In addition, all insulators turn out to be conductors at incredibly higher temperatures as the thermal power of the valence electrons is enough to place them in the conduction band. Created a PDMS-modified nanostructured silica coating for glass slides, resulting in ice shear strength values 2149 and 139.6 occasions decrease than bare and RTV coated substrates. Adhesive forces bond a coating onto metal, whereas cohesive forces bond a coating with itself. But the specimen size and dolly diameter are bigger so that region of sample beneath the dolly is far higher than the specimen’s cross-sectional area. This arrangement guarantees that the coating fails by cohesion rather than by adhesion loss at the steel-coating interface. 2.Irrespective of whether the composite insulator cluster parachute has breaks and burned places, and at the same time no matter if the fitting and grading ring has deformed, twisted, and corroded.

ul> <li>The conductor is suspended at the bottom finish of this string though the best end is secured to the cross-arm of the tower.</li> <li>For higher voltage transmission lines, stain insulator consists of an assembly of suspension insulators.</li> <li>Rubber insulators are usually smaller sized than other types of electrical insulators and will usually be employed when other components may be as well fragile.</li> <li>There had been a lot of producers of insulators, the most prolific becoming Hemingray.</li></ul>

This is used on some appliances such as electric shavers, hair dryers and transportable power tools. Double insulation demands that the devices have each standard and supplementary insulation, every of which is sufficient to protect against electric shock. All internal electrically energized components are totally enclosed within an insulated physique that prevents any make contact with with "live" components. In the EU, double insulated appliances all are marked with a symbol of two squares, a single inside the other. Electrical wires may well be insulated with polyethylene, crosslinked polyethylene , PVC, Kapton, rubber-like polymers, oil impregnated paper, Teflon, silicone, or modified ethylene tetrafluoroethylene . Bigger power cables may well use compressed inorganic powder, based on the application.

Higher-voltage energy lines typically use just air, because a solid (e.g., plastic) coating is impractical. However, wires which touch each and every other will generate cross connections, quick circuits, and fire hazards. In coaxial cable the center conductor have to be supported specifically in the middle of the hollow shield in order to avoid EM wave reflections. Ultimately, wires which expose voltages greater than 60V can result in human shock and electrocution hazards. Insulators utilised for higher-voltage energy transmission are made from glass, porcelain or composite polymer components.

Non-ceramic insulators can be made of a range of supplies, which includes plastic and complex alloys. The major benefits of non-ceramic insulators are that they are less expensive and a lighter weight than most other materials, and they can be used for long-distance electrical insulation. One disadvantage of non-ceramic insulators is that they could break down more than time or as a result of severe climate conditions. Regardless, quite a few customer electronics use non-ceramic insulation.

h2>List Of Glass Factories That Manufactured Insulators</h2>

