The worth may perhaps stem only from the fact that an insulator is a piece of United States history (or an additional country’s history) that is no longer getting manufactured ? a piece of “industrial archaeology”, so to speak. Or that perceived worth may well lie solely in its practical value as an insulator, or that it is nevertheless completely fantastic for other makes use of such as paperweights or candleholders. As I’ve pointed out elsewhere on this web-site, my most important purpose here is to concentrate on the background and history of the glassware becoming discussed, not on values or costs. This site is not intended as an appraisal source so small attention has been given to values. Having said that, because the topic of values does come up often when men and women create to ask about insulators they’ve identified, I really feel that it is finest to address the concern in this article.

ul> <li>This insulator is coated with a composite material containing particles of mica, a mineral also employed to insulate early toaster elements, fuses, and switches.</li> <li>This insulator is one particular of a lot of gorgeous pieces in our museum at our Idaho Campus, and was removed from a 12,000 volt line in Idaho by our Senior Vice President, Alan Drew.</li> <li>Insulators are generally designed to withstand flashover without having harm.</li> <li>Lots of earlier insulators have bubbles, streaking, “snow”, surface creases and other marks of crudeness which was widespread for this type of glass since high-quality requirements had been not generally set as higher as tableware.</li> <li>Shackle insulator - In early days, the shackle insulators had been utilized as strain insulators. https://click4r.com/posts/g/12416841/ </li> <li>Other high voltage system insulation materials incorporate ceramic or glass wire holders, gas, vacuum, and merely putting wires far enough apart to use air as insulation.</li></ul>

Regardless of whether you are a collector or seeking for facts on glass insulators, we are certain that with the information and facts dished, you now know how valuable glass insulators can be. Make certain that your insulators are in superb to very good condition and watch their monetary value swell. The force of demand largely determines how nicely an antique piece will sell.

h2>How To Identify The Worth Of A Glass Insulator</h2>

Right after 80min of 100μm water droplet spray at −5°C, 90% of the coated glass slide remained ice totally free. Comparable tests on the insulator exhibited icicle formation on only isolated points. Pollutants and the smaller the density, the more certainly they are impacted by the electric field force. William Franzen & Sons- W F & S MIL marking on base of amber beer bottle. Mold number “33” on the base of an emerald green soda bottle made by Owens-Illinois, Inc. Millions of these forms of “generic” non-returnable soda bottles have been made for many years.

They’d go out and do a job and there’d be an old pole with antique insulators on them. They’d swap out the old ones with the new ones and to everyone else, the old have been just junk. So my neighbor knew a lot of other insulator collectors and it just went from there. There was a national insulator show in San Diego and even one particular in my hometown. It seemed like there have been shows everywhere and collecting insulators was a frequent thing. Insulators are made of ceramic components which include porcelain and glass.

So there’s a lot of the old rare desirable stuff out there, been buried for years. Generally the guys who locate the old ones do a lot of analysis on where poles utilized to be and they’ll commit many years digging around. The very best issue about glass is that it lasts a extremely extended time if you take care of it. Insulators were meant to be outdoors so they’re weatherproof and survive seriously effectively. On the West Coast the only individuals making insulators were EC & M about the 1880s, which is pretty early.

The insulated supports utilized for this purpose are named standoff insulators. The invention of suspension-type insulators made higher-voltage power transmission doable. Suspension insulators, on the other hand, can be connected into strings as long as needed for the line's voltage.

