В 13624-90
В 13624−90 пресовани Профили правоъгълни отбортованного швеллерного сечение от алуминий и магниевых сплави. Сортамент
В 13624−90
Група В52
ДЪРЖАВЕН СТАНДАРТ СЪЮЗА НА ССР
ПРОФИЛИ ПРЕСОВАНИ ПРАВОЪГЪЛНИ ОТБОРТОВАННОГО
ШВЕЛЛЕРНОГО СЕЧЕНИЕ ОТ АЛУМИНИЙ И МАГНИЕВЫХ ДЖАНТИ
Сортамент
Extruded rectangular flanged channel-section shapes of aluminium
and magnesium alloys. Dimensions
BCR 18 0044
Дата на въвеждане 1992−01−01
ИНФОРМАЦИОННИ ДАННИ
1. РАЗРАБОТЕНА И ВЪВЕДЕНА от Министерството на авиационната промишленост на СССР
РАЗРАБОТЧИЦИТЕ
Г. На С. Макаров,
2. ОДОБРЕНИ И ВЪВЕДЕНИ В ДЕЙСТВИЕ на Постановление на Държавния комитет на СССР за управление на качеството на производството и стандартите
3. Периодичността на проверка — 5 години
4. В ЗАМЯНА
5. РЕФЕРЕНТНИТЕ РЕГУЛАТОРНИ И ТЕХНИЧЕСКИ ДОКУМЕНТИ
Наименование NTD, в който дадена връзка |
Брой точки |
В 8617−81 |
1 |
6. ПРЕИЗДАВАНЕ
Този стандарт определя сортамент пресовани правоъгълни профили отбортованного швеллерного сечение от алуминий и магниевых джанти, изготовляемых по метода на горещо пресоване.
1. Стаи профили и размери трябва да отговарят на тези в рисунката и в българия.1.
Таблица 1
Брой про- фил |
Площ на напречното сечение, см |
Диаметър на описана окръжност, мм | Теоретична маса 1 м, кг | ||||||||||
мм | Алуминиева сплав |
От магнезиева сплав | |||||||||||
441209 |
4,5 |
27,0 |
14,0 |
9,0 |
1, 5 |
1,5 | 2,5 |
1,0 |
3,0 |
0,598 | 27 |
0,170 |
0,108 |
441121 |
5,5 |
15,8 |
15,2 |
1,5 |
2,0 |
1,2 | 1,2 |
- |
- |
0,298 |
16 |
0,085 |
0,054 |
441122 |
7,5 |
33,0 |
17,5 |
9,25 |
1,5 |
1,5 | 1,5 |
- |
- |
0,675 |
33 |
0,192 |
0,122 |
441123 |
7,5 |
40,0 |
18,0 |
14,5 |
2,0 |
3,8 | 3,5 |
0,5 |
1,5 |
1,394 |
40 |
0,397 |
0,251 |
441216 |
9,5 |
38,0 |
25,0 |
9,0 |
3,0 |
1,5 | 2,5 |
1,0 |
- |
1,169 |
38 |
0,333 |
0,210 |
441205 |
10,0 |
119,0 |
На 99.0 |
35,0 |
6,0 |
4,0 | 25,0 |
- |
- |
8,160 |
120 |
2,326 |
1,469 |
441206 |
10,0 |
159,0 |
139,0 |
35,0 |
6,0 |
4,0 | 25,0 |
- |
- |
9,760 |
160 |
2,782 |
1,757 |
441125 |
11,0 |
29,0 |
20,0 |
6,0 |
1,5 |
1, 5 | 1,5 |
- |
1,0 |
