Most insulators are identified in some shade of aqua (blue-green) colored glass (standard inexpensive “bottle glass” or “green glass”) but several, several other colour shades are identified. Hundreds of diverse designs have been created more than the years, and insulators are discovered with a wide assortment of embossed names, initials, patent dates, and other markings. These insulators also have to be equipped with overvoltage protection gear.

Lots of, lots of various cast iron or steel molds have been used over the years to make glass insulators, and the collection & study of old insulators can be compared, in some respects, to numismatics . Most earlier insulators have been produced by forcibly pressing molten glass into a mold. The mold was momentarily closed, and then within a handful of seconds was opened and the completed insulator was removed to be placed into a lehr . Modern day glass insulators are/have been produced by mass-production machine pressing procedures. Old images from about the U.S. show numerous phone, telegraph and electric power poles sporting big numbers of insulators arranged on crossarms.

Created a PDMS-modified nanostructured silica coating for glass slides, resulting in ice shear strength values 2149 and 139.6 instances decrease than bare and RTV coated substrates. Pollutants and the smaller the density, the far more certainly they are affected by the electric field force. 2.The electrical resistance is significantly higher than that of ceramic insulators (between 500kV/cm and 1000kV/cm).

ul> <li>A three-phase insulator applied on distribution lines, ordinarily 13.eight kV phase to phase.</li> <li>The heat resulting from the arc normally damages the insulator irreparably.</li> <li>two.As raindrops roll a lot more easily on the hydrophobic silicone rubber surface than on the hydrophilic porcelain or glass surface, the speed of pollution loss is more rapidly than that of porcelain or glass insulators.</li></ul>

Wires in some cases do not use an insulating coating, just air, because a strong (e.g. plastic) coating may possibly be impractical. On the other hand, wires that touch each and every other make cross connections, brief circuits, and fire hazards. In coaxial cable the center conductor must be supported precisely in the middle of the hollow shield to prevent EM wave reflections. Ultimately, wires that expose voltages greater than 60 V can bring about human shock and electrocution hazards. The majority of the most generally found varieties of glass pintype insulators have only nominal monetary collector value, probably 50 cents to a dollar.

