Initially low voltage DC distribution more than short distances was sufficient. Larger versions of the existing communications glass insulators were initially made use of with very good results. Quickly the require to harness hydro-electric energy led to a lot longer distance transmission requirements. Higher voltages and alternating current would let low loss transmission and the ability to transform the voltage levels, but significantly elevated the demand for higher energy insulators. Porcelain soon became the key insulator material for higher voltage, with each glass and porcelain being utilized for reduce voltage distribution.

ul> <li>Railroads, trains, and telegraph lines and insulators have had a extended history of being interconnected.</li> <li>Manufacturer of custom cold kind swaging & die rolling of connector & get in touch with pins.</li> <li>Manufacturer of common & custom electronic pins such as clamping pins, terminal pins, taper pins & crossarm insulator pins.</li></ul>

Grease the inside of taper and add some epoxy filler ahead of you shove in the wood plug. That should type the threads onto the wood and allow the glass to be unscrewed. The under surface and grooves of sheds or skirts are straightforward cleaning.

h2>Cd 238 Hemingray</h2>

Lists the shed parameters of 3 types of composite insulators. Fifty percent withstand voltages U50 of different insulators are obtained with the up-and-down approach. Normally, extra than 10 valid tests are performed beneath every degree of pollution, and the test information are made use of to calculate the 50% withstand voltage U50 under a provided degree of pollution. B.Number of foggy days or drizzle days in pollution flashover season and their distribution. Analyze the probability of pollution flashover on insulators of line, specifically in consecutive foggy days and drizzle days , so as to reduce the probability of pollution flashover.

