A strain insulator is an electrical insulator made to be applied in mechanical tension to withstand a suspended electrical wire or cable pull. Strain insulators are applied in overhead electrical wirings for supporting overhead energy lines andradio antennas. A strain insulator is inserted involving a pair of lengths of wire to isolate them from every other electrically though keeping a mechanical connection. Also, they are applied exactly where a wire joins a pole or tower to transmit the pull of the wire to the assistance with electrical insulation. Engineers utilized Strain insulators 1st in telegraphwire systems in the middle of the 19th century.

We have strong competitiveness in the same industry and we can give users with protection and maximum economic rewards. https://m1bar.com/user/Brogaard54Boysen/ are seeking forward to a fair and affordable settlement by way of consultation, adhering to high quality and service and sincere cooperation, so that we have created achievements and won a reputation. Nicknamed the "Johnny Ball," this insulator is produced of a composite material containing asphalt, shellac and asbestos. Earlier insulators had been secured to the pins by various implies such as padding with burlap, or probably sticking down with tar.

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C+rSW1eza9xY3t4SLm4tCeQqCatKztQqtT+t5sMLFjpt1v19PdF/duOh4Fw3mHgiXpeHqXTMQYlo8x+M0jTkhDKNJa7ss6QBq1qmEhdtSggbiwjkfENNqMjVHpR97SlIBS6Tbit9Fe/oR5+hEUhB1XOmcsvuvp9yeM1UcR4VVxfQaZVxTcLFFywpd08NvCa7fPbwdJdlDJDBWLsOY4zyzWqM4zhjCCH2DKU9s8V0IYDrzq9IKrJbWkJSkXJKiSAN56cM9mDMCXewlkvRcVTeNKkw6ijIqDjjMuHkoUrU4tRslKUpWqx56bRCfweGOnafmbXcp6y7xqHjamOtcB43T3llKiLA7eNpbyVeelHlF6dmuj0HKGezQcxbgyUamssFTTv06tw95XKKbU4lsJtaymUJdCr3s8BaOi1zOO3c8VHZYOTq9SZvDFXqtAqzjXeqY+5KzQZXxEJdR4VgEc7Ha/pEElwkzqgNjYKKudtrjaO9Wm+z1XcnaPm3mJkyKHP40qhVLUiivO1CeqEyp9Sw22sJb1Ke0KKtkiyiNQveNWTuRyq6/KSWY/Y8w/RpGaVMTE1WX8QoVMN8RbjiG0SjbYUlKdQbSnWChKU7kiFx0zT+F7McrcLc4pw/kvjfMqXncZ0GVlV0DBaXJ6svvzQlyygtuKCkgg6zZCjpHO4EQp1twzKEuuNApSAEosALDYXBuVbb9Y7uoOSGW8rl5LSD+HxOOY6zLfodBD7jql/RTE47qSqyvGkykjNualXJSsecOeFMM9mfMLPPHOSjPZ4ostI4OlVqer7U8sKU4A2HEhoJSWyCtQCg4TdF7CGOlrCTIViy9jiGguJ4axbxJSFX8lXiXTOUeME5VuZwziZZvDCpzujb63wHXnVOhpQQjmoa9QJ6aFE8jHQuGsJdm7KHs7YUzEzrwm?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?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?++PEpLTBqijOuJQq1mzfa5359I0daxx3kHUa2JMzWklxSmXnUqaBPp8oaJ11dZKXZl25UopS3fYw+4fw8p5l1yabAW4PGu3M+ca3cDS/HbmG555stK12t4Yy+/Vwlu90VcWxgn5KXw/hl8TC1LddSpZbHQk7fZFcUzH/Bpc1TnZl1lwBXBQOVt+cWNjtTUjLrS7MlwP2Hh5JsI57qpRK1HisqSsDfnHT4dCOqg5T33MVq5XhFh4Bxn3ITCpqY/Kl7sJV1ES1OLAKaXK6lp3iElIJ5b7RSM23UJRSavxOC6jZGkcvf6RupxxNUzrWh19Ct7ado03aOuUnJPCIi8dybYrxdw5RaaNOLZQ54rA76oQ0HG7CJFmXrrDkwg?+0o7kb84bJjAOJazLAppjqB5G8R5qg1Jt15DhI7sNNgDEwrpccJotJv1Q+Y4mac5VG1yrSlSnMaBuY9VOmVWoYZZFPlQ+tM2y9LsyoLqlpPgKQlO9/ERYX5R4u8aIHDJuL4QtdSNvhDNRa9NUSe4lPcUhKyFqaUCULVfmOqVeo?