h2>Conductor Hardware</h2>

These “pintype” insulators were an really commonplace sight, and communication lines with insulators were strung alongside most roads, highways, and railroads. Additionally, increasing electrical infrastructure across building nations across the planet along with growing commercialization and urbanization propels the development of the market. Glass insulators are manufactured at high temperature by mixing distinctive components, which includes lime and quartz powder it is then all of a sudden cooled in the mold. We are certified by means of IGCC®/IGMA® for installation in high functionality Power STAR® approved windows and doors.

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raS8u5khghXnkkdsKo9SaZKaissVJyeF2L5SN80rJxXA/ED9qjSdDkmseD9GbU5Vyq3k7FYMjuFHxN8zj5VwjUP20vGXTNTWSWLRWgWTJha0IUr6ZBz9c1jy85pd+xPJsV+C1s4b2sHvOsqp?+FHiJpfipwJpvGulqIxeApPb83M1vOpw8ZPsdwdsgg4Gat+CNsVq12KcVJGPKMoScZ9oHjelD8NK5T1xWY9afuEEVlK5QdhSHYR/iIFLuBc9GZA2rftQpphGgfOxGc9qgNe440LQbKS/utQh8uJeYlpVVB82OwockK4tLLRZCcUFn61xG5/aKtb52Xhqwm1HDEZtLZ5lHp94xVfyzUVd+Lfirdt/+G8F+SnXmu7rB/wDsjjP5ZpFJfRC7oLhHencjuaQZwMZPz3rz1beIXizPOZb3T5ipOBHBaEDH/FI4/wAKfXGreJerLi10aO0VhvPdXaMR/wAiof8AGlV0VxhgrWdtu?+IdGssfadTt0ZjgJ5gLH6A5NV7VfFDRdPYxQQSXEg6AusQ/I5b9K5fDwnrepGC61LV5kugSAbctyLnuQdsb?+lTdpwFBpzLI7NfyHLNLcNkjbAwBt?/npR85dDJ3NLOBWr8bazxeH0v7HavbMQfs8SMwyDsXcnJ/5QorlHiro1vaaPLEFtY9SaJnIWAYiT0I9ye+a7lpc2iabpYvJ5EtUJxI0hC4I7Zrztx7qkWu65f38Un3LSkJhub4BsDnvnArD83ZXTDMsNvgt6KNl38HCON7S20q5ebh5Y7a3ubeJ5Uh2WUY3Yjud6qJ4XtdPvodciEUS3sgt7+J0PwK4+7nBHdWwG/uke9dw/cOkNpDHiDT7420jSx2F0gCrKAcsmSu?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?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?/pmq3xv7GVZYn5gFDKc7J+ED26Va8cq9BYnN8szfKWW+Ug9q4R37xx8NJpfDy51w3k11e6XcL5rywFDgtyHl2AK5IyQMY6bCvKszSI7xPGUkj+Flz+H2/z2r3ImtcQ+IPgpZ8TcLtBrF3faQLC+0mVljD3BIV3VzjkdCHODsy9wQCfI3H3Dmo6Rqn2LVdJn03U4o0E9s4BLIR93ICCQVIGMj+VRerPGrU6damjtf+HpX9FfV3/D+S/wCJ1z/t2PjP1Iuv7Mthw1xVxTqPAnG+rWdtpOu2LRIlzcrC32zI8l4GJGJgc4IOdsb7Cu18AcD8L8XDivw+454Ui4x4v4TujA13q9ylqHteZljKTxgTfhG4fPse1eVOFuGNc1/UIoOHtOu7q6jYSKtrEzyLgg5AUZGPWvQ3Cfgl4p+KHHmtcZvql5wqBKJLm/nDRPuoHKAMZ2U53x0rM8Ddf+HjB1buX/tP+f0PS/X/AI7SR112p/FqmLinw?