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WDsULrFgHGG3sQXWuacHNOwhOyFlu4PS59mBsuTfs?/CGBe3Y9w80GrxYScUNSyxYpHNjxh/Md5lLm2YHNmovXQ+IQaRgjUE0yzToCz?+TTowmSdrGbkv?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?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?/LxJPIhRYbiHMo0OvoDTDYkWorAmozIThDhCI3LqavySDQXYLVzpFGMo/6Xg7lztm226VYWiGHhxBqXUpdsVz7Vv8Au7e+dy1jDRmbXcYbw2Wi5ZaQ2oBbWmm?/BcvLNyckPDWuyqCrSfS1YHyWr9qonuGd4rOnrXfGdDPEw25D8u6t51FXjbHPnw7NOxZtkKLFMR+Qx1Bk5JNSPWqBctoWtKH28MbTTxXNnhHF9xBHUd6ifwgin2UDunel21rjMmOmmJyA6G4Q40MuIoMlzSb?/AIVWRMFzIPN9Frhe40B1alm5ze8EmFAGqjDXaKlUYs+50ItvHpXZV56tSmNOrlYTzMMORcQQ6hqKUuJWq+TaQQRj1FeeMmn9Bg2Ch8U9s7GGDiNjnDzQd2yzoTWhoYAB8Fy9qA8qcIbDksIbUNurStNqzxaMyPbRB9Z3qSHbE028R3dYB8QrPjPKbMTwIL5r+7blAcZQuuOTrqt4cHYAAo2/WDQ/kuYlrWmIOVkRaB7i93ot5xxOCkdwkmh7cd1u5Ld9ThwnHx0RsMDmxIrdkRw8002ZGHNmYw?+qviueHCaZ98O63ctyzbTmokFr?+KZFqT6WVkk36g0hZsbP5LNjCZcdrWnyRWeGESG7bD3EKbOUb1pU9USviAjOx0y0UbMk?+agg5VOjFkF3U4eaM5TI50s07Hncps8Q/WhRm?/RXwKM8S+kvG1jtyogzu8c6VeNjgUZ6Z60KM36QfAqfOksfatG0EeKXlku7CLDP1BBBnmBpy27YbtyXOksfatG2o8VPSE7BzDsITXSTDoBUEYnJd2EWGfqCZRoJySCK6Er7LhHFg7FFBlmwsprRQVr+QQZFuw/7wGoALBeTtVWVcGQ3AlpJOsK5bcIue01AGQPErObBurlNuxrXcjSxeRc0pj8oMHOBqdalhxA1jRUGmlDn1H7hFXbBJyHVrXL07AppyHlMiNqBUEVOj4qOx/afO3/4hSTzaw4oJp6Lr1WK14NhS7obCYTb2jR8Eh4OS/uwNiSX4Ry4hsB40UaPZu1fAKYcI5TpuG2G/coqH7PQtGUNjiEZiphFijZEdvVkW/Ke+A2tcPJSC25Q+3Z20VFPNEQYTMcfzD5pc3zAwm4vWQfEK8LWlT/qIXfCe20Jc4R4ffbvQZ3JJwYTTutrT5I4qeGEdp2wwtUTMI4RGH6hvThEacHN7Qgyf8ePXhHaw70cfPD1YJ6nDzWwCEtEGNy2dGMGEdjnDyQLTmhjKtOyJ/xWzkoyEGRneN60o7qeD4oz24YykbqLT5rX4sJOLCDKFut0wJgfQ0+DkufoOlsYbYZ8lp8UEcS3Ugzhbst0nDbDePJOz5K0JMYCmsEeIV0yzdQWXwilWiSjUABLckHVU0RHm1qTrpmPEjON73EgahoHUKKqINcUPaWkg3EJWxFtDXy+pBjudc5zrtBcaKcPUEcX1QLkkE3YiqZl0ddqU8gwvitYCRlHJ7bqeCrxWFryDcRcdouKDUszhBMSzSxjqsIwcKhp1t1eCsztrGY9M4nEavgsJz7qDBW5WD/d5Wmp7FnlGuNa1hw8uYhjW9viuu4RyLGycRwaAQW//IBc7wWkor4hiQyGmGKgkVFTdh2retts2ZWLxr4ZZQVowg3OHxWYtZ9h2Wyaa7Kc5uSG82mmusfBav2Xg6XRD9Q3LO4NxIwa7iQw1Dah1fjSlFtcqnBjBhH6nBVFf7NQf4u8o3cF4Wt3eKuZwmRjLN6on7IzpG0yrup4PkiM08E2aHuHWs+0LLhwCBllzujdcPitqb4QljS3iXMfS7KLSB8aBYDA6I4uIc8k1Ok7SrIJJSTfFdksF9K10NGtXxYsRtPQl300vhVPbVX5O0IEFgaIcYayYd5Os0U+fJfTxo?/lP3JaMwWdEH+mkz/KI80cncP9DKH6aeRWnnqWPruG2G8f+KXO0qfbN6wR4hQZgNMbNljsp?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?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?+NEDGNvPUANexWImlYESZjUxc41JOjWT8F2UjZsOCwNbfrOknWsxnB+FkgOGURpKPs9B0NpsKmjb4kak0wG6ljZhYMHPGx7h5ozLTCLFH8x29BrGVZ0QmGSZ0Qs0WQ8YR434jkZtijCZjd5BoGz4fQHYo3WZBPqN7FT5BMaJqL+W5NMpNDCaf3W7kFp1jQD7NvYozYMD3bexQ8TOD/UE7WN3IpOj2zTthhQPNgQdDSNhKQ2EzQ6INj3b03Lnh7SH+H+6TlE9rgn6D+pApsWguixh?/MdvQ2zYgHozEUfVVN5ZOj1YJ+lw/8kgtCbHsYR2FwVDzIxxhMxP6T5JOSzI/1LutrNyZnKZ+7s753JM6TGmWHVE/4qB/FTQ9s07WDyTSJsevCO1n7pmdYumWPU/9khtd2mWf2hApiTY0Qj9Lh5pOUTXuoZ6yEZ41wIv9O9JnhmmFFH0jegTlUxpgN6n/ALJIUZzy7KZkEU01qlzxC6EQfQmw5tkVzsjKuArVpGtBQtYXsN/NPis4Uody0rYiNAZUH1sOpZUCI1+Vc4UHwRuX4mAoBf8AkUGGSMcTXBLUEAA4V0fuly6auoHSoLtk4vHwb5q1OYRNh8FUsrnv+UeJVycwifKfBajFdJLMHFs+VvgpMgLn4EKdyG0mLskeo3VsUvFz33gfht3IrcyAjICw6T/v2/htS1n/AHrPwwoNvICOLCxMuf8AeQvw?