+2IthKcYuD/C8/U9P7L8S0Giutr4gpclsHDmj+7zerX7yzh4yux2BWaPX84ewY07iTDVVpmK8rqoiVpff2FS/0gkFttCUarFaFMTQb8uMwP0YsfMnNLBfZ3zSyKymqSw9TsJUZa6i9trlxMNCRl5sjqLpm1L66dRAJ2PL2P86+0JmLTsOMzGOj3CjTUtU0UqZYQlD8wwoKZXMKQPrwlSUq0LOkqAUfElNq9x89mbnJjeZxrmJW5GZq8wwxKuvNJQhKGmwQgJbRsBcqPMbqJjT/ANRocObmwzp3ew3Hab1VClzUscsljEk?/Xdpr+eH5L87VWU1Sw1nHU8WVuuzNYl8TzX0xS5p43IaG3dgR4dDN0oSB+YUE3JJPL0/J4qW87OVZ91cqt17upXvobWs2HK9thb3RLcR584krTlBwzUqzN16kYRp5pzc06QVqSkAJQg7BVrJClkkkJTubXLRT8QzcxheXkp?/8ocIIbbF/qlEi2m/qfSMEnN3u5LZ9s98Gvinu/DuEV8J093Nc5ydij2TxFRj/APWPlnfsdP8AZ3xLlZhCj4WxM/2Xce1PGErLrdlcQyEg4qRnXAFlDiFKcCVKU3YmyDuFEXEOuM838Z1jLzMmnVjKzFUhifMetSqHFCnlMnJymmXl2JRS1EOKcU02R7A1rdNrAi0Jw7n3R2c1JeuzGV87I4aoGFThvDyJemySqnLpEuhgGYdWvQ6gJ4xDZJTdQ2O8PuWXaIw3gOURSf4NqgvDyZ6fqr1PaZkpZTs93thdOcS20UtNJaYlglaUj21kjVbUeh7xTjaaPOQ4LxL/AE1n5JfYmCc5ahTKjldVMP5P4xmMP5YszMhUFTVP0F+bcZTKlTZQVpS4FKX4VkHUvTYE3DVh/P3B2FM2MQZnYfyezfem65TKhJyn0mVzXFqCZlxc4lCHHlJaaYLLSNLVyi7gKUhAvDHs3MI1au5e5hYowrimexRg?+SYam5dh6W+i3n2Q68ZhlBUFpdemlMrcuLaUkXUUpv4qXaamV5YT+B2cuq3M1GWogplBqT6mUrYmpiVWxU5t8tuA3eU644NBKtSrmxghqasv9oi74LxPH/jT/JL7E+oPaWw5hem5Z4yr2U2Yhw1gqkrpsnNrpLaZedrE4hllM2hZc4ejhiaQCSCTMqAG8VtlVmniPL3Bea+M63ldjicxDmlLT01JVSSpanKfKNqS6tbpfUUkoSt?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?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?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?/VOH/cl+Z/cY5ykUxqQfWmXWVoRdI4qgeYB6/GK/eaUguKS68QlZABeXuPnyizqnKOmnzLoadKUaSNKCbg2t03HuiuZ9Djk5MNtIWtwFbikgXvc9bcovTFPujVLW6r/ADZfmf3GOvES1AmHzUJltxrhKCg64Ts7y2PUKPyhQptRWpYeeSmwsEPrt98I8SS8x+LVQW9KqCm2bpSAE23G5v8ALa1zYQ5Ipk1LNGXTLukNnhmzR3ttfl8LekaOSOOwv37VZf7WX5n9zUlgqOszEwUgDm?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?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?/JOSjLk288hySZaJKARe45RS87jzEtcqiZamthmUZXoASd7Xie4rkKvV6M+piYDXDSVlDarcRPlFV0GYmKTV0TlRk1CRSixJ/THLeNXDYR5HOzdirZNPCRZgoUrU6U4meW0y+4m5UoC/vhqdwBgyjSxdmCl6Y03UQecQirZjytRrDQDaktJPDKATsCfa?+yNuJMVUVpC+GtbzjzRQkpJsn?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?/Ak0n3LHnHTtWx6iW7S+HcuUPAGYwjP1B1I561TLQa+YZmD/AJJjGWWDW8DY2zexZNJbaZr1fZqAVsNLLdOYCrn/AMTjK/yjGnlTccen2LczWV5PnP8AhBcVIxdnfjOmUyVAp+EaWzSEttpCUOOBoPuupt1DkxwySObJHle++z12wMjMtstaLl9iajVx+qSzzyFOM0xt9F3HlKSOIVgnZSb7c44qzMrb+KmcUYqfeKHMRvztTcU4Dezz5dFwN+SgLQlowbmavT5li4QVsqSDvsVJN453WcbHNerNHT25T7MZm45wLlPgOczExTR1qpUiGeKmUk0OvfWuJbTpSSPzljryjjTNXF+Eu2RmdgHBWVUhVachhU63VH5yRQzwWFJbUpwBKlA2Q2q19tRSOZi/+3Chxzso4kS2opWoU2xHMflbEct?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?+SzjhE37Ok1hfDGfmAqxU6vJSUrKVYLfmpp9LTLSOEsalLUQEjccz1jo/wDCT5i4Dxrlpg6VwRjrDtfmJTEveH2aZU2JpxpvuMynWoNqJSnUUi5HMiOCZ5th19xKHApN/ZBvCpCWJFlbTwQm6dwbA7x0YWuEHW13JUmtjsP8GrjjBuCqjjh?/GuMqFQxNy8ilhdRqDUqHSlTtwkuKANrjYeYiDdrjMMyfaeqOaGVmJ5Kfm8Pv0yoSc5IzCH2VrRLtBSNbZIUk2UhYB5KUD5RzG1UZBuYYDQSnQr6xKiOfIGHCcxEqTcammVtthaUpKiQBYnYn33gnbNRjCMezJU9sM+pGGc6uzj2zcqlYWzCEtS3JwNrnaNV5kSj7EyjcOS7pI4mk3spBuAbKAvaHLCEj2VOybSZ6Zw1XpLv0+lAcSif?