+YzTS+ufks5Sx0WriPwUh4+sbbhxtMm0S2s0CQG14wTUreEheUFopvjYAEjY5wTXjrXND1HQdXutF1eIwXljM0E6HHwuvXB7j0I7V6y4n8CfDi5CWWs/tS6EmowEjnltrZGJPXLCYMx/wCInr0qv+KP7OevcXJHxF4e3/Ceu+TCqTLolyENywH+08ssVVj6BqseoPGWa6O+MMTXXKy/9L9DP/p76q0/g7fwt+obqnn80ZRUZfrmXe480abqc+h6la6vYXBhu7KZLiCRTgpIhDKfzFe0ND8bLHing+z1vTbEtfTQ8t0Wkz5U4wHUjqd9wBtgivE+v6XqWhajLpGsWFxY31scTW9whSSM9d1PbuD0PqaungXxbHp?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?+LO1SK2tkVHmRnbbckCiS2Fr5RYQB9tgBimtNB7kXwR1uv29uY8pjTsT+I+9P/wB3p/3Vv+QqFjUCWQqSgzy8oOAtb5V/8Yv5NSxk2I6z6DKh70QDbArAMUoCvWs5PNTXKcil8hpSr60vG+KY28gaRSBuKUq+29b7bYzTC51vT7cvH5pkkTqkYyR86jlNR5bHKEpcJEhyse1R11rtpZyGIAyyKcFFIGDioHUNavrxsQym2QNgqowWHzqLieMTuMEA5GSMn3NUrNWvotV6SXczXFXiff8AClxZanqNtGdIkm8m6EcZLxgg4kU53x3Hoa6Fp2oWGrWcGo6ddR3FtcxiWKRDkMp71xzxOt47zg6/gEiF4ovPjGMlipz9Olc18F/GO74J1FdE1pnk0S4k+Nept2b/AHi+39oDr1qtDWqNm2f30WLdH7le6v6PW+DW8ZoVrdQXtvFd2k8c0EyB45I2DK6kbEEdqNWjnJmGVlYdqXyjl?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?/npT7w4nvNO1FNMvQzlRmCRgfjX0J9f8RV9/7OmuY/tKRgkjYsdx9KSOGjApguIihGOWQDBUjutQynujhmmlj8petIjHlDlwf?/bP+NSsg5B5o22c49ulVfhvVGllNjcYFxGMsB0K9mH02+f5myTSKYvLzuYwPqTVbO0lXIcop5csAkSBmz6mo7VI7W+tQ8BUSRHYDrjO9LkmcI0R355OXPsBTN4ktrrAPWNmONunSpIWZeF0M9vHIN7i3giZZ5VhhjJGT8Tf5271V+KZorjT5ha2EnJ+AeZJ8ZJOc7gKu4z8qlLnFypljlIeSRnUEjZQcb52HT3+VVvXfOurR7dlJjMoBIOe/XP51c3qKeRqi20kVa1s9OkmW2hRmlkZY3kMnNg57bZwN6k2hkl1Ge5LeXgCMYAAVQO2Kc8N6YEmMroUEZMnMd?+gx3+VGv4hFEkccZ55OoHf0/wqt7m55RalFLhBuHdMjmSSTmYo75HN0JH8utWL7P5aZXfAxy9hQuHdMlS2X7RlV/hXrin10qWueeVQAcZOwqxDG3LKc8ueCLlgVzsrDfvQ5JFgTmw5x/Ee5p89xCGPKzsR/ZXIPyJqPvonvo1STKKjcwAOCfnSTfGUPiuckR9oxIS5BJ3zy7E0vHsv5Ud7ER4WPmww3JbYVvyJv?/EL+tVWmTb8n0A5aIq1ir3NLWvYHI80RokKCxIAAyc7AVFXnEtlbBzGrS8gyW6L9PWh8UsEgiZmIReZiB0bp279aq0c7XU8SQ4MannflPUjoPTrVDU6h1vES5RpozW6TJG51XVLws08pijX/dIcDPffqaaLLyRsnkhA+5b1+dFZhHnmYn0z1HtTW5JnYhTg?/XP5Vm22TxkvQglwkLWTOCuGJA6nOP1qJlvWh1h83SrEiqqxAjPMSep/Lajv5ySKoU56Drn60i70y3nvre6uY/vEHMW2J9hntUMZD5cEfr+n3er2wEKmLmkMbNyg8wAxnbqd9hXmG9gl03V7rT5mYPbzNEM7EYJG9estTL2sJmitHaRMGMoQxPsB2+deUeO2u7bia7kvIDbyzSCXl5skZ33+dVda8KMyxpumjr/gj4xzcHz2/DPELF9FuGIjmJ3tGJ64/sZIyO3UbV6futY0qwsf3ndajbx2nIJPOaQBCuM5z3Hyr5o65x/Z6Fe2VlI4WadXlwzYAUbEk?+5OPnVp8PPGEcTcTaZo?/E3E002m2BMUVosxEaIxwO+Dgnp6Vb0HkFJ+1N/wZ2u0yT3w/wBnsyHxftNduZ04Y0i6uLSL4Vv518uKVu/ID8RA9cCoPV+LdTuHYXuv3CDJHkWaBce2ev61L6dZ2QsIYbNIfI5RyeXgqR7Y2p9Dp0SIWWEA53IArp41J9HPynJvk5hfCa+k5rThm+1CTI5ZLuZiPc75H609teG+LLmHyjcW2kwtsUtEzJ8ubqPoa6L5Crue3tRVSJBz8oOOu1K6SOTbKhonh1pViUnlha4l6l5t8n1x3+uata/ZLCMhFTn6DOwoqSNLlEXr74rDZRwuJ5eV2wclu3yHanxioEUWkyB1Th651mT7RK0vKm/KRgAewqu6odM4fRhzI83XH9kep+X8qunEWvxWWizanc3UdjYKMPdzk436BFHxOfQAfWvNfih41/Z9LudJ4CsHt?