/wB0cbP9KD3DvVG1xY1I4luoLG4+f1we4d6XlM//ALPddvQbHEN1BJydupZHK57owex29HLZ73cH+pBrGWbqSclZ0QssT077mF2uRnGc9xC7ztyg1DJs6I7E0yEI+oOxZucpz7vD/EO5GdJvTLM/EP6UF82ZBPqN7E02RAPs29gVPO0191b+L/xS55mBjK/+5+yCc2HLn2Te6FzXDqyYUGUY+GwNIitBIGgtct7Pcb7ofxBuWRwrnokeRiMMu9tMl2UXAgUO6qsR56pmjyUAVgG7qW0MBQUgTigaT6TT1La4Ll3LYLWvcwvym5TTQ80nxAWI/AbVoWTMcVMwInRiMJpqqK/lVB6bm+P96i9o3JORTH3qJ2N3Jc/QehG/DKM/wNUX8Jy5tE5LNfeT1sbuUM7LzXExAY4cMh1RkNvFCps/y/8AufhP3JsW3ZZzHDKfe0j/ACn6RsQczwYMTjAIRDXEOvIrdjRbloWlNS4GXEhFxwbxd?+3nXBc9Ys3xDzEplEBwA1kigqmTEZ8V5c91XE3n/uhXETNZFmYul7331/7gFvyEpMS7S1jYJriSHVPwrVFlTUlLsoIoLzznFrr?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?+z8L494orXyEcWsj7Pwv4u8UZghfxd529BsZCMj4LIzBC1v77t6Mww9b++7eoNfI+CMj4LIzEzpRO+7ejMTOnE/EdvVGtxfwRxaycxt95F/EdvS5jHvIv4jt6DV4sakcWsrMg97F/EdvS5lHvY34rt6DU4tHFrLzL/vRvxXb0uZf96N+I7eg0uLGpHFDUs3M599G/EdvRmg?+/jfiO3oNLigoZuSbFhRIZFz2ub2iip5pd7+N+IUuan/eI34hQeRRYZY4tcKOaSCPiLipMq7bRTWqyk1HBJNIsQVOJ9I3lVTcAtsnJyGMBBqkAx07L0C5NWmm1PhupeMRf2JkI33J7RS5B7HBhtexrgBRzQR1iqdyZuoLn?+D0KNGk4L2zMUDJyaAigyTSmHwWiZGP96i/07lhV7krdQ7EjpVtDcFS5DH+9Rf6dyUSMf71E/o3KDjJSC57shjauLqADXcuvs6wmQW1d6TyKO1dQXM2U08rDGuLXZbgHClRcddy6nkUx96i9jP0qqtchZ0QkMgzohVuQzH3uJ2M/Sk5FM/eondZ+lRFk2fD6ISZuh9EKvyOZ+9P7rP0o5HM/en91n6UE+bYfRHYkzbD6A7FDyOZ+9P7rP0pORzX3p/dZ+lBMbMhdAJpsuF0B2KPkkz96f3WfpSclmfvT+6z9KB+aoXQb2JpsmF0G9iTkkz96d3WfpSclmfvLu6z9KANjweg3sTTYsHoN7E7ksz95d3WfpScmmfvLu6z9KBpsSD7tvYE02HB923sUnJpn7w7us3JDLzP3g9xm5BHmKB7tvYm5ig9Adim5NM/eD3WbkGXmfvB7jNyCubDg9AJpsSFq/NWOTzPv?/wChu5IYEz7/APobuQV8yw9R7Smmx2fxd4qwYMx7/wDobuTeJmPff0t3IIDZDdDn9470mah039929TmDMe+/pG5HEzHvR3Qgr5q/jid929JBlDDiH0nOBbg5xOn4q1xMx70d0KMMih/944OGSaUAF9yCnafMFwPpHwWTUU5ovxx3rWtM0YPm8ljsdXKubgTgNCNTw9zWhuVk1vAxO9Nc4UubTCt5UBm3YZLe6pYMTKrVrbgMAcbvigu2WP73E3sOJrpC05rmu+TyWfZw?/vRhzXa?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?++Ewzcv72H3ggrZ1f93d3gkNqxPu7u+Nys8sl/fQ+8E0zsv76H2oK+dYn3c98bk3OkT7ue+Nyscul/es7UnLpf3jfz3IK5tOL93/9z/imm0ov3b/3P+Ksmfl+n/S7ck5fA6X9DtyCtnGN93H4n/FK2fjfdx+J/wAVPy+D0ndx25NNowhhldx25BLLzUQir4TWivTJJ/pTIri480DrqoZaOx73lmXorlAgDYCrHFuyq5Xo0wqFFZdpH+7+oeBWbBa2lSG4agr1rPc2GQDQ5Qw61lwYjjidBVWeJJmjW1aG46gddyrMjE1ub3QrLXVF9OuiHEX0uwwoipLNP98y4XtdgFrzPMPyFZUg8ccy++h8CtaZ5h+UqxmrsC2XCGwclin0Rpbq2qTPD9EpE7zVflmDi2fK3wUmQFBmZ3i/dX99qM6xtEqet43LTyAlyB8EGXnSZ0So/E/ZJnOZu/wzfxP2WrkhNezxVGcbTmPuo?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?/vB7jNyOTTX3l3dZ+lBd5BD6A7EvI4fRCoGTmfvMTsbuSGRj/eInaNyC/wAjh9EI5IzohUBIRffxe8Umbn6Y0Xvu3oNDkzNQ7Ecnb0R2LPzWdMWL+I7ejNI0vid929BocQ3UEnFN1BZ5shmkuPWUZoh6vzQXyxvwUbizW1VM0QuiEZqhdBvYgp2sDzoUUNOmhF6zIEWJltBjOdebsv4LbiWcwYNHYqT5MCIxwGBPgUVDaJOQKVrUYdaote8XVd+a0rQb6GwhZ8IuqK1x+KjU8Oyn0xdiPNK15/j/ADUMu19Lw6uwp0RjiXUDhdqVTU8nXjoeN5djXola8x/ln5XLFkaiLDBaQa?+S24/+WflcrEqWBMz2Q2gggZI9V2r5lJx0/rgj6D+pa0sz+7Z8rfBS5CisTLn/AHkPqh?/uik975o/lhbeQjIRGLxU6f9R2MbuSGXnfvJ7jNy2yBr/MJpiMGLm9bgqMbks595d1NbuRyKb?