0,724 |
29 |
0,206 |
0,130 |
441126 |
12,0 |
46,0 |
28,0 |
11,0 |
2,0 |
2,0 | 2,0 |
- |
1,5 |
1,330 |
46 |
0,379 |
0,239 |
441217 |
12,0 |
81,0 |
62,0 |
14,5 |
4,0 |
4,0 | 5,0 |
0,5 |
0,5 |
4,042 |
81 |
1,152 |
0,728 |
441129 |
13,5 |
105,0 |
65,0 |
22,5 |
2,5 |
2,5 | 2,5 |
2,0 |
2,0 |
3,209 |
105 |
0,915 |
0,578 |
441132 |
14,0 |
68,0 |
34,0 |
20,0 |
3,0 |
3,0 | 3,0 |
3,0 |
3,0 |
2,777 |
68 |
0,792 |
0,500 |
441220 |
16,0 |
26,0 |
13,0 |
6,5 |
1,5 |
1,5 | 1,5 |
0,5 |
0,5 |
0,782 |
28 |
0,223 |
0,141 |
441136 |
16,0 |
46,0 |
20,0 |
15,0 |
2,0 |
2,0 | 2,0 |
3,0 |
2,0 |
Рамките на група от 1,536 |
46 |
0,438 |
0,276 |
441138 |
17,0 |
68,0 |
34,0 |
20,0 |
3,0 |
3,0 | 3,0 |
3,0 |
3,0 |
2,957 |
68 |
0,843 |
0,532 |
441139 |
17,0 |
68,0 |
34,0 |
20,5 |
3,0 |
3,5 | 3,5 |
- |
2,0 |
3,172 |
68 |
0,904 |
0,571 |
441207 |
18,0 |
62,0 |
42,0 |
16,0 |
9,0 |
8,0 | 6,0 |
1,0 |
1,0 |
6,369 |
63 |
1,815 |
1,146 |
441221 |
18,0 |
68,0 |
36,0 |
18,0 |
2,0 |
3,5 | 2,0 |
- |
- |
2,480 |
68 |
0,707 |
0,446 |
441223 |
20,0 |
46,0 |
23,0 |
14,5 |
3,0 |
5,0 | 3,0 |
3,0 |
3,0 |
2,817 |
48 |
0,803 |
0,507 |
441224 |
20,0 |
75,0 |
50,5 |
14,5 |
2,0 |
2,5 | 2,25 |
2,5 |
- |
2,567 |
76 |
0,732 |
0,462 |
441225 |
22,0 |
64,0 |
30,0 |
20,0 |
3,0 |
3,0 | 3,0 |
3,0 |
3,0 |
3,137 |
64 |
0,894 |
0,565 |
441143 |
24,0 |
48,0 |
23,0 |
15,5 |
3,0 |
12,0 | 3,0 |
1,0 |
1,0 |
4,239 |
49 |
1,208 |
0,763 |
441226 |
28,0 |
82,0 |
43,0 |
21,0 |
2,0 |
1,5 | 1,5 |
3,0 |
3,0 |
2,297 |
82 |
0,655 |
0,414 |
441145 |
28,0 |
84,0 |
30,0 |
29,5 |
2,5 |
3,0 | 2,5 |
3,0 |
3,0 |
3,577 |
86 |
1,020 |
0,644 |
441228 |
28,7 |
67,3 |
29,7 |
20,0 |
1,2 |
2,7 | 1,2 |
3,0 |
3,0 |
1,954 |
68 |
0,557 |
0,352 |
441146 |
29,0 |
60,0 |
30,0 |
16,5 |
1,5 |
3,0 | 1,5 |
3,0 |
3,0 |
2,207 |
62 |
0,629 |
0,397 |
441229 |
29,0 |
80,0 |
30,0 |
28,0 |
4,0 |
5,0 |
3,0 |
3,0 |
3,0 |
5,017 |
80 |
1,430 |
0,903 |
441231 |
30,0 |
70,0 |
25,0 |
24,0 |
2,0 |
2,0 |
1,5 |
3,0 |
3,0 |
2,317 |
70 |
0,660 |
0,417 |
441149 |
30,0 |
70,0 |
28,0 |
24,0 |
2,0 |
2,0 |
3,0 |
5,0 |
3,0 |
3,226 |
70 |
0,919 |