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?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?/AGdoPsiBW3cuPif5t179B/Kn8x5kK5RziIOKS6niDfFAnUYUDH86BLFG783lmUn+Imtos/D08ek6hJLJauQltck82D2jlP6Bu+N+tSjWTDYIAPmKljumuOiGW3OSI8piMgg++OlDAkLEkqoHXNO7l441B5weTOQO1RMlxJclyzDk7KKblRWMjlHf0JvJBgrCyE4OWph9jH/en/76kh5eAhUEkYrf2MegpuSVRS7PfWDSguRvWUtVOK9dbweYlO8QoZ5VshArsFMhdVwMjA65qC4ZguEtSLyLyXdtkOAQO3T23q5cTw+ettDuCzNlvQAb1DhGWMohYDHXNZeqjiWTU00vhgaTREkuGKgkk0JV+8ZgHwBjb19acOqImckcp?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?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?/n8qte5FcdkcIW2P4IqfDNjdcb8e6jrXEErSWGnlLSwgVgyqpUMHPLsWGevWux22lQwW6sqgPFnKjYEen5Vx7whSy0PVLnTLW3aGOZvNROYtvgAgkgZJAz8xXcmn5V87m5Q6hDt1Pr9a5TWxlDUNvhHoHjG46aOFz9lD444ds72weRkAfHUe1c98GzoHDPiYbLULK2mfVlEFvO8YzFKpJGCenN0+grsGtsfJZRGWU5O43Ze+PfvXD+OtHksrz7XZM0UkLCeORRhlYHOc/OpqLPbsUiXVaeOprcX2euFjhK+XyL6EbDH0FQWu6ZBNblIwH29e/rWvDHiKLjbhKy1pHBuXQRXfKdlmQfFj2zuPmKsNzpgl35UIG47DHrXYRkrq1JLs4/Z7Fm1nMY7SS0fbAxtsc4+dWrQea4by/Mwi45sf4fOm2oabm6aJRkdyo6fWpLTYBblUQYGc9MZPrVJwxItqXBc9KnEBWFPhX0FXzSpC8Q5gOmBkVz7TCPhJG+9XnRpyIh0b1q7TJxZVtiiVuLfbzdh7d6jZY3YCNGZQKc3N47jlQfLPWm6tJkt09c0W2KXaFrTSIqey5pC0rsewyaZ3NkhOAg5sY26VYGRWVgzhgd6jNRJixFCOYt6dvnVG2uEo7ieFkk8IhJpljbyIGJz+Jsj4fbFZ9niXDvnJHfvThrFUHmIvxE55sdaGiuxIPxEVk2QbfPRoRkscdjO4hjKExqNutMvIySFwGO9TTxRpG3O3XtULevI3NFESoPUgdahlBRWSSLyys33maJctLYx5tJmJukH+6Y/7wD0/tAeuacRsiRgwlQpOSwOebP8AKj3NvlCknNjvkdajrWA2fLAiMbVjhf7h9D3qu4OTJlLCCTA7swIGdiRS1dnQAbHGAfWipCSG5hkA5weladI0PKQ2Dv8AKl2Ndjd36APK5Tgnnb36UsKig4QNn9KSHwzqMgD+1/Kth1YZVWHyPQetOUEux2WMp4gUZWPwsuDtt9aYcrKwjjYeWBgORgCpz7P9rKiJH5s4AA6/0qQt9AtrfL3cwIb/AHatkfU/yqzTo56h4iiOephV2yEj0u4nj8u28yQ4HxZ6Z/lSf9F9c/7uy/8AOroOi8La5rRWLSdPMVsu3ORhAPfPWrF/2Q6z/wDNrX8j/St/T+F+HyRkXeTzL4ncFj5dx2oqt8IyK0BjrS1AI2rpZM5giuI4hJp6SFV+6mVwT2O/9arsLGVWIyOUkHr3qx8UME0vmZuVfNjBOd+v61XoPJZORhkn4iAdyKo3v7L9DxHJV+L5jG0YiiUlW5sDOQO5qMvtQlextpPMKKV+LlJ2O43PenerNJfaoxBIjDhVAGdvT509WzItIYSqgBGBJXPKTvnHY1jqDscma7xGKQTT4gNPTzZgQnxnk2LbZ96ipuIbuTUPsenwM+BvJINvoP51LWkvJbJzqrHkX8RGMbDP1rVxFAiCVIkVz8IwMEAgb4+eafKqTSwyGMlFvKA6O935hW4YF2k5TtuBsBvTuaaJrWaJziJVKuWHYgEf?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?+U9TQpcRIcKc?