+kKjNpSbobQhJKtNzzsE8io2FxwJhnEMrSaQ1KuqlpiZfGpMqgC6x5gW3iTybXeGONNJlpN5X8Uy2QCR6iEWcVsg3mtZXqHO/AqzixNizNXOefzar0uZKn/Rv0dSpAr190kkL1JSopNi4tSlrVbqQNwkGOz+zZnTl?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?/sjXZY7mrG8CoQ5Fy9z6XIzL7L/AGs8HStOxHXZKVfZcEwiQqM2mQn5R3TYqaKiNaSkkFSCpBBsd9gnGZPZR7I+FpqToeJ6c/OTzocMjTpxE/Up50AhF0oJKUjcBS9KE35gnf5wUqUlF0+XROMyxIaSn?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?/mwlksvsN0+TNOlwhtk80OAH4hUb9JxqrTUclizIW1KW+C1ezRndmHOZD5jPzdRpxGX2GkKoQVIpAY4Us9pLu/1v8AFI525QiwfiqsYl7OufePMRVFubqdRU1NTDzLQZbuiUZbTpQPZ8LY67neIXR5mo4AwZjLCeHE056QxvT106omZC+Kw2ptxu7WlQF7Ok73G0QSoZsVLB2VGLsr6LJU40rFzXBnJmY194Z8Gj6vSQknYHcR6jTcYp10YVqW3LJNY9Xsieblwmdh5sY3r2GcP4JFHz8wNl+1N4fS85K4glmnHp9XDbstorULBNyDa?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?/RX5RyyvPvGlGyDq2R5k6XO0KfYdlePMhwPy7LllKQhQUEkBQURcfnWGwEb19pzNDF2Y1Cxy1OGjM4UlZaVk6HS56Zbpz6G3Co8drXZzWk6DceykWsYFqKFiS8f8A6aOnN7Ivzsf42x9RcSYsyPrE5KuUfAVNqDUm2qUAeTMNTZBUtz88HWo2tyIiu+yPm/jrPrCOb2auYj8i9W5zALEneSlRLtJbaE8pNkAnxXdXc?+6IrS+0Pi7DuaOMM0qXhjD6KpjCmd2nJUqeEsjShtJdQNVwpQYQTc2uSepisuzBmbXMrMpaxQsOU2QnUYlpy6NMrnNepptPFSFo0kDV9YTvfkIqtTBRSz6v/gl1y536ZR0tiTF1f7NOSGUcnlAzIydSxxTzWK1XX5RD6nlNssOBg6trKMyQnqEMkCxJVFsSGH6Az2iMq8eUyhS1In8Z4enp2qy0s2ENmYEqFhwp?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?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?/wDsCi8ECoFPrLQZWibJabB8K/IRdeW+YmlAoNRXqQ+C2LJ3FwLxUmDK0ZCfcp84wmY0haNJHXlCZupzuH8VtuPJKGu8JUkDyPMRu1ulWsUq5L5oITcMSRM81ccOYZnXadJKcIKyEqJ257fZEXVm5VUMyhYmFpTpAWhXn13iUZz0Sl1pliry7a13bS7ZI3N9xtEPpWSeJqhMS5fKG23Uh4b38iBbz3idHHRrSxlbhNeRc4vm2LXwpVMRT9IFeec4iSBoTbxFMb38Uiyn1LmW0JVwyi+6VDqIeKFKqw5S2pOaU2paEgKQDyI8oXJZoFT/ALspqEm421bHePPWXVqxz5cx9GiUvDE+GTP1SSdefl3VB7dC1DYpiMVvJar1WpvqMx?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?+yhKiFhIUwSiyRoTzVr3+UQLMnKfCGGOzdMdlrCeOTUJ/ENYYqz0y8pMz9GNNTbMyrXwgAkKXLpQBYElxagDYxWNEYLZEOrOxyFlhkTUHsmKt2jjiltEvS6s1QjSzKqU4tbj0ujiBzWBa7w209OcdB5m9lTE+BKngzViRqo03FVSYpK51qTKEyL7pSGw4nUSoKuuxuPYte5F3eSyqq+X/YqxNl?+qqSdbqcxi6Rn2U04OLW433qTUbNlIWSAhV7A8ucXXWsyMPK7QjeVGKpthVFrdBo9Qk5hTiSiTqsm?+68gKJ2TqCE8yCChI/OhE9NXN5mvBopcq4rBzaz2YKrWMV41wlP40pdMoeA0hyr16bZUlpDamuJcN6v0ddyVAAJvc8oTYFyFw3iHNSXy1wPmnSa?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?+xY5KTMxT1thTsutS23G1thbSk6gFC6SLgi4O2/M9p4SzMwpg7s/ZBjFmEsP18zmIUS8w3OuBS6QVqmD3psEGykbW1AXBtcEgxzl2tqJMSfaFxc7N1xdaTOzDE9KzbjiFkMLZGhoFAA0tkKbHokXubkrvqqhWnHvsMqnOU2pdjnFMuuTqK2FJKBrCkakhRuD5WPp8oaJlOJX5yQospXJZ2UcW4+uUZKdcslCyFLcKTr3UdkqCRum1wImddaZU33xChrQogk?/aPkYaKNhyWaaqmJXpJ4uTK0pRNPIKUkhVwhoH2iLeJQvz6C11VWZXMy1i32Nda8DjbCUtLWhpKQvSQSfM+Z9YbBPBvW3My8utLykrOlFlAiw2PIbX2hwd4k4pTmopcCdII8hDbMy?