A Merhson energy glass insulator or a purple Canadian insulator will sell for a greater worth than its counterpart due to the fact of their reputation back in the day. If your antique glass insulator is nonetheless new with no sign of wear and tear or crack, then you will sell at a greater value/value. Endeavor to collect neat ones and be careful whilst handling them. When dating https://lively-mango-g6fkkr.mystrikingly.com/blog/add-a-blog-post-title , make sure you count all the dots about the year code and add them to the date of the mold manufacture. It has been suggested that this report ought to be split into articles titled electrical insulation and electrical insulator. In electrical apparatus such as motors, generators, and transformers, numerous insulation systems are applied, classified by their maximum recommended operating temperature to achieve acceptable operating life.

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unqN/NTCD+/GEBqVoP+AeKMdJvsNsV5wmZW3m/iA6sbGs6Un0sVf97Flhg91AYr7Ik2FSV16sTmqgRVJokp5FPfeK08tO4DaVEi9/yxxFOBQv8AiVXDPssIqFSlTqjVIjKVyVupDba19Te3iCdt/M4m2/ZlojZQn7UjBKewgAG3p4uuLTjZ1y/KJS1ErgP/AE9FmMD83Gkj646SM3SG16YWRq1NT/badhJH5OSEn6YEcHET2gfMo4xso2I8gqyons8UejV+nVlqUUCmS2pTdiNSihQUARp7kf2jbBlXqe?/Jz5Qai2yvSxTKgyTbprfhK/8A8ZwZ0eu02TGcdrFLqFMdKTymnFMFWrtqLa1i3wOImO9UZlXclTITLMdpstx1tvlwruq5JGkadkp7nFmRRxgtYqPkkkpz?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?+qaG8VA5Nr0OnUVkP0N12ZIgOxH2QpKwha21MKcQsA+GxCxqFwFEHzxVUjgPLYQKrUYDlSa98Q3dM0MXaWpSdSipJKlBQFxsfEm2q9sF39IafkqlyJ1Rps9VblIK4cXWjkvKKwH7uIKgBpJKQQPkBibyDnWZxCy?/OojtXFOkIdd0JaQhZWyUXSFFQIB6gkWuRscZDpsWwnERimXry13Irh4f6zs0bAGNOqBGqBw?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?+1pEGGp0s81Cw22bLbCVnwqTqUALgm/4T6TZNzFmlqgU6LI4bZtcCI6EolSn6ShbiLDSpaRNJCrWvsN77DpinVujOetb46fcLa6OP6hmZw0qhzrmhKbknMNPyTnqkPUik0lytMIdXNnVEMxmwY7aFKcWhKwSlxDqiom?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?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?/MXYEDUlCd7C56HaiBV3U3FDS0q3R+cgf9gKwecZXl51vWrv01Xp8C6oGsoaae9aQRxCRniqZBzFTX6BQoiJdLksqfdrv3bIU2oFajyRZIvcnyBwSR52clMa3st0xCtJNhWNQ/PlDEFxLjZ5kZMrsBim5XixpUF5h2ZMr77aWELQUqWoCGRYAk7qA9cOw/xXLC2xkrKB8BSB/SuXvt5/Zu2KNqRvZaPmSPUptzHN3P1Cz/xJsvNCXOWkXsogG9tz3+Zw9jHk5MQjSTzpK7Hy2/8A22+eG/EZoM15gFOk6AkjXqAt62BPxth+G1/0PYIto5zg2Nj1vgUo3XRnQKayIyVsvkFJsgn4jFTZ3XatOlBTpUtVt79zvi4OHzagzIX0HKAt8jf6HFQZ5bDdTUEJukFVgPjhOZvYCagP7hRxxCQWsxOgJCAIqCNtleZxV3H0n+gdHA0kiluLt2AD6tXw6fzbFs8TkBuvKSFggRenkL45T6VlyoUCmtZjoUapERjYSYaZCeWpargBQIANjtbFnQmZ7mBRHKI2NcVkHKU1pSEDWNvI40HkrTPpCYQfSzz7I5ijYIB7k9sHzOWuFiNo?/D+iM6umihtIP0RiRbp?+T2I/u7NBgtMqGjQISQki1rEW3+eGcPhXRPD7QZpxK3LSBJy6HBi841aOpMpQKVB0FJsO1jvtYk79RjNftlxgeG8aWhKX2kzgpDrVylIvYg77WJPyONkJomR46i4zlqkNLFwFNwWwoj4hN/LDl2owENKYTTkqat+BLaQD8jtjbmxpkYWBu6yYsKI3h+ZeT2VqnBTkJAlOpShEwKVc221HbG1o3+kK4fNtNQ4uSKvILTaUDlSEKvYW7A4vV+p04H/0cCk7gjltW+px1NTpyEkpoxQd7aUN3H5HGcIgLJtaXWAgNIulSjvt4Uh9vXA4TZldv0JSbH8kHEFM9vKstKtG4JVRQvtqW+CfyYONGprsZIIQAm+9tkgem2Gz2Y1JJ0stquLD7y3/AHcR1Xj9PwoD4/8AqPr?+Vntj25s8SSExvZ1r7xPTlolqv+UbDt72ueN0pu9K9mXMYUfwldPnOD8gynF4qzXKSqwgtKH/ALyB/wB3HBmd1Ru7ESjaxs6k/uGLdQDtfmPwo6xo/wCI+v5Wb5vtU+1qpZED2e5LaT0DuVqir685OO8L2kfbRnK5bHs8xjfu5R5Ef/6kwY0WvMqFEIUlIvci4B6Hboe/XDd7Mkjqy+xcdi0T+isSIABx81xlHIeSoaZxM9vipNFUPg9TaeD3bk05J/J6Wr9MCuYnvb8zhRpeXMwZKMmmT0BEhj3uiN6khQUBqQ7qG4HQ40y5mes3AHuRum?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?+mO9ynPdF6XCnUEnUgAkd97YT4h5Hj0Gnw6hERUKnVEvtrkSlFSy4S4keIdBc2SPUje+GtBzXQsitTczZieU3DiRFKUEJ1rUdaNkj8uuw6mww3Z9r7LgpwrsHIVemBUdxuQy0Ufcq3KRqJ8Rsi5sNgpNzc2x2Ihjmj7Ro8+WqRxPVHsSGioziWnLDSW0MORl1n7PrPvrLTiea3qkpWgupBuPC5YauoHkMQWRKPLzJFegSJz8VtNNfdIjLK1yv9qWSvSNvBz1J/xX69RW+Sc3M59zrnLNwiOMrm0yZ9w69zFDUdSQVWF1JGm1gANNrWxZnBU0irZhpi5z0llVOg1J+Ohp3SHpDU2Gttte26DzybCxukb2JBewseciN251PPZwv7rzcsceJmc8bXtz2+h4/NAVeiP5MgRKuiAtDM5zS2FqCy2SpYbQr1+7Xf8Aw/DEnk6gM/6uaStuJmdM9LhacfS02aepu6SAHy5qbVcrKkFPRQtbfGm?