ACSR, Type Ackp, Greased Aluminium Conductors Steel Reinforced (GOST 839-80)
Produktdetails
Basis Info
Zusätzliche Informationen.
Produktbeschreibung
ACSR, Type ACKP, Greased Aluminium Conductors Steel Reinforced (GOST 839-80)
Applications
ACSR have been widely used in power transmission lines with various voltage levels, because they have such good characteristics as simple structure, convenient installation and maintenance, low cost large transmission capacity. And they are also suitable for laying across rivers valleys and the places where special geographical features exist.
Service Performance
(1). The permissible long-time operating temperature for aerial conductor is 70oC.
(2). Under the circumstance that rare climate is occuring and ice coverage rate low in heavy ice area, the biggest stress of cable at the lowest point of the sag should not exceed 60% of the short-time destructive power.
(3). When connecting conductors, the conductor beside the connecting tube cant be prominent. Otherwise, the force on the operating conductors will be unbalanced. After connectors are install, the connecting tube should be painted by moisture-proof varnish in order to protect it from corrosion.
(4). Under installaion, the arc downing stress of all the conductors should be the same. With in the permissible distance of crossing buildings or dropping to the ground, the stress can be 10-15% higher than regular stress.
Product Performance
(1). The electrical performance of AAC and ACSR is indicated in DCΩ /km(20oC). The resistivity of the hard aluminum wire for stranded wires is not greater than 28.264 nΩ . M of international standard value.
(2). The rated tensile strengh of ACSR is denoted with sum of all aluminum conductorstensile strength and steels tensile strength.
A. The tensile strength of all aluminum conductors is denoted with the result of all cross-sections of aluminum conductors multiplied by min. Tensile strength of corresponding size specified in the standard for aluminum wire.
B. The tensile strength of all steel wire is denoted with the result of all cross-sections of steel wires multiplied by the stress at 1% elongation of corresponding size specified in the standard for steel wire.
Referred Standard
GOST 839-80
Aluminum Section/Stell Core Section | Number of Aluminum Wires | Aluminum Wire Diameter | Number of Steel Wires | Steel Wire Diameter | Calculated Cross-section | Overall Diameter | Steel Core Diameter | DC Resistance at 20 | Min. Breaking Load | Conductor Weight | Grease Weight |
mm2 | mm | mm | mm2 | mm | mm | Ω /km | kg/km | kg/km | |||