+6SsXJOoki5v5mLx7bkPsKg9TksBKJdqWl0ocusJ+sJUTsDfdVrDkQASecO9FSiXQW5mSMvLTEuFOLQDctFNwo7ixsbgmxuTbciGJkPzYapstoLgWRYAFSibkcufI+63Tq90Welwy8ioJWobIst0aiUC+gkgi5GyeQAhdsfh2FsfkoeenW5tykLk2LOJTwHQozHhslbilK3UN9KfFYi9wL2jD1Xlnag/T1MrZbbWEoClezY2uoEHxbcrxIZ4JnZYOplZZya4q1JK2gktAoBJCllISdP59gk7gARW8mkTE+ph3UQtdkqRpOrz6/b684rTDnWSuMEir5nVMTNHl3nHFqYdZZ3SlKS6NKr3AA3Va/rCB5U086ouP/AFizrcUpV9RvzB+UOlWmZKXob5ZafadaCVKXrCikJcSVbAC5289j1hpf4ipp0BBsCdgOXW373jRBbEo1DwrJCyu1wCo2P7YS1F+ZaQ2qV3cDifDvdaR0uRCkWUtR1puFbg8/n1jyEoS7rVa6TqFk9R1P2/OGFjLraitQLSlaget9PluPW8euLVf5W3/NEZU4SSqxF91b8o8Wd/RT/MEKbYF4VjFWH6vQ1uuVJsTMsqxQV9B1ERGkYsdnZ1mSYnluS7ytFyq1r7copdc1Mk7uGx52MKqdVZqnPompd1SVtm4AjHDhUaoNJ58HA6ayds4Mwy1SKK2+zVQ8SddgrrbcH43j1PSOE3i8pmZLE+tCrDVzNieV+scryeaWKmE2Zn3NJ30hRH2RJKJjo1pYZqAUmdCPA4Od7dftjz8+BaiNjslLO/8AeTTWk3gT1F+bpmJVqacVqU6Qbc+cTefo0tUWROTk8OMttLiCTtcdIhFbafkJ5uqvp1o1EqUNwfX7oYE40fTMPLamFhBGlKCSbesdf3WdsU4d0RKHI3GR0PI4ppacPU5+eDbryToKFcwE2CSPMGJBTMcio/kgIl9N0o2AsfOOOF1uouvBaZ51Oggo3Nh7okdMzGxDITbMwmcC9HRW9/fGa72dc1s8vcU2dFVbF8xJ1RmWmqep0p5r0nYefrzj25i5pcuqcecbbQF6QEHdIt1vFUyWc82++2t2RaW4fAVLXcb+nwid5MYGXnNmfJUKbn3ZahvhU7UuAU8RLDakgpR+iVFSU6ugVcXItCqeByk1GccEJN9ib4DoWMs251VIwjhtdTLBSH5tR4ctLJV7JdcNwk87J3UbGwNjHQuDOytlngWZl63jG+Ka23pcVLAqakGnN+SOboHm5YK6oFrRblAkaHh6iJw7gagM0qkSQ0oRLNaW9VgDv?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?+DceIJUBfxFJF4I6G6PxNh7zXJpYGV1tnToba0ti1k2sD5n4w1VNhtOh1DKQorACtAJSbgeEncdeUSzFeFa1gmquUWsBLhS2hxqYbN25hsi6XEHqkix22iKTs7I8ZCH3W02ud1gCMkq5weGaU1LdDNNyClvcV1sA3vcG5+cbRKttu60tgFdtW3O0bnJqTUrhtvtOHknQoH7oVtUisTVjK0aoP2F7NSri7j4CKuE2WUofIilcly6y420pINiQgc?/Q26xGW0vNJb40wE8RBCRYjkLEW9flFkv4GxxPIWqUwHiJxeqyUGlP79dvB1ENU5lVmQSVDLvEhB8X/w15IF/wDJh1VU8YwLnKGe5A0JXwtYTpvf87c/CEykrO2+35xiaOZZY6uGzg6ptLNwA8yW7+e6rD7oTnKvMMktow4zsd+JWae1b+kmE/bGlUz8CnKPkhSH32J9JYshVwAoHTva17jcDc+lo8VgzJDPAUSELsEJXtce7ofj0iWKysx0mYQialcOyYUsG0ziylaefM8OaUQLedjCyTymqDcww7UM08tpNAJKy/XlzPh2GnTLsO32J8+UM6Fn8Ilzj5Giq1RLcgzIzsw0/Ma9ayhRLKue1zuVW032PIHoAdaKKdbtTAaWtxKXdDek2CrFPK2kab+lwR0iwK/hfLiak2GJvPXByBLAfk8pT6s8V2VuCvujd7+ZVt0hpTM5XUaiuUObzZqk?+koS2FSNBcRaxPs8Sab+1P3CyIaa1Ltgq7I+SG4ubco1EqTPEYbeMkt5wqSlzWvRqCRqG3qOfMbjct7q23HnnQgG61AX8rm3L0iTzTuSzko9JzdXxnONPIW26pqXlpZZQpJSSFKcdAAvzPmNo1pxtkVIuKdOGcW1RThKymdrrLbY38mJNKv9ONEaJJbtEK2JGrjqkbhIG3IA9I8qaSi6nRcndO17etok68+ssqelaKNkBh11W+lVSnqlNnblt3lCD8Uw2zHaVrwt9BYQwvSUpN20StBkyU+5TyHF/NUStO2t2R10N0nLTU9MIk5WWfmnbhPDabUtXTmBy67b9IefxDx1/wBQcVf?/AId79kNT/aWzjeTZjGFQlUrBGmWmFMJA/wAVnQB8NobP4cc3f+vFX/z6Y/3olUxWzI63yI4pO9iYBz2i4WMi8RzCwhcmtAPUo2EI6rklX6cb90dUgcylMYlxTSt45kcx5XcraSDjitLYufKHOnT66fOtTWm6kEEi3O28S2RyxxFLuampBdz?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?+d9omMvj7EMwhLpZaBUL7Kv8AqjXVq4WLMHkcpp7lz1TElTmuKS9sdk3NiB+/lC+jtYOkKSw7P4iSh1YK3QtG4Vf0+EUBM48xM3fTpG1uX9kRquY1rk0kqm5xTCQLeDrDOtjdApo6q/GvLJnY19DpHVCCfuMansyss5Y2Lrzx6WQE/wDmJjiV/FzLbij9KvqN+rpH3Q2zGN0q2ZUT/jWP2mKvUy8FuZHb72duXMncS8q5qHPU42IbZjtH4SZuGKalZHUun9QjiN/Fk+r+Lvvy8RhtnMVVNs6XHLK5+JREHXsYcyO3ZjtN0/VaUom?/QqSsj5mwhtm+0nUiNUvSpds9CEpv95jj/D2YSpJ4vVGlOzDSTZKUq067c7HmSLbJtY9SLRa1QQ2iyUoKTz0lNrC0LlfYnhslNMsyodo/FbwUlpbaL+Z/YP1xHKlnjjWbu25UW0oVtYaj?+sRW068tu+k2+EMc5OvE7hXvijsk/UsmWJUMaY2rhLcrUEOOEEtpJtrVbwpF72uevSOfsTZ11udU7SX3Jh2X1pTY3S5ssXBt+eCoEHopJsLK0i3sPrmXi0mUYeed5pCE73HL3b2iGVnLLC9axVVsVqYmmHXpxT5lmXQlDD5N1lNh/fNRA5DbyEMq1XQTctwlXKzaJWFNzIxFTKT9EOTM00iaSpEzLkFNipQBumwsrTc?