+h60cSRBcGU59lJoElyVY/Az1nzbjwWox5QykMjKUL8oAzuaYXMoQjkOT6ruKPdzsxPMPLDbYPemciBFL82QKrSlv6LEI45YLnBIMjEnH0oEwGDhetED4bYA59aW6hhvt6+lRuGSXJD3anIDqcH2oMhTkC8hUL2AzUnc27KnPyHlP1phKuNl2HoailFroEwIwvZSu2COtNrzymXmG2B1zRJWOMR7+gHXNOYdAuZ+WW9cQw9Qv8ZP8tqkhp56jEYIa7Y08yZXWMs8yxJCXYnC7fETU9YcPyqgl1JxHkglB8R/oP1NWnQdBur6QWuiacxJ2aVjkD5sa6LoXhpY23Lca84u5BuIwcIPn61t6LwXO61ZM3VeUWcVnONF4e1HXCIdH08BBsZWGEH1NdB0Dw20+wYXOrkXc6YKr/ux9DV0SCG2iEdvEkaLsFRcACkknBNdRTo4Ur4mNbqp2PkEoSBfKiRUUdAuwFK85v7X60KRt6Hze9XFxwVclwCZ70tVxtmsApWPQ/nWe2NIDjbmj0VZE6rdQZ2zsXANQsDHmeM782OXHrk/0qe4zns4dFuLW7uYo5JCjRKxyXIcHGOvaoKCQ4aRImy3MuA2D2O2Nj+IVStcZdMv6dfHopE0U0F1O3xZMmVHTG+2aUuoTz3UqGQKkJBzkDckjp?/ymt8T6nZ6exwhZi+yLgs2O59PWqBqnEuotLLCYfJSYkDlO53PUj/iNZE5qrLRrxg7cZLuOJdNsozbXWoQCQfAIwvNIeVvfAGQKrmvcRarfMI0laBCByiMYLbnB5ux9sfWqbFDbyXJcMYpu7J1/P+tObTVblW8u7gVoEyof0Hz7fKqktVKxY6J1p4weexxOs0SvK5YYIPwthnHfPvv9fal2GoKiq7uWjJ2HRh8/WkiZbgyNZyiVeXJibqduxqLuIlmkUyArJ1YHIx7Y7/OowlyTszxyHl?/i6ghtt+lU7jbw7sOJoWlhj8u6QcwONmqetpUg3IG2QWk9Pb+X5VJwEzR8yqTnBQZ6r6ikcM9jU2eZ9TtL7Q7k6fqlq2VBUuR+Me/02rlXi9ZarpFla6npDOdPiYrMqjZFwMDOOh3+WBXtziLg?/TeI7Ca3u4UJlUjmIGR3xXCeM+ANS4dd/NthdWUo5GRxzIydMHtVS2uUfkgsojqVh9nBPDvTheP/AKRW2oiFnXkCud?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?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?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?+h+Gmq6gIp9VdbKH+xj7zHy6KKuafxc926ZSv18McFQsLOV5Fgs42vLgnAITb/lA/xNXrRvDa8uis+vXDRJ1ES7uT7+lXvR9A0jh+EJp1qisBjnO7t7k09kfJO+a2qdJGHBl2amU+yO0/StO0iDybG0SIDuB8TH3PejPJtsKXI3agv3rRhFLoquQnmDZGKDy5Y0RmxQ+Y5qRLA0wjG1C5t8EnqaJn4iTQpNjSgJfrikbd6w7nNaIzUkegNHHatVlZSgXaiRjdSPWhAg0VOlYsuhIfmRxLWTy67fJkDluZen?/GaTBys7fEAUxkH89hRNdC/v/UT/ABLdyjH/ADGgwpISzBuUPgsxHYda5+f52dJXlwQ5SVmby4lyT2X0pxHbpzZkZiw?/hXc/nTWOaNIzyOFXu2NzRVflOBzAHoM7mkwx4u5tba6XyJIVC9fhG4+vaq9qHDl8hL2TmeMnJQncf1qwvcLCuGyCf4R3oEk8rpuWijB/AOp96ZJBgpc1qrMYZ7f4uhB2waYXekDk?+6Yn+4RnP17VeZoYL1SkkYHof4qh7nQr+NvMtpPNi7g9agkkyVZwUGW0e3lMbqYpWGOXOB8we9b5DGAZxyBRvj4t/erVdwBxyXSZ5RgAjH61C3Wksv8A+TZiB8TAd/aoZR2rgmhJ45GqarJbqQzc8SgAhz?/h6U4tb9bscsDnGf8AZt1I9jUHdW0VvJ5hV4nO7E/i/wCtAF0wfzbOdU3yx5s/qapWXuPBLGtS5LVGkGC0ZZZh1XcsPam1zeQwycsjtliNg2SPnmoG518QuBdpOVbcSRqcrv6+lPY71LqHzF5JlP8AFjfHvTZXKS4B1IjeJuE9N4ghZnjCyjJEg3bP9K5Pq2l3ehz/AGO9hZkz8MgHw12ZXnBMY5RERsoPShXunWepRC2uY0kGMY6kCq02mSw3V8I83asItG1eCdlDxXo8jOccpzzK3vuCPrXZfBXh83vn6pcR/Ch8uNiOp2JqmeJfANzDbyxWaiRXdTbg?/iSQOCuPrj6Zru3hvp8Gl8O2Gn2yF1WEF5cYBYgE/PcntWp42l2PP6EOrsjFfuy12yz2IC2rBgpGzb5HpT1NW2IuozG3fl+LP9KRFFg9M7CsnhaRSoOM7E10Sk0jFcU3yOElSWPnUnDbjO+1MbgsMEHGelZHfLaoIJM5UYBA2xWG6tyPMaRcexpkmmPUWgDxedGVYn61ReIbEWEjTIqrjPxt0/KrnLqMAYmPmIHaq9rUSakS0mGwMqh7VWsklEljBtlBm828bdSQOmOg?