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?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?/4B3AIHKTlHL/AA0RSq5xVrD2WaVmZj7RobVPS7IWlSCglLreofdEKQfEVXBsNxcEgyLX89BvO0l2W47FZeIgCKrWiMVoF0t21FYsNu41dSRcmzzwaq/GPiJw4y5OpC4lGouWmEz5rt0rKW3FJdR1v+wgJ2BBdJO1iNDq2mMAAWdD5HVeayyOme?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?/wAUwYWewlxGUef9rRY4JrnidmyrZIzDS1ZGfie+UqXH58ipwg01raUnUsh02SL3J7AHBRDqFZQwkO5ceGloG4mRzc26Aa+uAXO2a851LJmYKajhLmKJ73S5UdMiVUKOhlsraUkKWROJCQTckA7dsT9MzFX1U5mM7kirNKEZIUv32nLCVaelkSiT8gcJS9n+tfymWjMdAPP+1QmfErVXFqcbspRSoA2uAR6fztgiZQF5QpFkauXJc2v18ZwL55CjV2blXhRpuTa58/r+uJ6M8s5OpuxITMVa3xO5xzdXO8PuEE7N98Ee5BTeC6pRsXHAom3mm/78UHxVQ6nMKuaE35roFv7IVYfS2NCZUSUtShcjxGyb9MZ54wOk5idQtNvv3R+SgL4jFtqIK2FNyFWBxiSWcypBc1BcUAX63BPp6YHM8sauFVFeJ3Wh9oJt+zf+NtsEvHBZTmRgJV4TF+l/88QeaAl?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?+6lA/luQPTGh8luBUZ6yQkOPuAD0FgPhsMZ041lsZmuiybOvoVYbWuDfHYw/tBTg/5SjvjY+g5hiNoXqCYSB1Budjfp5Ww3rTCXODEBwbqTPVby3TbCHGFHLk0SSpSip2ksEED9kIHS29zf9MPp6kK4IRuZpC/fAE3NhqO2wvirxckg8fVEbpGzxCof2Qj/AOVCvJBIJpMn5f7Ux0xcFFb1ca5ClX1BEu+43GsbHFQeyOkMcX8yMX2bpctO/e0tjFwUFa1cbJIG4CZnU7/jGDQ/xs8VWX43+Cmc/hLmfcvM2BCWr7+Z/X/PGDvaU4ucTOGeZI9LyXnCpU2PMmPH3ZiQUt7m6rAggbnsOpxvHPTpXxCy4gBQDkfUNSSNtuoPQ+hx5w+2eNXEGiqULp94ft+YxMjiHiuZ9AojaDGb5fdD0X2t+Pa2rx+IJfBvcPTWnL367FrEg37YftEM2Uiv0p5aRspxiEs?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?/wDIoXmiSPl/SrJ/jeJYNAD8x+VoZn?/SFIJ0S8nOsrBN9dYdG/wEY4Ql/wCkUEa6k5OZWlJBuqsPHv8A+64zLUX623snPKtzYf8AIiRcbbhWopI+eBWoZvzjSJTkZuqsTEtoLhUuI2nYeg/jh6HpVsxpjvpXqFnzdFSwC3t+oPoV6Gez17X3+vXPyMlqysiG2uHJk+8NzFuaVNtlQFlNIvex6eWNPcSAlOT0o1BILjYG9r7jpjAXsgpU5x+pMhQSHFZckKdsNIUVR37nbG+uJSyrJ7O5IU60fT8Q740WPc9hLu/0WcWhr25U9y6+pExltQIKwsXIJJsk+Ww28/12xUXHPhfl/iZlmoSqjLm0+fSY8h6NMhqSlywSVctYUCFIJANtjcbEb3tnLKl+/tlOlKShxRFv7pOBLONkZTzCSRb7PlE6jtYNqwYOLQSqPjZL2HiwV5uVjh7mqiU/7RXVZtapakcwDWspZWe6m77XG1x87Ygsu5pzBlquIr?+Ua/Ihut/dkKuptSCblCgOoBO17/TF4QuJORssMGLXMzw4bkZpK3W1k30lI6WHiPoLnfAnn4cLM3wmc0cP6y39pSFXkREsFLT19+Yk/sLvfUCNyb7EG+FDiZJWZXijz5pfHdGwYaQzYd?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?/DGb6ZTJlUortXisqd9wsH3kj+rSTpSVDtckC/qPPFLtpZsRYB7zd/kd9rNLHdvXfdaUi8VZuQMs/wBHYL0SnRZ+qUh16I6svtvJABSpB/AE3CFJN/CN9iDWnCOoSotXr0CbmSQ5Akrdjtq5S3A9vqT+IDSQbb2N7qHQ3wff6iZObsnQKnCzmp?+M1T2EQWpzR1NNJaSUJ1DZPe1ht+eKEytXatRKmUJd94kU+QpD0cLuiQ2kkak6iSFWANx3v2OyUAlie4PceXy24I/VAU2W8vBW1VMkU7NjktWaKeunwJTy3GqixH1SI11EC+lQBBsAQQbk7nooV3VPZ6zF7xyqZnqilkqISqY1KYJTfYmzSwD6XxodGcKZNocR+HR+Y2/HT4FuhOoKFyFbG/XvhhT69DQ+Uz6TpCTdKUK19vM2w3hZJ8IMgOn347p2KButbKkGfZi4ithK4OacrTtr2jTV3P8A8RtPnieyh7NvG5rMVLmLokByNFnMPuOIqcW+hLgJsC4Cdh5Yu6lZogxZaEinVFto9VKSxo7eXiwcx8yZeXMjNtqXzVkAKEZxe9/ljUjxz3EC1V7CzYK5eIClKnISkeEAK6dz/kRiYy06n+i0NSwkoEpxG+25/XqcQPECSkqaUkjUsA7EdLdcEGUGw7k9hzbUiYpadr?/2R+l8JRtOdw7vuEy49hqPMop5cdRSDbWTcm4J+Pf/AMMZx43KSivlaCAea+Tb1Kb40flbT9nN6E7WsARbYE2xmnjgoCuI8QIU9Ivt5KSP1/TFsaKiCnB6ylHPGNtTVPyw5qAUaW0lRt/cG4w7ab5/BYoQgXS6lwd7C9r+mE+NTiVZZyo+sWLkBo7Ak2LaT+/HGFl/hEtrTp8KXHB5JBv+tsc8fvSeCs0nqWeKoz2VxyuOebGtzpgTh18pbGLdy0oHjXLF9wmX/wBsYqL2WFo/195yPX/Yp9hf/wBsZxa?+VHQeONRToICUzO17/eeeLw6Rs8V0nxv8EQZ7AXxJy6nfwsHv22x5y+2TvnihuFJF5Mjb5jHo1nmw4nZeuQD7tcb/AAx5ye2P/wCl9BUVAn3mR4gNjuOmIl?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?