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?/dFJ+8OddDZdo6m0T2iAdeGEE+f/AEufcX9cvLiMtPjAXSNr7QGkr9reRozT+m9U3NqJcV2mTfItr3WtiYjkplb27eCFeqVBBQD91jnSuzcZNG6q0vqvWFsVPFv0ZPm2+5d5HCXC9EaS473aQrCk7VjBJGT5Vz+9erTpfjTa3+zvqTVTMzUmrg1q7RU60SPQkNqdIlzO8cQEM4GTlKlZ3Ap5JKS32XWls4Y6H428LdWwLuxqa?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?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?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?+KczaLCJLZjM+E/FdO6d4mX9m9qtnEeDb7Ul+D6ZGMdh1S14UkbjhTg2+scZwr1eYGRU5smpdOamjGdYLvEuLKVbSpl0L2KHgR1T7iBXBdi1nqHSnHO+agjahnOaGuOpU6RmonO5RGS+htxs7UHDYK2SlRR6oRkJ6jDNERq2fw94Q3KPf9TM3DUF0vUSU/p9943SUlkqWkFO8Bak5V4jCc5yAMMbsWsSJdIMcO4mPEQlP2jRdJDYPLhkQF9FXAFObgkZ8eVaXEIA3bE5x1xXDuvjxvtM7hvpXQWutaMXJ6Le73CjXp91M+U6yptxEWYgrKXQSysICht2vYPJRqxtL6vV2itfS48LV2orJZbtoK1z1M2i6LjuwpqLi?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?/o4r1CJaFfb4YcQBkFteD8Uk/3mjhCsSXulaw0Tz86K2Lmxmxl7e1+M2Uj6cYoqE8NEZr1HmQceyk9zvdmsbHpN3uDMZHVIWfWV7kjmT7s1xlrfth6vnboWh1KtrHzTMkNpceX+Kn5qOXnu+FVVM4t8S7jLVNn6tlyXl8y46lClZ95TWoW5Xi7rpbbUjhpNLjz4LtvUfGpxxLkfTEItAApEqQkFQ/FR0HxPwqurjcrneZHpV0mvynfvnVk4HkPAD2CuaE8S9eq5nUTv5Jv9WtieJOu/9InvyaP1aYLchecuOkja57cx5fddHMOPxHkSIzi2nUHKFoVtUk?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?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?+wVVtvMEqL7pJQsS5pOXCFcuu9P3WywrdLXquBD7lUeG256KUOlpvKklStywSNuQe7UUk8upBiuouK9vlMNW7S9nei3RlW4znpBL6FgDcvfyC88uSsgg80+XImr+LHFO9PxHXtbTFznpIJW4lJyhLazjOPVHIDl0zypnHF3WD+LQxc1okpJAB7pLaVeaXNvM8+gG7zwKS6hBKz0+kouKLX02GDJMRIEkSe4xoukI8acuNhyY0VEhJUpBKsNr9VPXoMch7fPnXky3yZqtz0qMM4KwljkrAwM5J8CemD08q57svEjiEiGtmVql191t5xK3e6bG47jz+b7aW/wka8KgBf31ZPRLTeT7vVq7baRK5Nx0qdRuXtbOR5D6rpqy8Q9YaVeitt3gvwC4lkxSAcJ/BU5uKTgeHL2VcOm?+IVm1CkNfL7kOWeRYmtNjcfNKgAk?+7kfZXz9uuq+JEhMNStWiDskJWUvpRvWBn7kIJT7yAPbWczX3EWISp29v92eSVpQ0ptXuWlOD186BbErcOlpp02OIkmZGXlPJfSpTFzzhNzjq5Dbuin9eivnxpftNcY9KpDMXU4nRUjaiPPYS62gfg4woY9igPZRUdWet9Ppjs9zZqNcDygH6qioMu/+jNOpireSG04ZLASTyx84Y8h4dPM8qfbfPE1a2nI7jDzaEqU2vwByAQfEZB+isbGjvLdHUt9KWwS2HpB7lCiDjqrAPLwz408sWGKm4Ovqu6O8dZbb9VhZaTgqPzgNx?+d97jl1rRTBEGV4vaWGo6oH0cJEwcxOfocp71pCQa2AZpwRp?+5r/wAHbbfT4FtxJz8M5+kVuTpq?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?