+9ROxu5axmoQxiwx9QTDaEuMY0LvhBm5umNM1F7QPJJmyN95jd5aBtWWHt4feTTbEt75vVU+SCiLJiHGYjd8pcyE4xox/mO3q2balumTsY7ckz3A/3D/LduUFTMIOL4h+t29H2eh6S47XFWjbcPRDjH6N5Tc9jRAjdjR/5IIBwdg9Gqf9noHux2J+eTX/APzRf6d6XPDjhLROst3oGtsGB7tvYpBY0H3bexNzpGOEqet43JM4TJwlmdcQ/pQcjw4lmwo0EMAAMMm7auXIqun4bxYr4kB0VjWHJcAGkmoqNYXMEalueMowS0/BSNeKEo44aQoy8E39QVA95dhcENCXFCBKL0/gdGbGkIdaZUOsM/Th+RC8xXd8DIXHSpaIsRhhvIIa8tF94N3/AG5ZpHYCCNSyOEdgiagnIaBGYKsOv?+E7VNmgaYsU/wAx29GZYekuO1xPmori5PgtNxIga?+E6GBeXOwA6sdi7ey7MhysLIDqnEknE+QTMxwNLAdt6BYcv7pnYFF1ddFhjFzRtITDNwBjFhj6xvUDbIgD2TewJ4s2EMGDsRCm0ZYe3hd8JptSW99DOw1UgkYfQHYniVYPVCCvnWW94OoE+STO0v0idjHbla5O3UEvEt1BBTNrwf9z8N25JnaF0Yv4ZV7im6kcWNQVFDOrNEKMfpG9Gc9UGN2NHmr2SNSa4tGkIKWcTogROst3ozhE0S7utwVkx4Yxe0dYTHT0EYxWD6goIDPRtEuOuJ/xScrjn2DB9Z/SpDacv75neCYbVl?/eA7K7kCcomfdQx9RPkm8dNH1IQ729KbWgdI9THbkhteFoDzsY5A0umz7ofS79ST/FdOH3DvQbWZohxT9O8pmddUCL2N3oHFkyfat6mBN4qY9+eprdyYbTfogP6yFDMWjELSDDyQdOVX8qKwNm5gwhV8y4/AZIO3BQOtBoxjxPjfRV5gOfCLHQId4rll3pV6VaKqyXcxrQS3J1HxC1JKzasMtaG5zg6JEoMCHk1Chfa8APaWuiuoTd6VDcRpWXyMwniI69mVQnEaxVbsOG5wYaQuLd0YYBoQaLFaVpm0cugAea4gDDsWdMTcWGRVrg2t1SrchRkONBpUihrWtaEC4lVZ1pEN13rBGouQ3OcytDfQhIdl?/Uo5VhDGuIuIF9R8E+vpVqMD6w1Ji6llAQ+GaXB9SdQotWYnYfFkZV9CsqG4uMMEkjLAN9KglakSz4IhuPFMrQ4iuhaYt1pwLNimGz?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?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?/wBRcqmzg2EOonzSZU4fXYNjN6nY4RSHVJaDgCQpDKvxyiLrryRT4VvVxlT4iaOMd3UGjyUE5ZsV8J4dHiOq11xdcbtIViZlYxfe4iHUC5xub/3WmzMmQ2YjvJILH5Ixo0C4dqk9a58ZOO689Jq5XABQ/wDdIVFhvvVtztF+heh5ErVPCdo7L1AxSm4E6h5KxKbZLcuK0dJw8V2TLOZTAdi5Kx4ZMVgBoSRQjQuszc84xonfI8Fz/o3wTCRbqSmCxuJaNtFBmhpxLnbXE+Ke2x4I9RvYuToUzEu3GIztCQT0vXng7ASp2yEMYNCcJZoOAQQZxgaMs7GO3Izk3RBin6QPEq4ILdQTwwakFHODzhLv63AeFUcrjnCA0bYh/Sr9wUb5qG3nPYNrgEFTjJk?+rCHadypTUlEiGr?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?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?+IVaYngCABlbwmCcpkTA7Flx7Wc1xbk3jWqr7XiE0oAr1qa2A2hpWt2IwWfOQgTT4pJ2I8ZOQaeailQXA5ZyiHXHqWpPrO/E9AAL1FFLaX0Wa1zjTEnCiUQHE09auGpZxrTZxrck0pWqosYSaVV50lExArfTFV3wjDdfj4LUQ9ki7HKC0YD730N7WHtNyzoc0QaFXpUAQojiR6RAqe1ajHPLGdCg?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?/JemePLfU8I5QIGhI+9lNTlXZELHZQWhlMcx0QYgDKCsZW7O9U5JLxcW0uOp1V0RdoXLyMQue1wuDSCugfHbU+kO1c/6/jp/NOcEQwAFRiWjCaKl46lEbchDA1uu0Lljo1qhVomCzHW+wCoBNepQxrZe4VbDu13kK4a3obrglLqFc?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?+RT4VtvY7KZDhNdSlQHYd5Oq92oHOLsCRpdoGnEp91xaesLNdwjjG7IhAGtRQ0Ndd96rOtaITzWDY2nmnVOzomTjqUdRw?+KqRbRIfRgoAMMVji1ompvYd6h5a6pNBUqyJrdzjdey?/4KJs+4jRtosgTztTexOZPkezYduVvTE1rw48xDq7IcMkVLgARTXsVizbSc?+LQsbEY64mhu+OoLJNvRSKFsMilOacNWKX7QRujD7DvTF107obWhoZTIvqMCOs4qhySIH/3bhSpAqSDTqOCxzwgjHQzsO9Nz7H1t7P3UypcroGS8YVLolMcC43acSouSgj?/ADKt1D9r1hG2oxxyew70jLZitAADbvh+6ZyTI6JsNrcKdm9BitwoFzxtqN/D2fumG1YmpvYd6nWta3YmS80NAPyUUSzmhpyXHDaFii0ng1o3sO9KbVi34CopdXetSVNUkIQtIEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQg//Z" width="301px" alt="glass insulator pins">