+V8GU9KySL2v5J74gZ0NH2VVlONJUUtBQUb+Egjcfp88erwTwwgnu9QvHYsZ2uHcfRa49jpAHHWmqIJIy04fh9y9jdnErTHyfHaQAhtDjCEJ9ApNsYZ9jJtTnHCK51CMsLPw8Do/fjanFlhw5WZWlxJ/wBoYKhqsQAsbD549hBq13z9F4x3xNUzlmShc8pCiU8pdiO22Mx8aOPXCmvUfMGR2q0iqONJkwpMD7ScpjjchrYheyFui9xoCilViCk7Y0hlcLRUEIDevW2vUT2Fr3/P9cZN9qL2Zm+I7dbz/QMyNUWo0+C67IjKgNqbncoFQKnRZaVWBTc6uiRYAbsuD8pybpSbMdAa9/NZFRwpqFUpqFRZ7aELsdKaowltSj?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?+PlyqKp6GlKRpSokqO9x2+BwxixUJb5jGsdQQTfex/Ib4h1ssFSydjwHcF8gOONrkBLiwnmEbKIH0w8U69qN5Lw9A7YfriNCXIr7hdQbKWSCR288LKltA2ULEf3SccCjAg7LdsZZbqkoXIIkuDp?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?+uLsk7TSVL47BpaHzs42S0pIO7abEG9hYWGCXI7/8A90VKKtLbDrylbkH8KbfvwFZmfHusdVtKeW2PU7bD9fpgvyMUP5RUhKiCH1ggdzZOGoSDK+uX3CpIKY1WblZLi6WwbAKeTqSB+yD2+hxmTj2sJrcdCdChzJFwFX8WpJt8fMed8aVyqEtRY8dtZ5baNAPp0HX+b4zBx6LgraVqWVJRLkpSANxujv8Az1xHSH8QXYH+YqxeLhefy7lNzljlmkxlgj8Qu2Lj6p/LCrEpLWQ36Ujd9cW2gjexKiLDyGlVvh8cO+JjDknIGUn1KFhTI4uDcXDSN/qcQlYmLgQWZDBFnYRaCdrpASbn0F1WHpiH2JHOPu1dmsbWjmqg9lhlUfj7nBDmyvs+av5GXHV+hxbGVAE8bqkpH7Ql7WttrxVnsvjX7QOb1KJ8FNlWN/8A2mOMWnlkpd431JN/EkSrdLjx9f1xeIftx+K5/wAb/BTedQv?/AFm0DW2kkx+wPS+1/lb6486fbJKf6W0OyCi0uQLH4jHotncW4o0G4PijA9b+WPOn2zSU5roalftTJJG3a4xSX+UeJ9FaL+I+A9VnngjHju8SKcmS2hxtCH3NK0BQKkNKUNj5FIPyxoySWIcynsyAkFxRLqkHSlt1LKtQA6gXKrdDsPPGeeCyVDiXAbTouRJB19AOSu5/K+L5zu27Ep6USJ3KdcUV6UpCSQRYGxuobXH548X08c2Na2/+P5Xvf8bGTo9zgNnX9Gqsc11RUirvPISBqFinsLHA57kt0BRFifrieXT0PPC4ClqVYDucElUyz9l8iC81okchC3E/2Sd/0OBtxDYAGtVXwunJeUJU+mLdIQhBUfLT2xY+TcixpJTVKwOXT0LSlSl?+EOG4GlB7+p/hh9kzIi5/3r7KhHRpJbSdLj1+iU7G2oA2J22xdub+DtfPDXLOYGKetmJPnvsshNw1pSjVdIHYlSgDYX0nYggnGx?/SjGPERdWY1fLitjo7oygJXi+Q5nl6n5KtaTRYMxqbKy5R1lkSdDSR/WBsq2UbD8PmfQ+RxsrJ/CGp5n4V5JkMNAvOwaxFSE7/AHym02BVfYjluWH95XTFPcL+HFLDT7chLcdLS2niHF3WGEgtOrFr?/svKUUjayQL3Bv6JcFsroonD7LkORG08qW680latRQC2tOx3vff5HHlsQ0/5DjR0dhnZXN1zVdXlYb11+PzWh0vjT0DhGzCs5dtw+Fx/C8zeM+U3qFmmqNFKlN01TMSSwFXU3ZCRqt5Dwi/Qm42xR1dojCiVMalJV+nbHoL7U3DZykZxfriWR7rmhUiPJ1EoCbPEJNu+ywB6m9xYHGLMyZfcps6TBdQpRYcU3e9hsSL40+icQ6O8LL8TNOV1pdd+47iF2IrHYZmLbqHiye?/j9bVKVWmpbcBBtdWm1um2BrMUHkUCqLsq6GgCb?+a09fPFo12mpUUgo3HiwC51jFrK9UWgHdDYO3bmJGPXYOYmVg7x6rymMgysf4H0WkfYyQ45xheDWrUnKa?/EkDwg6xex69frjaXFJIRlRgOb?/wC0MX3tY604x17Ezak8YakAkXbycTuP+lA/fjYXF26spxylaklMpgi3RXiAsf1x9Dw3wOPvZfP5RTwPe6mMq29+GybIZWPhtjN3tP8AGnLvCfJ8+m1Kmy50/NLEyHGaYcSjSgI0rcWog2AC02sCT8icaIye4v38jUP6lZI72x5ie2jxAnZ04oVSgy6W/Baywt+Ayh3ZTo1X5trdF7KSe6Sk4eLxEwv8lnYh1EN5qnKjm6VWnisQo6UIGpAWNagLdlHv8LYaU9Ut6WQ6lPKcTzFbdFdOvwGEcl0hdckuxRJ5fKa5iPDe+4B79N8WLAyelvQh15KQrTqUkatu?/XGYAw6O2S2KbIDTG5ieKBpFHjuyhJksodbjgOKZJIDgva1xvbz3Hx6Yt7KtU4NJorEpmn0alyEjS8w+EqfSskXAK7qUOm4/dsP1zhjXnA07l59iQkbFCvAogg39CPmO22A4ZHzBS5EepVWnlllzWpClWKFFCCrSFJv/AGbYSnjEh7Ljpy0QJYZeryTktrv9haVpjdFihuoUdxlC1EuNPwFhNrj8QUn8vXAvLbSxNVBqpKGHF625NtS0X38Q2CvW/n3xSWRs4ZoyXWkxYLiHIs5RK2HklaCoi?+pNtwen7+1j+rcSm6g8ItXp6WXVnSHWiSAPJQPQddxc4zpYZ2mrsb7oQwvVPDRq08fwjGblOmRZCX3IDAWpFhNTHCCRY7K072+J+WKk4mZFlRsxR5uW6lrL7AcP36wtCwog2J6dBti6Mp1ZbzTdFclB2IpIW0pagsDa6hbv38sCWcG9Oabsp5aIjSUK8O/iGpXX0UMCw2LlY4i0XCtfDiMhN7+XsqiKlQMyRnzIqTUkuq8SnXQpQJP97cHH2FIfjLAfQpINgTe6SMaNZprMiMlwRffooALiUkIWU7dLXHfqcUxxQFEhZzcZoEWREiiMhTjL+kEOEG/4diOmNODFundlcNVpRvM5y6Jkn7NdCVaUL9Abav3j/LEqrhbMnkTKVK1RXgFt81xGsAjofF2Nx0HToOmA5mM3UWDIirLb7arrbB/F6jDdVUqqFFCJksJTsAHVADDJDj8JpMQNAsFeg?+R6lHpPFpp+Q4lDHvjzbiuoCVpUk?/8AaxszKzVJYhNtxZiZiVJ5hAspBSbHt6YwusmPn2RpWBoqOm?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?/CFGB/mVz8RApzhnlUNpOlMCKSbbAcgEH6fpgCqzp+xoRKrOuMJCh/ZTe9sWNm9fvHCajRUoCtVGiLBNtylCFD53HbFW1ZHLhw0lal606iSemwJH1GIxOjie4K2H1bXeUKezQ3yPaDzgNt6S6s2/vOxlfvxZmVk?