/pZCks6pj3yUgkCPa4K3OftWp0Nj4Kz7KgNnRbK91RthirOA81Zj+mvT8C8XGRISDnumB3Daj7dvrKH4JUR7DVTcVOOug+GLb9msIZut7Rua9CjJSGWFA4PerScJI+9GVZ5HbzNU3xC7VOrNYwXLNamHLJCcJ7xyFI2SHUY+apagraPxcE9M45Vz5Bk2+/GVLlQXnENyHGgw9LUWztOMkICConxyT7KYA5hhcG62vTuGu3DgGiJdB46QOakWveMF94g3hybe7m7PebzsjRyERoiR1A57U9Rk/O88kVCk3zWchxl9iW0zGeKihlLaXe?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?/Lsxl3PJlLHpKR7llLPL4GmWLc5Krc7DkMB1Tq1KDquoO7n05eH1mkobVvI2k46iqvqGpCQy36o97HwSDEqc2NekG46Iqr44++B6iX2VR0DHgdgcKvpFOqW2+S4d1szJSeSkodSUn2FxGR781X8J/0B7vixlvkCSMqAPXFKZV+eJbcZZ2hHNQ8CKcypDYcsdeiX1JpiJ71MX4AdWp6TqG3uLV85S3HlqP0INa/QrchJUq+sHHQNsOn?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?+fzPQeJpMizzoso3oNodkuLW45FQMISFDnsPg5gc1fdZI5DppgQLl8oSb62y+6xNdcITFaDjrCAsgbQUqJSUpB9XnnGQeRqUuWOZGj+lTpcqI0cBK5b7EbOcYx3jYz7hzrOJPvL09Sh1dwbQeCHAA5OMwAMOQyj146JkYlMSrozMjr3IfjONlKhtUlSVJICh1BG5XI0uWOXTkKRoskSNqOPdbjdu6YWe4U0lQdedylWFnYhKORCRz54zk9BUjU9p1k/a4s2QM5+3LSkf1U8x/WNWpuJmdVz9qWtOlUp7t4ILRz4TlpwTI2268oNsNqcUfBIyfoFaLhppx?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?/YOgrEtDH/wCaodjV5ltw4LH7JplcJK7OemsbGNI36Mn71svnJ8T6wJrAdmyxAZFm1EPfv/vQa7v7pPso7kZzgZ86sNkXOj7kn87ih2y2OJLtVwYezXZcZ+StT4/AIP8A/lWlXZptbuUot2qEjrlTe7H0NCu+i2T45rEtnOD9FWOyqzfcru81UbJpLhdHZ8tTLSW4MHUEVYGFOiGFuK/pKQdv9HHxpvl9mOJNWXXZ+pS4ceu5CKj9O2u0decQtI8MrYxd9YzpMSI+6W0uMwn5G31ckr7pCtiAOqlYSMjJ51v0TrTTPEOyfZDpOVJkQi4Wgp+I9GWFbQr5jqUqwUrQoHGClQIJBzSvZVyDHWj6BWOxhhxkGFxCeyoNxW3dr0knwNtOPzVrV2T7ipRWxe56c+C7Ws/319Ae52+fOjuqa3Zd23W4PoEv2RTnVfPCV2TtWshT8O9PFaEkg?/JTqfrBNNEPsm6+fiNT1yU4WyHltpiPKdUojJA3hKQSfEqA86+kwaPUE8q8LZyDnp0rR1Ctxqz5D6J9GxFAYWugHVfNGwcGeINx71dm0RKktRVBKzdWywFKxkpS2WQo48VBe0+ClYNYMcLuPNunS4Fm4fogJY2r2xYLJGxecEOrClrOUnqokezlX0xKFE5UScV5tUByyKv1OtMipl?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?+ZduL6U/k0o2fVVsQVczwT+9PgQ0/ymW00T0SpQClewDqT7BzrFqZIkDfDtrikq5JVIHcjPtChuH9WksRi?+sc2LXZmPa26v83dio5xX1pqXh1oC66xjx7TKehpaDcd5LqULUtxLYKlJJIA3ZJCSeXxqS/CJKGsL3ADinhnR6I+p5WuELaN5kwm7e6pe5LJjNrUtKACr1SFLV6/Pr83qKi9x7RPCu2377Fnr83OvSChC4luWmUQtWcI3JOCvkfUzuHXAFVhrbhj2v9ePx3rzctBBhhxDjduTf5ybaohQVlcduElTxwCNr7jreFKIQFbVBTG4K8Y02+Na5OgtDSIgRJMxKtavtOSX3u7IeDjVmSWlNltJQEjCMICNgQKTvXcAtAtmtHadPnosVvL4h8X9QtaNuT2itRI7hRvM5ARMVCTFRmOzEUdstG9YUoryhrclQ9ZYr3hXxB0vorVerLObNOlyWI8IXSXZUOXOPJmNmT6RLVI68xs3qcOUFBQT6gph0np9BTfW+0rNhwrRHvDzap6FF+3yH2o7cch64OgONKG08tjAWsq2kg92Hddm4l6l158gaXsNsnaTVAiLTHv6l2VU+FHfcKWi20w8pbQW6gne2yVgAEFO7esE6hPczLC4ZQrR0Dx10LxYS41w8vcNyQ0rYti4rMeQ3+EI5HeLT7RgH74VILDo53SL1zl2aQ3JN6nrudxZfygqkLSlK1NK57U+qPUIP4wqm9fcFOLE6zMRtN6J0Wu