+8A9BaSYYfxLjSlpaqOJg3KNOFuYSiTQX5haf+kU4ocz6hR90PX4k4fp8wpxFNQ8474VuzBLqinyGokJ+AEM2VYUJWsSqLfk9VebAsQEjSg7fOF3cRlZB9PbsXq0zjJc5KcPYGw7QX+JTJUl26lcWZSmYN1Ag+BwFuxBINkC4JERSp5dV3DE+5ibAk/LKeaWHHKeqUBYeTvdBbUVII5+C1t9h0iy5a7SwFc7Xj3MFGhQO99/3tHMjrLlLeRtdEcYwQWnZyYixpOIpdJo2GKdNSMuEOszNBkXu76PCEoQZXwp6DfoB5Q6HGec7DqJaSzOVTQBqAkKUxLJSPIBsJtCl5Es3MOPoZbQtz?+MUhISV2N9yOcN7qkcfiC9wLc40y1tknlMiOlh67mXMzM8QVNv5/Y4SjcFMvUn2Afk6R9kMc1ifMaoqUmqZt44mEqHhK626pO/SyiY9VQEuG36Qhtn0Iel7FSkoSb3TzuP3tCXrbu3MM93h4Gupys07d2fxBWJshYuHpwqseQO45+sNL1KklJCTMzRvc2W8VAHqbHrDlPTJUlalkBenTcDbkN7coQh0AALQlKbWRcbmLrVWvvIo6I+BoflWm0rSh98C/LWd99oR91lQpdmhxAm1+p9YdZtYdClKSkWJHhFuUNS1HUogWJ6w+Fs5Ldi3VFPsYeY4qmWy7wkBNyVaje35osTv9kYcpU5fXMS7qeEdKgUn5BKrkkA7+pEaFTZYebcbN3GiCm4vcjlfz5Qukp6dW5MsJXpZCkq0KUbKWrbZPw9wtESlJLJDhEf2KfKTLLsmuSkQkLTbQ3YglN7WA2sPLYWV6xHcSOhdIVLIbbUGnUkBLgVpUrnbb7PdDtNPuOMErWscEC5VYpG/IAHSBv5D9cRmuS3BYSWHEBlDoW4o2I1Ejc2vfp7vKEUZ5t2VaSGR9xxyXUOM6tBSQtGsgHmLe?+45w3JZ42lSSqxSCPiLw7aRcrDZHhUAL7Hnc3MZkpJKmmNJ1AtIN/hG/nwheMsbm5EqIFtr8zG9FNVfVwzcHl1h+akEgezyhSuU9mygbjptc+sUlaWVaZH2qZ4EhSUpIPJRt98K+4t+bf8ASJ/bDs22QbD9/jG7hnzV9sKc3kt0kfS40iQXsmXSR6JEJ3aJRlpWmdlkLSLbERAk5r9oNn+NyTo6wPOnsq+9w/v5RrGa?+e6WgX8kqE4rSRrdkmdze434m3lsPnHzz?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?/gkvoaJfiRZTR1OpKvLrHiZUA0rfcJ/XHttJCkk7AgbxqnCnguW67iFDMMY5hzdRvDWXSX0gG++8LpxelCj7/ALoZGphtcwSpN7bbwxSJWxioJ4r6latIHKG2b8DCgCVlQ2SRbrzhfOnUogcjDdNNtJulepQQ3c2NusVa3ySR2dClCxJHDHP9Ow6wjWJhwtqWdKW7WA36mHVxEstOpLVyUlYSTc2EIEkKUbbIHIHpD47ooxHNLSEq39bfuIannChJVbbzhbMEhpwrF7K29IQveIhpSr7Ror7FJDc45qXrBATfbnsfP+yHOVYU1NNuPtFYRpJAQAfMWIvYe?+GudSpASlklJSq/KHOiNM8AvTEuHgkEKJVpVYn3bcvfyhsnhZM7TEL848xU0sTTHEaB3bA3Vfbf477esPTtMl5qlOId0cRWp9aglSipXhITaxA6c/I+l22YpLLlWbnmknhhaFLT1vcDSLjfnfbyMOtRaPEl0BSkSgJslZUQRueY2O/T06wuTW3KQhicl2gVcAjZC1HmEm46g2jZJy6mmGEqKVfVIsR1GkRtUkvaZUKACtW42JuLXv0F/wBUYpaCqQlQrUDwk31e79n3RfmeCyFjSAmwSQrVz62j0Whq5dI9NI4Z8RFv7Y2qLfMHYX57be6FSkMwJw22DZQVfpa/KPehvzX8z+yNyhpFkrsroRYiPF5v+UH5GK85J9KUaVruu?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?+w+zmYuLppV3Kw6PRJsPshrfxBXpwni1WZUFcxr2jU1TyoeIG3naHihYZqFaqDdPo9MeqEys2DLCCpXpc8kjluqwHMkRMrmlzSe3zLKXgZG5eamVWccW4npqN4dabSG2lpWpi61Gwt0iyK9k3UsE0eVqmIZpgOzDhSJOXOvhAAElboNifFayRYW9oxD5kJQ+2lAshCgbWvb5RSrUwsTlW8ryh8K2+4/zGiWYl5dm4TpOrVzJvDswEJkElI63iOTLl22QCAd9hfzESamN8SmtFQvvveKSeTowWwxTgUXRpFzfaxiBYSbDeYOLpVoBTRVLvFVvFrUF3F+fSLFnmCleoAixJivcOkMZqYoYCtnZaUcHv?+s/3hEw7S+haa3RPUJUVJJ/RG0Jp4BKVJ6WMOctpDF1AXtbfnDbPIU4y6oAgpSTaFlyMVBxNlBRskczEebU62+pQVZu1wbQ+zuooWBcXHzhneQviNJbAuTYja8Xi9gNkwU602N1Xv8IbqwhLLC1JKrqTY7XhfNkBaVBSdR2584QVMuuSi0rtuDY+UQnuQyKOzAQ2lHFQAr6u+neEbLwQoh6xN7W23+Ma30zCrcS92j4Svnf0840JPEIuCoXsbD7I1RWCjeDdNNuBpWsEIUbgJhusHSXFarja3KHWfa1BAt4NOw9YbFNKbGnYX5AQ6DKvcRTSFqBKSg26FVj/AGwSbqUNKJV4QSFJ2N9+h6fAekaJxCuILKtvC+UfbMvZLoSb?