(10/1, 8) | 6 | 1, 50 | 1 | 1, 50 | 10, 6/1, 77 | 4, 5 | 1, 5 | 2, 7064 | 4089 | 42, 7 | 1, 0 |
(16/2, 7) | 6 | 1, 85 | 1 | 1, 85 | 16/2, 69 | 5, 6 | 1, 9 | 1, 7818 | 6220 | 64, 9 | 1, 0 |
(25/4, 2) | 6 | 2, 30 | 1 | 2, 30 | 24, 9/4, 15 | 6, 9 | 2, 3 | 1, 1521 | 9296 | 100, 3 | 1, 5 |
(35/6, 2) | 6 | 2, 80 | 1 | 2, 80 | 36, 9/6, 15 | 8, 4 | 2, 8 | 0, 7774 | 13524 | 148, 0 | 2, 5 |
40/6, 7 | 6 | 2, 91 | 1 | 2, 91 | 40/6, 7 | 8, 74 | 2, 91 | 0, 7172 | 14400 | 161, 3 | |
(50/8, 0) | 6 | 3, 20 | 1 | 3, 20 | 48, 2/8, 04 | 9, 6 | 3, 2 | 0, 5951 | 17112 | 195, 0 | 3, 0 |
63/10, 5 | 6 | 3, 66 | 1 | 3, 66 | 63/10, 5 | 10, 97 | 3, 66 | 0, 4553 | 21630 | 254, 0 | |
(70/11) | 6 | 3, 80 | 1 | 3, 80 | 68/11, 3 | 11, 4 | 3, 8 | 0, 4218 | 24130 | 276, 0 | 4, 5 |
(70/72) | 18 | 2, 20 | 19 | 2, 20 | 68, 4/72, 2 | 15, 4 | 11, 0 | 0, 4194 | 96826 | 755, 0 | 38, 0 |
(95/16) | 6 | 4, 50 | 1 | 4, 50 | 95, 4/15, 9 | 13, 5 | 4, 5 | 0, 3007 | 33369 | 385, 0 | 6, 0 |
(95/141) | 24 | 2, 20 | 37 | 2, 20 | 91, 2/141 | 19, 8 | 15, 4 | 0, 3146 | 180775 | 1357, 0 | 63, 0 |
100/16, 7 | 6 | 4, 61 | 1 | 4, 61 | 100/16, 7 | 13, 82 | 4, 61 | 0, 2868 | 34333 | 403, 2 | |
(120/19) | 26 | 2, 40 | 7 | 1, 85 | 118/18, 8 | 15, 2 | 5, 6 | 0, 2440 | 41521 | 471, 0 | 35, 0 |
(120/27) | 30 | 2, 20 | 7 | 2, 20 | 114/26, 6 | 15, 4 | 6, 6 | 0, 2531 | 49465 | 528, 0 | 37, 0 |
125/6, 9 | 18 | 2, 97 | 1 | 2, 97 | 125/6, 9 | 14, 67 | 2, 97 | 0, 2304 | 29167 | 397, 9 | |
125/20, 4 | 26 | 2, 47 | 7 | 1, 92 | 125/20, 4 | 15, 67 | 5, 77 | 0, 2308 | 45694 | 503, 5 | |
(150/19) | 24 | 2, 80 | 7 | 1, 85 | 148/18, 8 | 16, 8 | 5, 6 | 0, 2046 | 46307 | 554, 0 | 42, 0 |
(150/24) | 26 | 2, 70 | 7 | 2, 10 | 149/24, 2 | 17, 1 | 6, 3 | 0, 2039 | 52279 | 599 | 44 |
(150/34) | 30 | 2, 50 | 7 | 2, 50 | 147/34, 3 | 17, 5 | 7, 5 | 0, 2061 | 62643 | 675 | 48 |
160/8, 9 | 18 | 3, 36 | 1 | 3, 36 | 160/8, 9 | 16, 82 | 3, 36 | 0, 1800 | 36178 | 509, 4 | |
160/26, 1 | 26 | 2, 80 | 7 | 2, 18 | 160/26, 1 | 17, 73 | 6, 53 | 0, 1803 | 57689 | 644, 5 | |
(185/24) | 24 | 3, 15 | 7 | 2, 10 | 187/24, 2 | 18, 9 | 6, 3 | 0, 1540 | 58075 | 705 | 53 |
(185/29) | 26 | 2, 98 | 7 | 2, 30 | 181/29 | 18, 8 | 6, 9 | 0, 1591 | 62055 | 728 | 52 |
(185/43) | 30 | 2, 80 | 7 | 2, 80 | 185/43, 1 | 19, 6 | 8, 4 | 0, 1559 | 77767 | 846 | 61 |
(185/128) | 54 | 2, 10 | 37 | 2, 10 | 187/128 | 23, 1 | 14, 7 | 0, 1543 | 183816 | 1525 | 85 |
200/11, 1 | 18 | 3, 76 | 1 | 3, 76 | 200/11, 1 | 18, 81 | 3, 76 | 0, 1440 | 44222 | 636, 7 | |
200/32, 6 | 26 | 3, 13 | 7 | 2, 43 | 200/32, 6 | 19, 82 | 7, 3 | 0, 1442 | 70134 | 805, 6 | |