/wDlrqaikbCT3/v4rH2ZipzjznJagQRS3UC/kHo4H0AxZ2WRbjRVLi4Ikg/8eCRj9qL3zUP/AJJPBTGdub/rSy+FEXMY2A8r7fS2POr2z1g5poOkHeXLPXvzCP3Y9Fc7KWnipQCB/wCqfwx50+2gLZly+q4/87li99/6zApf5R4n0CLF/CfAeqz7wd1f61ae0lQSVKli5HT7h3BLm7Nrz2ZJzE6cV8h5TY3AFgTbYYBcjVBdLz?/HnoKQplcixV0H3SxiIqlQen1KTLdUnW86pZ09Lk9sZGJwQxOMLnbBo9StrBY/9PgBGNy8+jVaVFq0KVIAKwoC2LayjSYFXgCoriDlRlcptWi?/PdURb/EE3ueuwAHfGdcmLgF1YqL6mRsEqKilN73JKu2wI6d/TFn/AOtmk0unRaRlqKuo?+6tNoaXISQwy5uVOBHVxdzso2AI2Hng9I4CTPkgB+3mvSdGYqPL1kxFcuPktJ5dhQ0uJnMx1rb1aW9SdYC7jUUrsAoCwAsPDpSOoONacd4T9O4PcP6HQGOYxFo66k8ltB8IWUAuKsLWKnCD3JV0OPODKnGWuwKRFpsyS9LbiuKcYU+sqS0FA3Q2m1gNStVgQPTe+NEK9tvPtco8bL1Qg0eRBTBiwlxl00IC2GVhaUXCtViQCdxfHk5+jZ2tka7cih8nBw88oHzXpR0hFJJh3xD4HEuB7wW+YBJCP8q06ZTsyxXZ1Ndjx5kd99RdbCVribpPe?/iSbjpdSEgAA3x6G5PprkTKeWoz51uRmGlKVptuWiCe1vxfXHmg57SGbuIWcKVVqlTILgYbRDZjQYikgMFV9IShW5F9jt28tvQbiFxnylknIaswIrVPjylxQqnRVrSpa1qRdI0JJNh0J6DpfcYv?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?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?/Iw4TbKSLzras2LCkwqew3IYcaGgW1JI/UYXiuBLigPyGDeTOnRg0UOAJCbAFIwyZqwdkl2VT4j5O27W9vib4TIIVMwItdMvkOS2yegNzfFiwrLAAPYC2GWUYtFeu?+5R2Uk7CxPTFg0rLtDeGtMVxNhewWbDHUTwVC8aqzczqLlPpaBulMYKUr/q/z9MT/AA/0jLs1TZPMQtQse1wMQOZmP+Qqc6i50tNIFza4098EfDUf8mvoFxd3cddyNv0w5E2pnBCef2wrGpSLKShAsEo0geVh+/GWvaPc01dsuakqalPNkDcC4Sevntf88appISVI0KF1WuP8/wCeuMr?+0+EIlOLVa5qJPyUgnt8sd0j/AAhWwH8yu7MgLnDfLJSk+KlRGiCNj92hV/ToB8SPPFY1JCiylalaTzVJ0gfs2Fj/AD5Ys/MHLZ4ZZclFBJ+yYOhPYnlpxVtX1olKjlSSkK1+Eefb6YpiRRVsPshz2YpCZvG7OMpIsBDdaAG19LzSf?+7iycrNuL4z1dSlKCh70B5bubH8hiuPZZaLXFrOpUADy37beclJH0xZuVAo8Yqwsp6CRuP8eDs/ji98Squ+OTwUpnIlXFWhJ66Yg/djzr9tm6c0ZfRYJ/2uZbf/AKU49Es5JA4q0RwEJHuiR1+GPOn22VqVm7LwJvaRMJ/+McLzfyjxPoEaL+E+A9Vkt55UWrvOoF9Lyxa5Fxcgi43x1du6+46zFLKUAKKE3UEDYbk79T388cqI/wCVpSdv?/OHB/wDMcElMYoa6Qt6RHbkvJupa3CQV9tKN9RsOtthcYFNIIu1RPDRXwsTp?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?/fSzdVfBemw?+NweLirrGg1zP1ugQhaNUJa3pVKShKy0PeRzdX3bZUkFSVXKEkqUE3KR+K2q5sKvzbmerUKtOwXHdPu6glvS8l0BHkSklKr2HyttgsyTm3INTrtSazBxJRQYImuBh9MR5wBrkpKVaEoNwVDTudQ6dLEDXH6m5Ji0yFX8p57h1yQ4tbMllskrARsl82AQAsD8OxGx7nG02GBkoh1Lnf+11edV3+9cDEZpMM6aM6N37Q/3v8AZRuba/IqeXoFcqLDjSnGUMxXFqQhLzTYKFKCQAT4wofAb+tP1rN0xUaXQ2HiYs55hx5N9itpStKreYC1D5nCGYc51GtUun0uXLU8mntKYa1C3Lb1EhA3tbcnp1JwPxoU2Wl2VHjLcZiBC31geFAUsJBJ9VKAx6Lo7oxuHGaQDfQfPT7fNeJ6W6UMxLYjZrU/LX3yW8/YscKuN1YHnkgjfveYxjWvGHQ5Q6Y0tRAVPYsAogE6h/n/ACMZC9i5X/l1rKF7J/oUfkRMj/xxsHiupX2RSiAAFT2Ab9vEMemYcsR+a8u0Zni08y0QmVLUAbGOo3677YoP2kc2UDK/B/Mf25PSwupNmFDaUCVvvE30pHfZJJPQDF9Zc5hkyFpV4fd1lQJ9Rbp8MZs9o7JTNbo9WzZVUh2LlzL8g05laLp99fdAW6T5pbaAAt/vL7EDDTZMrTW6XkYTssmUmDXcyusz3/8AkiEyCG0csOPuA9yFjSnp1Kb4nqpwvq09j3mg5umRnFJuUSkJeQtXXunw/IWHlhzQ5Cn46DcWsAMG8ebTIqYsJ+fHalSbJZaU4AtZt2F98J4M5pMrtlWaCNrc9AnmRqqfjcD88VfnoqNap8JxtWhhSElXvO3UlJASm9h+G/p5vcwU7OOVosf+l81ya5Hke4B9UlblilCFpUkqsdOh1NjuQQR5XuKPNguBElMtlTSSldwobjpt54r/AIttisUufUjVH3A2oKaSsBKNI0jYWG+kJFzv4fTGjPhWujJZuOet7rzfSUvVCMEbmkCy3WHa7TXm48VttRUjWgaVLKgB4ldTew799+uIuqmMl9cH7MZZaBNwhAAIOx38z54i48moKpcaY0VaSsuNb?+JJSspCh57jp13HXFm5eby1nytxqcBpflPJUChOhaQN1oUOhFgSFdfM+WWwkOqtSq5Ht2N1p4aqOp3s1y51PakTs?+QYbziApLKIC3UAHdPjKkm?/S/h29cIcQ+BNGyNkZzMjeaHqhUow1K5TIbZ/EAAASVdD1v26Y0ZOpjC3CnTsRttir?+PEZULhvUhqOlQQAPTWnGziME3DxEuZZ52fRbGHe2V4o/LRZamZinzG+XqCE23tuThk3pdbso+PUd/TbDfC8RPMc5Z6HbGQTotJkTGCmCkmgAqCfM4cFhQJASn+fnhJlQQett9798KCWrzH/DfEq63XTkvO1R0BBNnLfDEpndcODS2JsiQCr+r5SF2UVgeFQIN02BWNXbUMBNOazzmpxyosLcptOkuktpCglxW/mPET572xNO5IiMU55mXIU7KI2W4bXWndNyd?