+yD8yfs6+cNl2EseHZVmno+rKWnFIA4SVK3PT0+fPyhE+8pwJccCErCrouSVcxvvy5RtTNpebRJNoWkJIWpTfI22sduvnCR51SGxw0HSVg6fMetjvt7ozx7lTS7qW8hwrT+jqHOxP77QUxYRJtEkki4BJ6ajGpD6ZuZ4cqnSVE6SBZXS3PkR6x5pyz3Rq5NiCoBRuoAm?+/rvDuyCL3HMTalckX3tflbxRscWUo1a/df/APUJNLpQDrBAVe3kLxuCvCk2JJO1vOFNDhZyURcG3WPXwhKl9QG9lAC+3K0e+O5/evs/thbA+lTTWtNxt748JZU3MWKbjzHKOUU/hDMnkIKU0DGu/wD3KV/rEbm/wiOTLbYR+L+NSepMlK/1mPk79kuMrtS/0+5zOZHVIlnQ6o2uPSPSGl63BtztHK7f4RbJtAH/ALvYzPvkpX+swrb/AAjORiVazhnHFygA/kMpz/zmKP2U41/kP9PuTmJ1JLtKKSrbeN2jc6lEKtZIEcr/APKO5GhISnDGN9v+4yn9Zjyr8I3kepaF/izjfwcvyGU3/wBp9Yj/AApxr/If6fclOJ1HMMocI0rVum+/nGtqVctwivUqxub7bxy6fwjGSAUD+LON9hb+4ZT+sxrP4RfJFKdKcOY3G979ylL/APqYleynGl?/6H+n3DK7nVDUs4laWkJu5bpHt1p9KCle1+ZEcrj8I5koHA4MOY2BAtfuUp?/WY2f8AKPZIqPjw3jcjy7lKf1mJXstxpdtO/wBPuRzI6jEqtqXCk6ihR5EXv74YKxlzgyurDtUoUsl?/QVF6Xuysn1KCNR9TeOdj?+EYyVtoOHscaL3A7lKbf7TGHPwi2SS9zhvHHL+Qyn9Zhlfs3x+l5rqkvo19w5ky5ncoaK2k/R1arMukG1kzCV2/nJN41TOS9Kn2y3UMQzr6SOTkuyr5HTcfCKeY/CKZHtNqSvDeNjc3/ALhlP6zGxP4RnI1KAn8Vsbq9e4yn9ZjpR4f7Tx25Jfp9ycQLNmuzjhqZZ00zE9SlF+brKH0fzfCf9KI5UezZi6VKTTq5QZ5voVcWXc+KdKk?/bEXT+EdyRb2RhjG4Hl3GU/rMe1fhIskFCy8MY4UfMyEpf?/1MaqdP7TVd6m/ql9w5YMd0ZAZhrc4PdaNqHImeO3wCCfsh6oXZuxLNuqRWsUUintp/krTs0s+llcID33PuiHM/hIckGyVDDOOCrzMjKbf7TGD+EeyOKgv8V8bhV73EjKb?/AO0w+UPaeUdqcf0+4KEMlwSHZ7wZJhtyoTdQqrragspdd4LS7dClqyremog9QYn9KpdOpUqzI0iQlZKVbIAZl2ktNm3SyRaOX/8AlH8ktW+Gcb2/+hlP6zHpH4R7IxCVJGFscen5DKbH/OY5l/B/aDVv9tXJ/wA1j+mS6cI9i588nluUaRSpYtxHtuXRMUHN6TNAna+wtyiOY/7dGU+KpaWZkKJi5BaWtSuPJyw2Vp5WfPkYr97tT5eLfQ6mkYi8KgT+TMf8WPX8D4brdPpFC6tqW/cdCyPqy7HlpK2gD0P3iJjIES9MSte4PlHND3auy6cW2fojEmlAIV+TMX5/+L6Q8p7ZOWIkkypoeJ7jylZc/wD90dZ6PUPtE0Ruh6sumoLuu3S9orOlK05r1wj86Ql1/AHl9sRea7XmWj6hpo+JbXufyVj?/AI0Q5jtGYKZxpPYl+jK4WJuUblwgMNFQIO5P1tug6xaGj1CTXJ6EyurbTydPSylKdCCRY7xlxIK3knlaxiipftb5dNLCl0fEZsLbSzH/ABo9u9rvLhQc0UTEl1+csx/xor7lqP4S3Xr8k7qRLS9iNN7be+GaaEwrStptKhqt4iRvFdTXaWwHMruKZXwL3F5dm/8A/LCR3tD4CdQWzTq?+ATe4YZ/4sHuWo?/gDr1+S0kyDPGXMzUqwHUeFBQom9+pNhb7Y01Jv8mPCZBJIHtcrxWv?/ALRuBrACnV02tzYZ6f8A3Y1zHaKwS+jR9G1oC992Gt/9bB7lqP4SOtW/Uf35IS6SXk2Upy4F7k7Q2OMIamQkIGlSbm3PV5xGpnO/CLrKW0SNXunYXabBt?/PMIXs48MOLSpEhUQAACOEjl/Ph8dNe+8SvVr8k5mC2Eo0hw3HUQldCFNEHYHqBufjENdzfwytKdElUwU7XLaOX8+NTmbWG1pt3WoD04aP9+GLTXL90OpX5H2opARrGwHK/ihtQt5pvUFrAK+aVkDrDNN5mUB1IDctP+e7aOf8APjWzmTRuFwHpScUgKLg0pRqvt/hcoeqLMboQ7I57liU/S+605MKUW+GEWFkEHciwub/ZHh1tXEVMLsNIspJVuq1yfeR8eYvEMbzZoSTqclqgpenQSptBJT0Ht9IyrNygLUkGRn1JVcLuhB26W8XSFe7Xc2VEhzj5HintKcqajr4aVK22JIPQ7D47AmFcm?+65LSrq7KUtpFzpAttbkByiIM5kYflptyYbl6kN/q/q0Ajrv4/MCPTGaFEbSkKk546RpHgSdv58NlRY/QFOPknoSUoKr7k223sY9L0jUSFWJG+o3tEJGa2HS2lCpWoEix?/i0c/58bEZsYaTuuTqXLazbfP+fCHpbfAzqQx3Jk3qLagskaiLpvcbRv48x/LFf0Kf2xBf4WcOG/5JUQOg4SP9+D+FfDf8lqP9Ej/fivutz/dI6kCo4III75hCCCCAAggggAILmCCAAufOC5gggAIIIIACCCCAAggggAIIIIACCCCAAuYIIIAC584LmCCAAuRyMBUTzJMEEABBBBAAQQQQAFz5mC58zBBAAXN73N4LnzgggAILnzgggALkciYIIIACM6lWtqPK3OMQQAFyQBfYQQQQAEEEEABcnnBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEAH//2Q==" width="307px" alt="glass strain insulator">