6qM0PXCReHcFmQ+46EFoRNylNlw926haVoIyOSloKWBeu09wY0ym6akg6dvVktmDIjzNRTZUnu1OBKUMPOQEKAG5IHpDzysDms9acHkGXBZnUaZ/23RPBdCi8w23QxcO8gur5JElOErPklweoT+DnPspwShKkhScKB6EHrWiNdbJcx3cW5wn8jmgOoUrB8CnPWsV6bjpX38FT1ucH3UZe1J9qmzlCj7VJJ9tOlZcISoNgjkM49teFoeVJlx9RNJC2X4MzPLY+lTG7+mjdj+pQLjJaH8sssxBHIlrY8gn2bVbvpSPdUSVESlHdDyo7vHhSV3UFoj85ssQh0/liFR//ALgA+uti7zZ0JStV1hbXBlJ79Hre7nzqZRDeKZ9cautug9NyNTXSNIkMsOMtIZjpSXHXXXEttoTuISMrWkZJAAzk1UF+vfaS1beRazw8u+ktPSUgLftVxtz85kbvWKnHHsFakAhKW0pCFKCi4sJ2mweMVguOvdDL09p1hS5SrhAlBbyVtNd2zKbcWd2PvUHGM5qeR5keW6tqOsh1PrKaUkhwDwJSeYHt/PS3AuOuSfTdTptyAJXG0zR2srHqPStp1NAukB1Tz8q2ai1TdxOZgzSpCcSWy6+24E7vtSld0VuPJb3oUEOKNOaM1NqKbcImj7TqKLAt9+YkTLrpm+JjJuTy?/RzIcj7nmG0s7A84nayQ4pxAB2tnvLi47yGPs40vDucJ28WgwpKbhp?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?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?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?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?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?+W9tS/WbQuShKlA9MAnJ+FH2SR1I3RYc2UfuUMRV+sfLcsBA95UBXnqvSXatYnCcIHAD6lGCkwcPRVNqzhhP0PqPTWo+HUy4ekXW/RrfqDc8xHYXBcCgt5UdppDTrwUGwHFJKwOWccqtgabXgH5amnw5pZJ/4KQXNm93xEZT6IdqTEktTG233e9dUpCshK9p2Iz+CpfvrcnWkCGssX1CILgOO9Q6l5hftStPrAfjpSfLzpFTpFtNzA1tfPkIn88Et1Og73glX2OL/wA9zh7ks/qUDS8ZawqVcbg8nxT3oaB/JpTWxvU9gdaS+1eIbrauSVNvBYJHXmOte?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?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?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?+XdpUVdycShbNzSndhKHNoCDhRIYVggE7d4SV16AXFpUqithI5sJJ88uHHSfmtQc5rpInuVzomXaU0h1iHHS24kLSpUjOQeYPJP5jWIjXZxWZN1S0nOQmKwEH4qWV594Caieh7rdLro60vQp7aXUwWgpp1skqISAfWznPLxBNLF3q+IKkupSkpOMJWM/WkVwKzTSeQzAIMfmKVmJg56p8RZzGU67bZ7rDzyt7hWS4hwgAesknyCRyKTyHPwrd8o3CEUGXCcKRyU5FJcx7dnzx7khRqNG93U8sv8AwKR/fXhu90Ixuk+fzx+moIr1P90B3i5s+oPzU4uMn0KlreoIy2VvN3ZWxpJUsBw5SB1ynqPoqPo4rNd/sCZfc7iO8GCfftPSmiY+7cEd1OiLfBOfthBOff4fCmwWhLZ2NMtMc?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?/0DY+Fmo39F6LsUG8tW5Xyc5brc01ISsYwGtgCsjn83n9dKUaidkDD9zLu7moMvBon3EAqH9bNKItytcbKmYAC1fOXv3uH2qWfWUfea4FKo+zqBz3uMHTMD1P2S+uuPvAKwmYFoW2lyI02lCxuHo7pQkjz9U4rB2Kznb6VJGPASVH++q+dm2wuKkNKkQ3FH1lMEJ3HzUkeqo?+0gmhGpLgwdqZqJLI5ZBUy4n4fNV78p91V3tR8llUieBy?+On5ordZYTm30/AprLgoktrZflynGlJ2lCylaSPLCknNNCtMxGwExbncYqRyCI7iG0J9yUpxTH9mbIWGn5zkVfh36sIPsCvmk?