+oAt5XGM9zg0d6eiY4PDuCZcOqzR25MuHWXG0Q58N+E6XnEI5LWorBF1eJWoAAkbbdsVw5JbpUmXIk06O9qbS2zdSXUNKWkklVwU6khR2P7Qv1TbD2JU2GSsPIUlxOpYsd0rHU/z/AJiEqC1Mo1uxze2s8sWFtup72B2323+Jt15cKKcygV3fdQmZak3PrBqHK02jstpS2d1FCUp13I6qCCu5sSpRJ63wFViU4wvmadyNRGq9xq23Fr7W/LErOEdE6ylp0KJNhfcE3t8um+BGfUkrCkrA3URYHa3wxMbNUKR97pKSr8OtKEgnVcotcbdPy?/XFn8DpdHpiJ9Uqzr6T7w1yQy2FawknV1tbt+WKhdlqX4UXNhpBPUeeLaoNFRTqZTUFJSrSHFmxBubK+eGSQ3dJOt+yvyRn3KMhtLRnPNuHcJXGdsn4qCSkfM4b06tUKfJMaBW4EhwHdDclClD4gG+AT/ZA2BpSVHz/AIYSTFTLUUJZ19iFC5/ywJ7muN0oYwgUtKZdY5cRpTSkq23KTffFnUFo+6lVrAoP6YyDTaNJSw2G3lMJQQoJbWUgH5d8H9DzBmymlLkLMtSKm0aQhchTrYHloWSj6YgOYqGNxWusyKtl?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?/li4aRl6NORpjylx1Wvcv7K+Gu4GJH+jSDIKFzG3ii6QpxpLhPzFr?/ACGL0lttlSLUySyhTbb7iUqFlAKIBHljsua47YLsAEhIsPIYuh7ITLzdhBpclSu62y0QPiAvEbI4WwHHbGgymwEnUuNISpFz5alatv8AD8sVyNtXEr26AqsmK1Nah+4e8rUwlWtCFKNkK7keXyt28sO5OYqhUnEe?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?+mEeIfHODnrJE2g1Civ0+pnQEBJ5jK7LSSQqwI2F7Ed+pxEZjqeVZ1Xfnw6yyLpTyTdQsdP4VWBuQbC+97C53JxGv5jodOUXko98UBusNKIKfMagOnTtf4WsJ2MxBaY3GwnGYeIOzAUVXC21tEJWmxIBsfLH1p0tqChviXzJV4tWlLeaTrKlagrcWGkCwv8L4hfTAgNEVdmyNVySMdglJ33+WE0mysfRe3TFly21C5EJzVSoBbWFFXOdVqcuRYkDom?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?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?/ja1otjSz3CTiDFKUtvUaWtS9IS1KWk27HxoSPlf88R8rIvEmOpwN5VfkIbTfmMSGVpV8PHc/liwe291Qxv4hF/sTUwVHN+dMyxnUuIiwIdOWgCygXV8w37i3IG1r+L0xpfit/tUehORiVpbqDKl2B8IB3v5fPFHexVRcxUmdxCn1+kToAqs6CuP71HcaKkIZWDYLA6E40pKFyU6QUnzG2CNGZh13Vh2XDuUdlpd?/tAjezFth6/54pTjiVL4SV9jVpLrIQfW6gP34tarurps0OQHDH1NeLl7aiSevn0xU/G1tTnCuveMAJYCtjY7KG+LDQUVJ5rL2WoktJSTGeKRYAhGA9tcht2qPUt15ySlbiXhDkohPqQsrUpp6MohchB02UpBCQACoi4OLhyQ/pitlZSE6SVHy28+uKRqdTp8iSmjSZtO+zpEtckypClvoZU0VhJZeTZxCjqV4CrRcpsdtpwOgcfBAn1ITKIt56i1Cm1mYphSWlPAS6Rq8fW61toUQ2UkCwJ7EDqcCkiiUWLAhVZrM1OW66taVR/d5CE2TY6lGxTy?/RPj6DTfBxC5bDlUFHk1VCPs90Leoyve2Et+HVqSnQNGoouboANklKiQMA0OU3TG0qYqk+M1ISEuvMxQ6w6oC+hbCiEKN7EkqJF/wAHfD0mXSzde+f4SwBF+/f1TWtScw1emtQZVfamRkPKcjtmeFtp2tquuwbGnsshXoL4G2kO3UhdRYbWBpSFKKtutkqSCB+Y64najKiyoCpahR1Oc1DZTGiFlKwdRJctp0kFKbJSLG5O2nccacRzUrKGNIXflrB0kepG9vnhCQC9Ew0811PMZVYqQo?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?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?/LY4Tqzz6W7OxHmGUjdSmzY+t+mKeT7SnFSiADM+Q6ZOaUNIcirW2o+psV3/4RiYp3tc5SSrRXMo1enrCRrLKkOb97AlBt8sD6ppNtcrW4bhG6lJNltlKrgdD1wg6JARqCUAp6XPTz+l8MKdxz4K5hKSM0Mw5BFyifFWzb0UtSdP/AMxwTxZ2Sq6tJpFYp8scsrT7rMStSlXGmwSo?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?+ouO+E2xr1IQUX0lXjsNgL9T8Pn0745QklCxtb63xyxtheNEVLC9KwkoF7WvhQUuStJU0pC7bab2OKF4BUhpOyZ2Plj7ceuHLtNqDP9ZGWPUb/phEsug2LK7j+6ccHA7LiCN16sOVHh9PNqxwehAnqqOoJP0AwgrLvAWWbvZRrdOUrqpl9SwPqcCk3PfEeCwqoQcuU2vQE7q0I0uoHqkYiYfH+iPL0VbIjzCr?+IsO9D8DhyXCYbDOySRvYe535STZsXIMzXhw7wjlzhjwOmk+5ZzrNNUezzQIHzthJv2f6HMUTl3ivS3h2RIa0K+ZCv3Yi4PFvhhNIEpmpw79nGgoYnouZOElQH3eY2Wz5OtFGK/tN1imePEWu66Y6PYD9Ewc9nTiVHBcpdQo1RA/DyJliR8CMRkrhdxfo7odl5VkuJT3ZWlwfQ4PIEXLEhIXRs3xbn8PLllJ/XE1GZzXHI+zs1yFi2wTJC/ocMR47ExG48Q0//ACBCG9kUgqSI/IqrIX9J4buio0udFN7aHGFJ/UYY504qUnI7CY0txUmpPCzEFjxLWT0v5YutVZ4lRzpLjcodudGCv0xmDii9XZPEd+XUaKw7Xn0aGlqQltplod?/TDTv8kxMQDJWs1vtB17d2/wBUOLoiGY2zNpwI+6Hcw1Wp5hSK/wATpwjwUeOJSGlWFh0126/z1x8oVJzHxLWwuE2xCy83/uUqKVKSNgLAXwvFyzQGJSarm+rO16oXumNF8LDZ/wAZ6/IYIl5grctpNPocZqlRAAkIipsoj1Wdzjy+LxuJxjiYxv8A8nafTdbkWCZEMpNdw1/pGcCBlLh5TmI7T7CUoQfDKAUUH+4ndX54hK5xDZnvAUqkqlrSfA7IGlsH0QOvzOEaRw2qE7/bqu7yGzup2Qvt89ziaEvI+W7IgRVViUj9o+FoH49/rjLjwcLHW8l7u736lOjDNHbLQO86n34BDjNGz3nVwNvOPlrs02NDaR8BYfniZYyLk?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?