0,581 |
441151 |
30,0 |
95,0 |
50,0 |
25,0 |
4,0 |
5,0 |
2,5 |
2,0 |
2,5 |
5,594 |
96 |
1,594 |
1,007 |
441253 |
32,0 |
80,0 |
36,0 |
25,0 |
4,0 |
5,0 |
3,0 |
3,0 |
3,0 |
5,257 |
81 |
1,498 |
0,946 |
441232 |
33,5 |
26,0 |
22,0 |
3,5 |
2,0 |
1,5 |
1,5 |
3,0 |
2,0 |
1,426 |
41 |
0,406 |
0,257 |
441154 |
34,0 |
70,0 |
30,0 |
23,0 |
5,0 |
2,0 |
3,0 |
3,0 |
3,0 |
4,597 |
70 |
1,310 |
0,828 |
441156 |
35,0 |
52,0 |
23,0 |
16,5 |
2,0 |
2,0 |
2,0 |
2,0 |
2,0 |
2,394 |
55 |
0,682 |
0,431 |
441157 |
35,0 |
53,6 |
23,0 |
16,5 |
1,5 |
2,0 |
1,2 |
2,0 |
1,5 |
1,738 |
56 |
0,495 |
0,313 |
441159 |
35,0 |
70,0 |
29,0 |
23,5 |
2,0 |
2,0 |
3,0 |
2,0 |
5,0 |
3,504 |
70 |
0,999 |
0,631 |
441233 |
35,0 |
94,0 |
48,0 |
25,0 |
2,0 |
2,5 |
2,0 |
4,0 |
4,0 |
3,557 |
94 |
1,014 |
0,640 |
441234 |
35,0 |
110,0 |
50,0 |
33,0 |
3,0 |
4,0 |
3,0 |
3,0 |
3,0 |
5,737 |
110 |
1,635 |
1,033 |
441235 |
35,0 |
110,0 |
50,0 |
34,0 |
3,0 |
13,0 |
4,0 |
3,0 |
3,0 |
10,137 |
110 |
2,889 |
1,825 |
441236 |
36,0 |
110,0 |
50,0 |
33,0 |
3,0 |
4,0 |
3,0 |
3,0 |
3,0 |
5,797 |
110 |
1,652 |
1,044 |
441239 |
40,0 |
30,0 |
20,0 |
10,0 |
4,0 |
30,0 |
5,0 |
- |
- |
7,400 |
48 |
2,109 |
1,332 |
441163 |
40,0 |
70,0 |
50,0 |
13,0 |
4,0 |
3,0 |
3,0 |
5,0 |
5,0 |
4,735 |
74 |
1,349 |
0,852 |
441240 |
40,0 |
80,0 |
70,0 |
6,5 |
1,5 |
1,5 |
1,5 |
1,0 |
1,0 |
2,364 |
85 |
0,674 |
0,425 |
441241 |
40,0 |
80,0 |
50,0 |
16,5 |
1,5 |
3,0 |
1,5 |
3,0 |
3,0 |
3,137 |
82 |
0,894 |
0,565 |
441166 |
40,0 |
82,0 |
36,0 |
25,0 |
4,0 |
4,0 |
2,0 |
3,0 |
3,0 |
4,797 |
83 |
1,367 |
0,864 |
441167 |
40,0 |
94,0 |
50,0 |
25,0 |
4,0 |
6,0 |
3,0 |
5,0 |
5,0 |
7,015 |
95 |
1,999 |
1,263 |
441242 |
40,0 |
95,6 |
50,0 |
25,0 |
4,3 |
4,3 |
2,2 |
4,0 |
4,0 |
5,819 |
96 |
1,658 |
1,047 |
441169 |
41,0 |
92,0 |
50,0 |
25,0 |
10,0 |
12,6 |
4,0 |
3,0 |
4,0 |
12,879 |
93 |
3,671 |
2,318 |
441170 |
41,0 |
92,0 |
50,0 |
25,0 |
10,0 |
17,0 |
4,0 |
3,0 |
4,0 |
14,727 |
93 |
4,197 |
2,651 |
441174 |
45,0 |
70,0 |
30,0 |
22,7 |
4,5 |
3,5 |
2,7 |
5,0 |
5,0 |
5,306 |
74 |
1,512 |
0,955 |
441175 |
45,0 |
92,0 |
60,0 |