+zOfZSld+kJSFmckpUMg5Tg/RTG3N3QEOf8AAfhU72if0pdLtNyWAY2pprZSMBLqGlo95wlKv96kSod7RlMiazK8CQ88zn/eXSB/VjTZIfu0RKvDe4jOPppBJ19aIozIvtuGOeA4lR+gE0ynfVh2ZHoB8gCr46RRqa82TS0IXTUzFtaQXQyyX5C3XHXCCQhtOwqWrAJwkE4B5YzVdXXipetSXaRYtMW232Gey0hbk+e+lZQ0VKHIIIQpWEhSRuWPXSCkHdtddTaogXm?/6WvDN3t3cWK4PTXwXE7loVEeZG1IOSQp0Hw5fW//AMIen9iCLzbyMZwVYrpsvaVo1r6jQ5xH7sge8SZ81YVaGkqorhrK8PybJCvmslfKTja7jH7ncWntzYBRsa2L3IDiwR3iSCgE5BAJUp1RqrTd2v3ez4ce4sxoSGohZkllQcdcUp4h3ckoISy1khQyF7eYJorrs2taOYC6mJ7i2E0VGcHFJ06Um5y7JjpHirKifzCljGjmjgvTlqx1CUY/TSuTqK1wycSA6sfctjNNkjVr7nqRIqE58XMqUPdjAr5+DWf3LmHEU8R9LWdsham3Xc/9osgfVilneactgCcxGSjw5FQ+HWogVaiuGQBKXnw+YP7hSyLpKY7kyJLLP4Iyon6sfXUGlxe5QRCf3dXW1gbWUuPHw2p2j6TSX7N3wftMJKfx17qyh6TtrPN9S3zy6naPoFL/AJAsoH+BD+sr9NJcKA5lVySAa2uJHqtRx7dp5fXUUh3Jy/6l1RcLrAhyGn0QbQtt5gOIWhhtb3zVZHzpi+fmB5VYDNjs6FA+gpPvUSPz1TJlaiXfLsi7WqLD0e7dZa2ZjclxhExaXi0W5DzTa1soT3QwMNpUDzWoEoHU2XRbcCqacNIjUwdQRGeZy5p1MBwJCdFaw1Tp156x6KmyNRojKKXLZIUFiHkE7fS1g7MZBDa9xAwE7U4A12T0XU8vfqa4GXcIqQtdoeaLDMUH7ssk/befRxW5PI7dvOpnbLHLFujs2HSumWIRSCx6FeHkt7SeoxH2nPnUS153TcdlV9stoivR3FBiQu7vIdQojo0vuAvceXzeuOhrYwis80qYAcf1AjFPf/WfeVIz7IS+wPJh6s1FbeQRIEO6IT973jZYUB8YoP8AS9tSYOeOQKqvQtx1i/qkq1LEAjuwXWYMl31ZEtttaFBTiNqSNpWoAlKCc52jqbPYhz3f5mG+sdMhBrBtSgaFcAkHIaGdBH0SqoIclAcrc1IWyre06ptXmlWDTetTjDhaeSUqHUEcwfKsw8D45rnEJakMTVl+hY7i6uKA+5cO8f72achxDvZThQaPmUp2n+8VD0ue6sg4rrjljOfAVQhCl6dXiSN0sP8AP8Pcn6KUN6ht7vIyQnHgpBH5qpm86tkuuBmyvrS0g+ssIHrH2Z8PhTO/Nuc93fKkuqx1Kl4H0CpwE6oXQ7dwjPHDchpXsCxn6OtQziza3tWwrLopu4SISbxcsvyGCN7LLDLr27BBBHetspI8Qsiqxg3a8W0KbjPrUheQAfXHwB/RW+BcdefZZb3WrHPmhMKQyy8tJYjsLcW2dy145cmsYAJ9bpzyNlhNOsKjCAQCROkgK9MnEpnHjytIR1w9Walvtqt8NIDdyhusi3pbH347omMR47soAPJZ5geT7Jc9bxjbrHfr6/aX0gu3G5KaMdxGcpLLJaCnj0IUdqMFKkqV0GxjS9xnvCZqy8/KrocC24ygfRI5GMBDf3RBGdyypWem0cgttlmiael99b73JgRyFBdvacbTGJPRQQoEoI8kFIOeYPKtLtqUqZNQH/5Bx/TPpPnp3Ju9GvFOfChp3T+mjptydJmv6euEqF376tzy0d6XWis/fFp1vNWTcWES4qZjIT3gG73g9RVXN3a0W56ZIivEPTnQ/IKckuuBtDYVz5Z2NoHL72tb+qlOABKHVAdAtfT89cq4uTWquqAe9n66/FJcS44lOFSmknClAHy6n6K0rnx0+JPwxUBc1FMXybCED8XNJHLtOXnvJThHlnH5qyneHgFWSrEXdGEJ3HcB5npSRzU9uaPrTGRjwCxmq5efYWcvubveScfSaSuy4bYyQAnwKl4FU3hGWL4IGSsV3WtpTzL+ceAJP5hSRevLYnKksurHX1UY+skVWki9W5vovJHgj1vrpvf1IhPOJEUo/hqxn6M1Zu8f7sqc1aSuIkbGW7c6oe1YA+nnWl/iIC0pKLUoKIIBL+QPhiqbm6qvm4htltgHxSnefr?