The insulator’s shape maximizes the space amongst the cables while maximizing the insulator’s load-bearing transfer capacity. For example, for guy-wires, radio antennas, overhead energy lines, and most of the other loads, the strain insulator typically bears physical tension. A strain insulator is an electrical insulator that is made to function in mechanical tension , to withstand the pull of a suspended electrical wire or cable. They are used in overhead electrical wiring, to help radio antennas and overhead power lines. Strain insulators have been first utilised in telegraph systems in the mid 19th century. For higher-voltage electric power transmission, overhead conductors are uncovered, and the surrounding air is insulated wires.

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Shackle types of insulators are utilized in low voltage distribution systems and are generally tiny in size. This kind of insulator can be utilized both vertically and horizontally. This insulator can be connected with a metal strip and has a voltage carrying capacity of roughly 33 kV.

Alternatively, it can be utilized to provide the pull of wire to support while electrically insulating it when a wire hyperlinks a pole or tower. These are utilised in overhead electrical wiring to give help in transmission lines and radio antennas. These types of insulators get their name from the shape of the insulator, which resembles a disc.

ul> <li>The supporting structure can be a hook eye or eyelet on a steel pole/tower.</li> <li>Keep sorts of insulators are low-voltage insulators that combine a remain wire and a key grip to balance and fasten dead-end poles.</li> <li>The insulation of electrical circuits is an critical demand for all electrical and electronic apparatus’s prosperous operation.</li> <li>There is a tremendous range of these available and there are collectors that specialize in these designs.</li> <li>These are applied to ensure that electrical energy generated in energy plants is distributed safely and reliably.</li> <li>A few plastic radio strains are nonetheless sold right now - mostly to experimenters and ham radio operators.</li></ul>