/OpXr39CfFb54jKYqNVgl+E+HkOAEqQfMX0/Hff+GDeNNj0OO200hJlv3DafL1whPM6N1BOxxgt7ykDSc+5TcZYyxxSqaS0gue7OvLU0gf4FFSPzGHqeLfH+hsoclu0mrteTsdFyPUoKPoMIpqjcdwMAmTIeOpxR3uf4DERmmaiVIRDZVYtAcxY7qPb64rF0hI404KpwlnTZGNL9qqux3mxmrhg8ooPjdgPqG3mELSfqsYK4PtWcLZqQieKtTVk2PPh6wPiWyoWxScebKgx?/d2ZKiomyz11LPXr2GJKZKis07ROpkOS4vw3WynUT8sNDEZt2qhgDditBUnifwmzObUzOVEcdWQEodkCO4T5BLmlR+QwRiHEckpSw2otllaypDlwBsO/+LGKsyQMnsR0NvUcNPrN9UdZSR57dDvt8jiPo8MQSHaPnCrU1XU6FqQB5fgIH/hi1RuF6j6qnaaatbhTRVIS4EyhpWdXiBJFh59vyw1co8nUtSClY7EKH78ZYpnEHjdRB/yXxBbqTbiwEonBD5IB6XcSSO/QjBK17RPFulqQK1keny0k9Y3Mb1epspQ+gxGRh2KsHu4hXy40tlxMZ/wuK6DpfztjpqCPAEkkeZvvioqb7W+XWVrbzVlOrwNQ8KmlIdAV3tr0H6nBlTuP/CauNIR/SBtkrF1IlMuNEX7XI0/kTivVOAsKweDopOe?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?/NGdsz3RJmmKwo7NMm2FqVkea?+Oe42VDqXHTYfMnGFJNJVyuDR9fM6eq1sNhHZS1/bJ7qH59FLVvjPnOedNDmyoraQE81SrrI+HQHA/FpddzLOXU6k8/JkPkXcWSpSv8ALBCxDy5TiW5Tqpzqf9zHHhv6noMSBq1WdSGacw3TmbWAbF1kf4u2ANfr+wyzzOn9+QTohYz4zXcEhEyXBp6A/WpbMUdQlRus?/BPXD0V+kU1HKoVIDixcB+SPqEj9+GkaiuPL1uKW64o7k3Uo/PBG1lmLR4CqvmCXFpUFtOpb8pYRt6A9TiTCXn9519w0H5KI15b/ABNrvOpQ2+a3XXAqbIccT5K2QPgkYmqXk3S173MKGWUi6nX1BCEjz3wIV32gMo0uQKPw1oL2ZKovwokujSyk?+YHceuGqKRnbNwRWc/1lbxPiags+GOz8Ej8R9ThuOKhQ7IQHEA2e0UaT86ZUoBMaksGtSkj8SPBHSfU9/lit+InFSRBpyqjm+s+7xVE8inxvBzD5BPU/E7YgOJnEzLvDSKuBHS1NrC0nlxknwt+rhHT4YyzmTM1ZzXU3KtW5a33nD3OyR2AHYYfjjjiFgWUlNK9xyotzxxOzBxEk?+6BxUGkMH7mI0raw6FXmfXExwkCYFYU40j9jTe3rvgCyxAdq00Q2iEi4KifLF35YokSisBLAGojdXe?+KvdSq3tbo1kulYFulr4h57h0gXw4VKUpoN364YTV2SSfj8MVJzarkw5h19NsO0PFTe9/hiL5t12BI36YdB3wHsBigNFSBokpCyASDucMXCs2uThR9fi06u/UYbFwqISN97YvmXUpelaXHBqVpSnck9EjzwHcQc?/prC00qlvEU5gnR295cT/vFf9Gk9B3OGGb838tpyjwVq5RPLkLbNi8r/mkny/tH5YheHeSK1xMzSmmQ1qRHbIcmyQnwMtg7AdvRI/hiHOAFlQO04ALRvBH7KayUJFOkuyHDJUqa86m13rJJCR5Wt+WDIvOKeemvE+8OCw6fdp8hhpGp9IypR41Eo7HLjRk6WkAXK1d1q89+/njpzClF1L1KXdW47eZxmmPMSea1GuygDkuyKo?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?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?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?+FHlXSENjdWyfQeeBIoSKkGVZhN0oSd/344ZCWAQ0kJt4UA/rh8GltMhDYG9gThhNbDW48rXHl3OKgWpJpQk1YK1vOL2bTff8hiNitlbqVOi4WorWPMD+frh3V0a1NRUGynFa1jySOgw5pUDnJWvpdQaRYfsjr+78sEOgVAbKeyLRoaWgmynlDUQdwLXwxeKksL1AkukIHwvhxJiOiShb62yAb7Ktf88N5ocSQADpaQTcja9uv8+WBAIl0lKYtCXXdVrDSjp2G5/S2FZz3MeaOrUEqHz?/AJ2xHRA5ZKQq12ysm/cn/LDlwFlSFuIUpLpGnt263+Iww0dlBcdVLPqSkJYFgkjv1+P5nEM/pMeS6u45awkW7i2JR1SEPqB3CBa59O/0xHvMrcpLkgp2dWSk+W/TEO0auabcoKGN722/Fb54eQ2dSGVr2upXz3OG0VAKEA3ulPXz/m+JNhtICEg/gO22FSmWodqE9hutSWFylN6CLhSTpsUg7EX/AEw3ebKw26y4habEGygLXOw+uGNcXbMU1ANwQ3a/+AY6LcbdZbSQPxpPXoCf8sELdAUPNqQkqhHLEe78dSCHUkBSbb+e+HcKnQ3RKabSpsKWdFvzGEFKkBrRGkuIb12UkbpUfh36YkoRUmY6t1QSPCo7bWIB6fPFSTwUho4ofqVJXFl84AqDqCrV64Wp2pxTVySHhyiki91fs/PE1UmDJgoeAuUkj?+fpgfjuFptxDailaCHAR2t64iy7dQQG7Js9EMeahSgAlSuWRbqlV/34jYqSy4uOpP8AVrU2R5DofoUn5YKasw3IstLYQHE3TbfSeoGIOWyVS/eEoKg?+gKNj0WBZX8cWBVSEqyyZEFTaQNbJsRfqO/8AH5HEcYbJJK0EKvvibpbzKpLjaieW8LkdD6jCztNQpxRJBN+tjv64nNR1UZbWYASOhw9iVWdGfL6HyVFOk6t7gY5jmNiJzmvFFZNWps12oy6pSVuvC6BcEC3U740HwM4h5pjT3aemdrjmQ43oWCQEgfHHMcx7PoV7nSvDjd?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?+v7r4hn3HNZstQ2HQ26/+OOY5iGqXJwhOifpCiRy09T5pJ/XBA0w2uP4gTy0Ap36G9scxzBB8KofiUdUbqDhJIOtQuMIynFtUtllJ8OkK388cxzHP+FQ34lDxVkLSAB0A+ow+bUQ+tI2At9RjmOYUO6absgPNDihmV2xtflg/wDCMM31qZabUg?/iCuvooWxzHMMcAl?+JT5k6WkgdLDEoltPvKiRe7Y+gsP0GOY5hc7ow2TiIkFl5o/hCzYYGpKEpeOkWuSNvjjmOY5m65/BSzbCF0iOtd1EITYn0WpP6AYgZKAxMlMoJ0IdStIJ6E3uB6bY5jmL8VUpoy4puQAk9Cq3yODOBAYkxG3nCvUoG9jYbG37scxzHPVWr/9k=" width="308px" alt="glass insulators electric lines">