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?/GDlf05q06MQXxKc3ueWHllZXwWNEeYCMb5PpSEjYsS4U79zWXQCDmGKuVTTXJA0n0DlPNDzGPfPKP6Ux+zx85dvgIpw0qCMhfi7n2NMpboHPIDmmWbXySRTwauDz7K2B64pp5KRtzZG/XNJklKMSzg/Kk+ZznIQH3qvKxdEsY47NSRiSTlX4U9T3+VKUCM7Jgd6SRJnJIX5VvLu3lRozk7YUZNR/KctsRzajywhlZwPLbAHpSrdZpZeSCAyMepA6f0p7Y6HKMSXshRTv5SnmJHoT0H0q3aLwve6oRBploIolHxk7AenMe?/fb51pU+NnP8APwjPu10K87Sq2uiDGdQmEkh6RRHYD3arVo3Cmt62yxWcP2e1zvI2QuPbO5q+aDwFpOlslzfkXc4OVyuEX/l/rVmLJEoCBQANgO1bVOmhUsJGVbqpWPsrmi8E6To4WV1F1OnSR12B9lqbkPLv7YG/alNKTtjrQJGB71cjEqy5ByOTsDtTWSTAxmjSNimc+SNutW4R4I84MeQ4xmmsspHetl+3rQHIAx3qRhuM88560aOffrUe7EHpWJLhqaSReSZScHajq?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?+GgZkutduGkI38lDhc+56n6Yq72lvbWUCWtrBFHGgwFVMAVvafQQo5Mq7WTtK7w94fWdgqTatILqU/FyYwgP8AiauEYhgQRQxqiDoFGBQTKeuQTWvNz9PerigU3JvsK7Z6UNtxSecNt3pLNjIp6iRt4Mdu4oDZJpbE8p3oLZ7VNGIjlkHMcH6U1cnrTiQHOKA4xtU8Ro0mGNx1prI+Ouc09l37UznTO/SnAAY5obEg5rZODjFaO9I0OiLjkIPWnkU+2DUduO9bSYhgM00kyTKzYGaPHP71ELcZGM0eKX3oFRLxtzsealOgLFh6U1glxTtGDb018CgVBzuCMetKb4Rk1udzzBh0brWjhl3psZc4AwbjNZWlOV6VupAJqKPG/MKcxKvMM02ibanUXXOM7Gs2Yw5T4iu3+kdyoY4ZUP8A/EVUEjAgkIbct3NW3xI24nmH4cwxH5/DVOlbkQxjIJPc1y+qWJs6nRvFaHtoWkUE45cY+tFmkjijZsgkfpTZGNvCBnrihzK9wQq5OahaxHgl285bCRzl5FAOOY7YHep2GERRgNgtjdqiYbVVVNirYySKcFriMZMrBSNqWDX2JOO7hE5aqmQzZJzjrRpJT0AJJ3z6VE6Zd8i4nY8ytjmPfNSXPjI6b9KsRSfRWknEX5xjQs4GDt9abyg8hA+I9SFGTk0t5POXygSB1OB1rGRkU5kyT17UNL7HRf6jORjH3y3atGRp05mAABxjFLe3aQ87ykjtsM0J4J4mwm6Y/iO9M+yRSX0Ruuaetzp88aqCXQkA+uQw+W4FMzyq8JQHJ5Tk71JytMfgVSobYlsUxt7YquZR8aErlu+Dt+lMksvgdueB9ExEbARhwDkD0phdufMGSCR2HanbSOkLAL+QqOnmKuGP54/lROXSyJHlgyM/iJx3rEji58YA2oZlZpFjRlxk5OO2KSjoilnk/LrmoNqcuSTcPFjUYVQGY+ppvNC7NymUKc/hotlHNdkBcIgOTIw2/Pual7DTsyYt7driVjsep+grRo0krF+xUtvhXznkhY9JuJviP3UZ/jfY/QU/stF55wmnWjXE5wA5Gfmfar3pHAlxd8txq7NHGekWcNjt8qt1ppdhpkQWyt0j2w5A3b5mtSnRQq77Mq/VzsXHRR9K8O5JSJ9bucEHPlRnP0Jq22tjY6ZCLexgSFB2Udfn608kORim0hxsa064JIouTfJhlbOcnetc?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?/OkK2BkMTnckZ3rMj0qdtkZMROcqPankRJrKyqdg05V4oHHEo//AG0f86pUuZJUQbAEMfpWVlcvrP8ANI6bSf4kGabLBP4adREA7HfHpWVlVl2iyx35hVBj0pDSkqPnWVlKhi7DIfMPlnb4S35VMW8Zlj5+Y79c9aysqzV0RXdiw4yVVQAOp71qd1EYyW9sVlZSsiEK7rHzR8uP7w3oMkzHbvsc1lZTWKhuo8wsXAx1260CWJRG0oJwx6VlZSQ6HPsayyER4J26UwlIlGWGAfSsrKin?+YkiJaIEqM9Rt2/OiWNvaTRpM0IcnJXm6DHt3+tZWVc0UIzfyRV1c5ReEy68M8MSa0Q8t0I40GSFG+Pbaui6doOnaREBaW6AjYud2P1rKytxpRwkYtkm8jktgUCVsisrKkj2RAH6U2l/FWVlWYiMbSk5NB5vasrKtR6IgbHl3pKSHmrKylYBy2F5u9JEhJFZWUiAMCc0onNZWUgGj0pPxb4x0rKygDRAwaFKM4+VZWUqAayqMGmMxQZDAk1lZUr6AZtgk8g/Ogux5fyrKymEkQDHPMPemznDVlZTWPQqCYq2KkoZ2rKykFHaXDBaWk7M2SNhWVlMs4wBIRynkB9dxSvOPp+tZWUxAf?/Z" width="300px" alt="glass isolator">