(205/27) | 24 | 3, 30 | 7 | 2, 20 | 205/26, 6 | 19, 8 | 6, 6 | 0, 1407 | 63740 | 774 | 63 |
(240/32) | 24 | 3, 60 | 7 | 2, 40 | 244/31, 7 | 21, 6 | 7, 2 | 0, 1182 | 75050 | 921 | 74 |
(240/39) | 26 | 3, 40 | 7 | 2, 65 | 236/38, 6 | 21, 6 | 8, 0 | 0, 1222 | 80895 | 952 | 74 |
(240/56) | 30 | 3, 20 | 7 | 3, 20 | 241/56, 3 | 22, 4 | 9, 6 | 0, 1197 | 98253 | 1106 | 78 |
(300/39) | 24 | 4, 00 | 7 | 2, 65 | 301/38, 6 | 24, 0 | 8, 0 | 0, 0958 | 90574 | 1132 | 87 |
(300/48) | 26 | 3, 80 | 7 | 2, 95 | 295/47, 8 | 24, 1 | 8, 9 | 0, 0978 | 100623 | 1186 | 87 |
(300/66) | 30 | 3, 50 | 19 | 2, 10 | 288, 5/65, 8 | 24, 5 | 10, 5 | 0, 1000 | 117520 | 1313 | 95 |
(300/67) | 30 | 3, 50 | 7 | 3, 50 | 288, 5/67, 3 | 24, 5 | 10, 5 | 0, 1000 | 126270 | 1323 | 95 |
(300/204) | 54 | 2, 65 | 37 | 2, 65 | 298/204 | 29, 2 | 18, 6 | 0, 0968 | 284579 | 2428 | 150 |
315/21, 8 | 45 | 2, 99 | 7 | 1, 99 | 315/21, 8 | 23, 83 | 5, 97 | 0, 0917 | 79030 | 1039, 2 | |
315/51, 3 | 26 | 3, 93 | 7 | 3, 05 | 315/51, 3 | 24, 87 | 9, 16 | 0, 0916 | 106834 | 1268, 9 | |
(330/30) | 48 | 2, 98 | 7 | 2, 30 | 335/29, 1 | 24, 8 | 6, 9 | 0, 0861 | 88848 | 1152 | 112 |
(330/43) | 54 | 2, 80 | 7 | 2, 80 | 332/43, 1 | 25, 2 | 8, 4 | 0, 0869 | 103784 | 1255 | 113 |
400/27, 7 | 45 | 3, 36 | 7 | 2, 24 | 400/27, 7 | 26, 91 | 6, 73 | 0, 0722 | 98356 | 1319, 7 | |
400/51, 9 | 54 | 3, 07 | 7 | 3, 07 | 400/51, 9 | 27, 64 | 9, 21 | 0, 0722 | 123037 | 1509, 7 | |
(400/18) | 42 | 3, 40 | 7 | 1, 85 | 381/18, 8 | 26, 0 | 5, 6 | 0, 0758 | 85600 | 1199 | 131 |
(400/22) | 76 | 2, 57 | 7 | 2, 00 | 394/22 | 26, 6 | 6, 0 | 0, 0733 | 95115 | 1261 | 135 |
(400/51) | 54 | 3, 05 | 7 | 3, 05 | 394/51, 1 | 27, 5 | 9, 2 | 0, 0733 | 120481 | 1490 | 134 |
(400/64) | 26 | 4, 37 | 7 | 3, 40 | 390/63, 5 | 27, 7 | 10, 2 | 0, 0741 | 129183 | 1572 | 135 |
(400/93) | 30 | 4, 15 | 19 | 2, 50 | 406/93, 2 | 29, 1 | 12, 5 | 0, 0711 | 173715 | 1851 | 149 |
450/31, 1 | 45 | 3, 57 | 7 | 2, 38 | 450/31, 1 | 28, 55 | 7, 14 | 0, 0646 | 107467 | 1484, 6 | |
450/58, 3 | 54 | 3, 26 | 7 | 3, 26 | 450/58, 3 | 29, 32 | 9, 77 | 0, 0642 | 138417 | 1698, 4 | |
(450/56) | 54 | 3, 20 | 7 | 3, 20 | 434/56, 3 | 28, 8 | 9, 6 | 0, 0666 | 131370 | 1640 | 145 |
500/34, 6 | 45 | 3, 76 | 7 | 2, 51 | 500/34, 6 | 30, 09 | 7, 52 | 0, 0577 | 119407 | 1649, 6 | |
500/64, 8 | 54 | 3, 43 | 7 | 3, 43 | 500/64, 8 | 30, 90 | 10, 30 | 0, 0578 | 153796 | 1887, 1 | |
(500/26) | 42 | 3, 90 | 7 | 2, 20 | 502/26, 6 | 30, 00 | 6, 60 | 0, 0575 | 112548 | 1592, 0 | 158 |
(500/27) | 76 | 2, 84 | 7 | 2, 20 | 481/26, 6 | 29, 40 | 6, 60 | 0, 0600 | 112188 | 1537, 0 | 152 |