20,0 |
5,0 |
3,0 |
4,0 |
5,0 |
5,0 |
6,975 |
95 |
1,988 |
1,255 |
441176 |
45,0 |
120,0 |
86,0 |
21,0 |
5,0 |
3,0 |
4,0 |
5,0 |
5,0 |
7,855 |
123 |
2,239 |
1,414 |
441177 |
45,0 |
170,0 |
100,0 |
44,0 |
7,0 |
15,0 |
9,0 |
8,0 |
8,0 |
25,849 |
170 |
7,367 |
4,653 |
441178 |
50,0 |
77,0 |
65,0 |
10,0 |
4,0 |
4,0 |
4,0 |
2,0 |
2,0 |
6,794 |
84 |
1,936 |
1,223 |
441244 |
50,0 |
80,0 |
36,0 |
25,0 |
4,0 |
5,0 |
3,0 |
3,0 |
3,0 |
6,337 |
84 |
1,806 |
1,141 |
441179 |
50,0 |
80,0 |
44,0 |
20,0 |
3,5 |
3,5 |
2,0 |
3,0 |
3,0 |
4,737 |
85 |
1,350 |
0,853 |
441182 |
На 55.0 |
95,0 |
75,0 |
15,0 |
5,0 |
5,0 |
5,0 |
3,0 |
3,0 |
9,827 |
103 |
2,801 |
1,769 |
441246 |
60,0 |
75,0 |
40,0 |
20,0 |
4,0 |
4,0 |
2,5 |
5,0 |
5,0 |
6,015 |
86 |
1,714 |
1,083 |
441183 |
60,0 |
84,0 |
44,0 |
22,0 |
2,5 |
2,5 |
2,0 |
2,5 |
2,5 |
4,454 |
92 |
Е 1,269 |
0,802 |
441247 |
60,0 |
125,0 |
100,0 |
17,5 |
5,0 |
5,0 |
5,0 |
- |
- |
11,750 |
132 |
3,349 |
2,115 |
441186 |
63,0 |
120,0 |
44,0 |
48,0 |
6,0 |
30,0 |
10,0 |
3,0 |
3,0 |
24,437 |
121 |
6,965 |
4,399 |
441187 |
65,0 |
96,0 |
50,0 |
25,0 |
3,0 |
2,0 |
2,0 |
3,0 |
3,0 |
4,977 |
103 |
1,419 |
0,896 |
441188 |
65,0 |
96,0 |
50,0 |
25,0 |
3,0 |
3,0 |
2,0 |
5,0 |
5,0 |
5,575 |
103 |
1,589 |
1,003 |
441189 |
70,0 |
85,0 |
44,0 |
22,0 |
2,0 |
2,0 |
1,5 |
5,0 |
5,0 |
3,955 |
98 |
1,127 |
0,712 |
441191 |
80,0 |
95,0 |
50,0 |
25,0 |
2,8 |
2,8 |
2,5 |
5,0 |
2,5 |
6,735 |
112 |
1,919 |
1,212 |
441248 |
80,0 |
110,0 |
60,0 |
29,0 |
5,0 |
5,0 |
4,0 |
3,0 |
3,0 |
11,477 |
124 |
3,271 |
2,066 |
441192 |
83,0 |
92,0 |
60,0 |
20,0 |
5,0 |
3,0 |
4,0 |
5,0 |
5,0 |
10,015 |
116 |
2,854 |
1,803 |
441194 |
95,0 |
На 99.0 |
95,0 |
6,0 |
35,0 |
4,0 |
4,0 |
3,0 |
- |
12,519 |
135 |
3,568 |
2,253 |
441250 |
125,5 |
110,0 |
78,0 |
21,0 |
5,0 |
5,0 |
5,0 |
3,0 |
2,0 |
17,606 |
158 |
5,018 |
3,169 |
441251 |
130,0 |
164,0 |
94,0 |
40,0 |
15,0 |
5,0 |
5,0 |
8,0 |
5,0 |
28,082 |
190 |
8,003 |
5,055 |
Бележки:
1. Стойностите на радиусите скругления и не са включени в таблицата, трябва да отговарят на изискванията В чл. 8617.
