
410204 |
P 50−326 |
MF 576−2, NP 1362−1 |
410205 |
- |
MIT 2240−3, MF 829−3 |
410206 |
P 50−330 |
MF 576−3 |
410207 |
- |
PC 1−88, 1−38 PS |
410208 |
P 50−334 |
PC 1−50, MF 100−1 |
410209 |
- |
NP 701−1 |
410210 |
P 50−336 |
PC-0505 |
410211 |
- |
PC 12060 |
410212 |
P 50−338 |
PC 1−83 |
410213 |
P 50−340 |
MF 100−2, PC 1−51 |
410214 |
P 50−342 |
PS 1−39 |
410215 |
- |
PC 11779 |
410217 |
- |
PC 2−335, MF 778 |
410219 |
- |
PC 1−9, PV 272, 1−17 PS, PP 2−42, 1 PC-9B |
410222 |
P 50−348 |
PC 1−80 |
410223 |
- |
MF 387−6, MIT 2124−4 |
410224 | - |
MF 1349−1 |
410225 | P 50−352 |
MF 741, NP 1453−1 |
410226 | P 50−354 |
PC-0526, PC 0526 «IN», NP 1813 |
410227 | - |
PS 885−483 |
410228 | - |
PC-01063 |
410229 | - |
PC 12013 |
410231 |
P 50−357 |
MIT 847, NP 701−2 |
410233 | - |
PC 2610 |
410234 |
- |
PC 19899 |
410236 |
- |
PC 8685 |
410238 |
- |
MIT 2106, PC 19627 |
412240 |
- |
PC 2169 |
412241 |
- |
PC 18585 |
410242 |
NP 112−1 | |
412243 |
- |
PC 8027 |
412245 |
- |
PC 2589, PC 20029 |
410246 |
- |
PC 4612 |
410247 |
- |
PC 20055 |
410248 |
- |
PC 19617 |
410249 |
- |
PC-3180 |
410250 |
- |
PC-19822 |
410251 |
- |
PC 18742 |