(500/64) | 54 | 3, 40 | 7 | 3, 40 | 490/63, 5 | 30, 60 | 10, 20 | 0, 0588 | 148257 | 1852, 0 | 163 |
(500/204) | 90 | 2, 65 | 37 | 2, 65 | 496/204 | 34, 50 | 18, 60 | 0, 0580 | 319609 | 2979, 0 | 230 |
(500/336) | 54 | 3, 40 | 61 | 2, 65 | 490/336 | 37, 50 | 23, 90 | 0, 0588 | 466649 | 4005, 0 | 270 |
(550/71) | 54 | 3, 60 | 7 | 3, 60 | 549/71, 2 | 32, 40 | 10, 80 | 0, 0526 | 166164 | 2076, 0 | 184 |
560/38, 7 | 45 | 3, 98 | 7 | 2, 65 | 560/38, 7 | 31, 84 | 7, 96 | 0, 0515 | 133736 | 1847, 5 | |
560/70, 9 | 54 | 3, 63 | 19 | 2, 18 | 560/70, 9 | 32, 70 | 10, 90 | 0, 0516 | 172592 | 2102, 2 | |
(600/72) | 54 | 3, 70 | 19 | 2, 20 | 580/72, 2 | 33, 20 | 11, 00 | 0, 0498 | 183835 | 2170, 0 | 194 |
630/43, 6 | 45 | 4, 22 | 7 | 2, 81 | 630/43, 6 | 33, 79 | 8, 44 | 0, 0458 | 150453 | 2078, 5 | |
630/79, 8 | 54 | 3, 85 | 19 | 2, 31 | 630/79, 8 | 34, 69 | 11, 56 | 0, 0459 | 191772 | 2365, 0 | |
(650/79) | 96 | 2, 90 | 19 | 2, 30 | 634/78, 9 | 34, 70 | 11, 50 | 0, 0456 | 200451 | 2372, 0 | 230 |
(700/86) | 96 | 3, 02 | 19 | 2, 40 | 687/85, 9 | 36, 20 | 12, 00 | 0, 0420 | 217775 | 2575, 0 | 253 |
710/49, 1 | 45 | 4, 48 | 7 | 2, 99 | 710/49, 1 | 35, 86 | 8, 96 | 0, 0406 | 169559 | 2342, 4 | |
710/89, 9 | 54 | 4, 09 | 19 | 2, 45 | 710/89, 9 | 36, 82 | 12, 27 | 0, 0407 | 216124 | 2665, 3 | |
(750/93) | 96 | 3, 15 | 19 | 2, 50 | 748/93, 2 | 37, 70 | 12, 50 | 0, 0386 | 234450 | 2800, 0 | 272 |
800/34, 6 | 72 | 3, 76 | 7 | 2, 51 | 800/34, 6 | 37, 61 | 7, 52 | 0, 0361 | 167407 | 2479, 6 | |
800/66, 7 | 84 | 3, 48 | 7 | 3, 48 | 800/66, 7 | 38, 30 | 10, 45 | 0, 0361 | 205433 | 2732, 3 | |
800/101, 3 | 54 | 4, 34 | 19 | 2, 61 | 800/101, 3 | 39, 09 | 13, 03 | 0, 0361 | 243520 | 3003, 2 | |
(800/105) | 96 | 3, 30 | 19 | 2, 65 | 821/105 | 39, 70 | 13, 30 | 0, 0352 | 260073 | 3092, 0 | 310 |
900/38, 9 | 72 | 3, 99 | 7 | 2, 66 | 900/38, 9 | 39, 89 | 7, 98 | 0, 0321 | 188333 | 2789, 5 | |
900/75 | 84 | 3, 69 | 7 | 3, 69 | 900/75 | 40, 63 | 11, 08 | 0, 0321 | 226500 | 3073, 9 | |
1000/43, 2 | 72 | 4, 21 | 7 | 2, 80 | 1000/43, 2 | 42, 05 | 8, 41 | 0, 0289 | 209259 | 3099, 4 | |
(1000/56) | 76 | 4, 10 | 7 | 3, 20 | 1003, 2/56, 3 | 42, 40 | 9, 60 | 0, 0288 | 224047 | 3210, 0 | 355 |
1120/47, 3 | 72 | 4, 45 | 19 | 1, 78 | 1120/47, 3 | 44, 50 | 8, 90 | 0, 0258 | 23428 | 3463, 9 | |
1120/91, 2 | 84 | 4, 12 | 19 | 2, 47 | 1120/91, 2 | 45, 32 | 12, 36 | 0, 0253 | 283168 | 3810, 7 | |
1250/52, 8 | 72 | 4, 70 | 19 | 1, 88 | 1250/52, 8 | 47, 02 | 9, 40 | 0, 0231 | 261750 | 3865, 9 | |
1250/101, 8 | 84 | 4, 35 | 19 | 2, 61 | 1250/101, 8 | 47, 88 | 13, 06 | 0, 0231 | 316036 | 4253, 0 |
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