2. Проекта притъпяване на остри ръбове (, , , ) трябва да отговарят на изискванията В чл. 8617.
2. Теоретична маса 1 м профил от алуминиеви сплави изчислена по номинален размер при плътност от 2,85 г/см, което съответства на плътността на алуминиева сплав марка В95.
Теоретична маса 1 м профил от магниевых джанти изчислена по номинален размер при плътност 1,80 g/см, което съответства на плътността на магнезиева сплав марка МА14.
3. Переводные коефициенти за изчисляване на приблизителна теоретична маса 1 м профил от алуминий и магниевых сплави са дадени в приложение 1.
4. Съвпада с номера на профили на по-рано действащия обозначениям приведени в приложение 2.
ПРИЛОЖЕНИЕ 1
Референтен
1. ПЕРЕВОДНЫЕ КОЕФИЦИЕНТИ ЗА ИЗЧИСЛЯВАНЕ НА ПРИБЛИЗИТЕЛНА ТЕОРЕТИЧНА МАСА
1 m ПРОФИЛ ОТ АЛУМИНИЙ И АЛУМИНИЕВИ СПЛАВИ
Алуминий всички марки |
— 0,950 | |
Сплави, марки: | АМц |
— 0,958 |
АМцС |
— 0,958 | |
АМг2 |
— 0,940 | |
АМг3 |
— 0,937 | |
АМг5 |
— 0,930 | |
АМг6 |
— 0,926 | |
1561 |
— 0,930 | |
Д1 |
— 0,982 | |
Д16. |
— 0,976 | |
Д16ч |
— 0,976 | |
Д19ч |
— 0,968 | |
Д20 |
— 0,996 | |
AB |
— 0,947 | |
К48−2пч |
— 0,972 | |
К48−2 |
— 0,972 | |
АД31 |
— 0,950 | |
АД33 |
— 0,951 | |
АД35 |
— 0,954 | |
1915 |
— 0,972 | |
1920 |
— 0,954 | |
1925 |
— 0,972 | |
1935 |
— 0,977 | |
1985ч |
— 0,948 | |
1980 |
— 0,968 | |
АД31Е |
— 0,950 | |
ВД1 |
— 0,982 | |
АВД1−1 |
— 0,982 | |
AKM |
— 0,970 | |
М40 |
— 0,965 | |
АК4 |
— 0,970 | |
АК6 |
— 0,962 | |
АК4−1 |
— 0,982 | |
АК4−1з |
— 0,982 | |
ВАД1 |
— 0,968 | |
ВД17 | — 0,965 |
2. ПЕРЕВОДНЫЕ КОЕФИЦИЕНТИ ЗА ИЗЧИСЛЯВАНЕ НА ПРИБЛИЗИТЕЛНА
ТЕОРЕТИЧНА МАСА 1 м ПРОФИЛ ОТ МАГНИЕВЫХ ДЖАНТИ
Сплави, марки | МА1 |
— 0,978 |
МА2 |
— 0,989 | |
МА2−1 |
— 0,990 | |
МА2−1пч |
— 0,990 | |
МА8 |
— 0,989 | |
МА12 | — 0,989 |
ПРИЛОЖЕНИЕ 2 (справка)
ПРИЛОЖЕНИЕ 2
Референтен
Таблица 2
Брой профил |
Наименование профил по каталог 1966 г. |
Наименование на профила на чертежи |
441121 |
П310 |
С 979, PC 629, PP 351, PS 97 |
441122 |
П460−3 |
ПВ 1476, PC 13024 |
441123 |
П460−2 |
NP 255−1 |