Beyond operating voltage of 33kV, pin insulators grow to be too bulky and uneconomical. As communication technologies advanced, electrical consumption elevated, glass insulators became important for attaching wires to the poles. Glass insulators were made use of for telegraph and phone lines to help communication amongst states and avoid wires from touching wooden poles. Currently, depending on the colour, age, and top quality, the value of these insulators ranges among $two-$400. Guy wires supporting antenna masts ordinarily have strain insulators inserted in the cable run, to preserve the high voltages on the antenna from brief circuiting to ground or making a shock hazard.

It is needed that you completely clean your glass insulators as they rapidly gather specks of dust and trap dirt on their insides and surfaces. This indicates if you ever come across these colors, you will sell your collectibles at a a great deal larger value compared to the other colors. History reveals that glass insulators came to life in the early 1850s by means of a man known as David Brooks. Finding familiar with the physical anatomy of glass insulators is essential if you need a deeper understanding of what is to come in this write-up. We’ve curated a list of the ten most worthwhile glass insulators around. These insulators are hugely sought soon after by collectors and everyone.

h3>Glass Powerline Insulators Stock Pictures, Vectors, And Illustrations Are Readily Available Royalty</h3>

Hubbell also offers an comprehensive line of glass bell suspension insulators supported by our partnership with Verescence La Granja Insulators manufactured in Spain. Hubbell’s in depth providing offers various insulator material options for buyer applications. three.When the major and bottom hydrophilic surfaces of porcelain or glass insulators are average in humidity , monovalent salt pollution has currently been dissolved just before loss begins. Hence, with the exact same ESDD, the efficient pollution degree for hydrophobic silicone rubber insulators is decrease than that for porcelain or glass insulators. Collectors of insulators generally specialize in a certain glass companies’ products, or in certain styles, shapes or colors of insulators.

The house that distinguishes an insulator is its resistivity insulators have larger resistivity than semiconductors or conductors. In addition, the strength of wind power often impacts the scope of influence of pollutants on the power technique. The wooden insulator “pegs” or “dowels” are much more correctly named “pins”. I don’t have much in-depth details on them, but I do know that the most popular woods applied for insulator pins were black locust and oak. The linemen who erected, maintained and repaired telephone and telegraph lines employed a selection of metal tools for their function.

If adequate caution and handle in these areas is not maintained, the likelihood of an inferior product increases. Nevertheless, as previously pointed out, when well created, both porcelain and glass insulators are very trusted. The majority of bushings and lightning arresters installed in today's substations are contained inside porcelain housings. Being a single of the top transmission suppliers in the utility market, MPS is usually searching to improve their offering to the utility customer. By increasing the solution supplying, MPS strengthens their net worth to the customer. To further this trend, MPS signed a strategic supply agreement with Global Insulator Group , an Estonian-primarily based enterprise.


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Last-modified: 2023-10-19 (木) 08:04:37 (203d)