In high-voltage transmission and distribution lines, these insulators are utilized. In the earlier days, engineers used shackle insulators as an alternative of strain insulators. But in https://www.faax.org/author/boll55stensgaard/ , they are frequently utilized for low voltage distribution lines.

A few plastic radio strains are nevertheless sold currently - mainly to experimenters and ham radio operators. Lightning arresters are nonetheless accessible for protecting the lead-in wires from roof-major Tv antennas . To insulate transmission lines, extended rod insulators are generally hinged on steel towers. Long rod insulators are typically made up of numerous insulators, depending on the usage and demand. In the previous, glass insulators have been employed in telegraph and telephone lines, but in the 19th century, ceramic and porcelain varieties took their location. Toughened http://qooh.me/brandt45brandt have been created to counter the glass’s frailty, and they quickly became common due to their extended lifespan.

h3>Types Of Strain Insulators</h3>

Engineers generally create a broadcasting radio antenna as a mast radiator, and that implies the complete mast structure is energized with high voltage, which should be insulated from the ground. Also, lightning arresters and arcing horns are vital mainly because the strike of lightning to the mast is usual. As an ordinarily believed, electrical insulators are a non-conducting material, but in truth, a much better description for them is a poor conductor or a matter of high resistance to the electric current flow. We can compare distinct insulating and conducting elements with each other by implies of components electric continuous identified as resistivity.

This insulator is coated with a composite material containing particles of mica, a mineral also utilised to insulate early toaster components, fuses, and switches. This style of glass insulator was originally made in 1898 for the Telluride Energy Transmission Corporation in Provo, Utah, which utilized it to construct a long higher voltage line. Most of the higher voltage insulators are created with much less flashover voltage than puncture voltage, so to stay clear of damage, flashover happens ahead of puncturing.

By Dan Howard Most radio strain insulators date from the 1930's and 1940's. As the hobby of quick-wave listening took the nation for the duration of the depression, outside antennas hanging in trees became a common sight. Radio strains have been most typically used in pairs, 1 for every single end of the antenna wire.

h2>Big Guy Strain Insulator</h2>

These are made use of to guarantee that electrical energy generated in energy plants is distributed safely and reliably. MPS offers a wide selection of polymer and glass transmission insulators for your power and utility building needs. We present suspension, line post, braced post, bell equivalents and custom insulator assemblies. The quantity of insulator skirts alterations primarily based on the voltage value and atmospheric situations.


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Last-modified: 2023-10-19 (木) 11:30:23 (203d)