To make defective units clear, glass units are developed so that an overvoltage causes a puncture arc by means of the glass rather of a flashover. The glass is heat-treated so it shatters, generating the damaged unit visible. Nonetheless https://umek.pro/ of the unit is unchanged, so the insulator string stays collectively. In higher voltage systems containing transformers and capacitors, liquid insulator oil is the common system employed for preventing arcs.

h3>Right Here Are A Couple Of Individual Webpage Articles On Glass Insulator Organizations:</h3>

In electronic systems, printed circuit boards are created from epoxy plastic and fibreglass. In electronic devices, the tiny and delicate active elements are embedded inside nonconductive epoxy or phenolic plastics, or within baked glass or ceramic coatings. Each of the components have inert surfaces, which show pretty fantastic resistance to surface arcing, and both are really sturdy in compression. Exactly where ESDD?equivalent salt deposit density of pollutants on the insulator surface, mg/cm2 L?the distance from insulators to pollutants, m A, B?constant. 4.Due to transparency, some or sun rays pass from the glass insulator, thereby decreasing the degradation of insulator.

Raise in population, urbanization, and growth of the industrial sector have enhanced the demand for power in Asian nations such as China, Japan, South Korea, and India. Additionally, an raise in government efforts toward ensuring a clean power economy and rising investments in energy transmission infrastructure propels the growth of the glass insulators market place. Nevertheless, increasing grey market solutions of low high quality, and volatility in raw material rates are the significant restraints of the global glass insulators market place. Lately, some electric utilities have begun converting to polymer composite materials for some types of insulators. These are ordinarily composed of a central rod produced of fibre reinforced plastic and an outer weathershed made of silicone rubber or ethylene propylene diene monomer rubber . Composite insulators are much less costly, lighter in weight, and have outstanding hydrophobic capability.


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Last-modified: 2023-10-18 (水) 01:17:08 (204d)