Closeup shot of transformer bushings in the manufacturing industry. There are other web sites that talk about the general subject of values and prices. One particular tactic lots of collectors use is to do keyword searches on ebay or other web sales web pages such as etsy. This insulator, a variety made in late 1896 and early 1897 by the Imperial Porcelain Functions of Trenton, New Jersey, was employed in the Sanford location.

h3>Insulation Co</h3>

Normally, new and casual collectors do not know how to clean insulators so the accurate beauty of the glass can be noticed and totally appreciated. Long before the modern day era of computers, cellphones, smartphones, fiber-optic cables and the internet, long distance electric/electronic communication consisted primarily of the telegraph and telephone. The electric telegraph was developed by Samuel Morse in 1837, and the initial message was sent by Morse in 1838. The phone was invented by Alexander Graham Bell in 1876.

h3>Patton Industrial Products</h3>

Especially for mountainous locations or locations exactly where ice covers with a thickness of 20mm or above may occur along the line, it is vital to make clear the icing pattern , maximum ice concentration, and conductivity of ice water of insulator strings. Flashover occurs commonly when a glaze happens on the surface of insulator strings . This gap also offers protection to the transformer even for waves with rise instances as brief as 1μs. However, on longer duration surges that are below the impulse strength of the transformer such a setting could give the occasional flashover. The gap setting could consequently be elevated to 660mm in order to minimize such a possibility. This larger setting does not, nevertheless, give adequate transformer protection against very quickly rise time waves.

Nicknamed the "Johnny Ball," this insulator is produced of a composite material containing asphalt, shellac and asbestos. http://brewwiki.win/wiki/Post:57_Antique_Glass_Insulators_Railroad_Telephone_Power_Etc_Suggestions were secured to the pins by many signifies such as padding with burlap, or maybe sticking down with tar. This strain insulator, utilised on the support structures for overhead electric railway lines, was located in the Rockland region. Insulators such as this one were made use of on high-voltage transmission lines of up to 69,000 volts.


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Last-modified: 2023-10-20 (金) 16:27:54 (201d)