441125 |
- |
PC 680−11, PS 885−737 |
441126 |
П460−6 |
PC 680−1, PS 28−1, NP 100−1 |
441129 |
- |
PC 15529 |
441132 |
П460−8 |
ПР 217−1 |
441136 |
П460−12 |
С 145А, С 2100, 145, NP 1929 |
441138 |
П460−14 |
ПР 217−2 |
441139 |
П460−15 |
PC 680−5, PS 28−5 |
441143 |
П460−16 |
С 216, ПВ 1856 |
441145 |
П460−23 |
PC 13256 |
441146 |
П460−18 |
ПР 217−3 |
441149 |
П460−22 |
PS 28−15 |
441151 |
П460−26 |
PC 680−9, PS 28−9 |
441154 |
П460−30 |
PC 680−15, NP 354−1 |
441156 |
П460−32 |
ПР 217−4 |
441157 |
П460−34 |
PS 28−13 |
441159 |
- |
PC 17901, PC 17381, С 1818, NB 1993 |
441163 |
П460−38 |
ПВ 326, PS 885−449 |
441166 |
П460−40 |
PC 680−16, PS 28−14 |
441167 |
П460−42 |
ПВ 937, PC 680−4, PS 28−4 |
441169 |
П460−46 |
NP 1263−1, PS 28−16 |
441170 |
П460−48 |
PC 680−6, PS 28−6 |
441174 |
П460−54 |
PC 680−3, PS 28−3 |
441175 |
- |
ТД 49 |
441176 |
- |
ТД 47 |
441177 |
П460−56 |
PC 680−2 |
441178 |
П460−58 |
PC 17889−1, PP 746−2 |
441179 |
- |
PC 14542 |
441182 |
- |
PC 17889−2 |
441183 |
П460−64 |
PC 680−19 |
441186 |
П460−67 |
PC 0541 |
441187 |
П460−66 |
PC 680−25 |
441188 |
П460−69 |
PC 9232, PC 9232−1 |
441189 |
П460−71 |
PC 12004 |
441191 |
П460−68 |
PC 680−26 |
441192 |
- |
ТД 46 |
441194 |
- |
PC 13862 |
441205 |
- |
PC 14922−1 |
441206 |
- |
PC 14922−2 |
441207 |
- |
PC 18237 |
441209 |
- |
PC 19901 |
441216 |
- |
УПОТРЕБА 215 |
441217 |
- |
8336 най-PC |
441220 |
- |
КП 279 |
441221 |
- |
PC 8322, PC 4039 |
441223 |
- |
PC 7063, ПВ 1909 |
441224 |
- |
PC 8168 |
441225 |
- |
PC 18682 |
441226 |
- |
PC 18622 |
441228 |
- |
PC 19661 |
441229 |
- |
PC 18709−1 |
441231 |
- |
PC 19010 |
441232 |
- |
PC 4537 |
441233 |
- |
PC 19881 |
441234 |
- |
PC 3010, С 2307 |
441235 |
- |
PC 3010−1, С 2308 |
441236 |
- |
PC 18393, 1936 |
441239 |
- |
PS 885−1022 |
441240 |
- |
ТД 173 |
441241 |
- |
PC 18399 |
441242 |
- |
PC 3026 |
441244 |
- |
PC 18709 |
441246 |
- |
PC 2405 |
441247 |
- |
PC 18515 |
441248 |
- |
PC 19192 |
441250 |
- |
PC 2153 |
441251 |
- |
PS 1094 |
441253 |
- |
PC 18 710 диагнози |