/RTQ9frs6T3s93B6gLwPqrTToV5xDL4qwYQrT+WR6PCgXkoft9vYbaahl3u2nlpSB3j3i54kIPqDOdqiAQnf1RCYTMi2tbcWBcWHW5EIOFxpClJ2hxkY+1HplI9Q9doJJNWi5SRk98SPac5+kV6Lq4rkpIx15Vua+6xYi/yAy56Zjz1V+1xVuu8WUtsIZTEQ4pCEpJUg+scdeZpln8Vruf8EtcXn5JSCPgQagLc5l3lgoP4VbCsnkM+/yqGCrTMhx8iR8oVd23iE9S+KOpCsjf3J8k5T+bFNz/ABC1S9z+U1+7cpX5zSFxDSh6wCj502SGO6ypvKh1I8a0YRVzfn45qzWAZBOjmsL68Cl6a4sK+cCcDn8K0Kv8hwBLkpwHwys4pnW5761lfsz76uKDCNFcNAT6ZMg+sZKznod5pO+hTpyX3Ukc/nHrTYxLcaV6ytyfLypwS6FpBSeRGc1IZg90KCkMhuS2SpLrik?+e4/mpGX3Acd4rn+FTyQD1pDMiJALjfWnMM6qZlIi44erivporDOBk+BxRTQByVYKumKO6ITJQH8eBOB9Ip/gXuzRcH5LDK/v0qCvrOCK4ZV23NaKG06RsmD5KeH/PSRztlawcOfsWtAz?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?++vnUjt368Aw9pS0u++RIH5lit6O31rppOGtDacHtJeJ/46zO6BbbP6R/IKnUqq70vt80nam3Y1vt6rhcO7JababcWkKIO0qUDjGcdDmopu11dGQhNshwgV7u827CPZzJx9Ga40X2/OJSgQ3pewNA/eJd/vUaRvdujiI+Cl2wWo+5x7H0b6u3oJtpujG/yCOpVV2jE0MiIAbhe47SRzUEDn9JI/NS9EPRMI5W45KUPviVA/RgVw2O27rMf+59kJ8SVv8/9+sv48GtBy?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?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?/2Q==" width="307px" alt="glass electric wire insulators">

A ideal insulator does not exist simply because even insulators include tiny numbers of mobile charges which can carry present. In addition, all insulators grow to be electrically conductive when a sufficiently significant voltage is applied that the electric field tears electrons away from the atoms. Some materials such as glass, paper and PTFE, which have high resistivity, are incredibly fantastic electrical insulators. Examples include things like rubber-like polymers and most plastics which can be thermoset or thermoplastic in nature. As time went on, networks of “open wire” telegraph lines, and later, telephone lines, had been developed and constructed throughout the country, and these lines necessary the installation of insulators. Insulators have been important by serving as a medium for attaching the wires to the poles, but a lot extra importantly, they have been required to assist avert electric existing loss during transmission.

h3>Glass Power Line Insulators</h3>

All insulators, glass and porcelain, in my opinion, have some value. The value may well relate only to the truth that a piece is an authentic relic of bygone days, or an object that can serve as a conversation piece or item of household decor. One particular can of BKF can be mixed into a five gallon plastic bucket of water , and the insulators are carefully immersed and left to soak for at least 24 hours. Given that BKF contains oxalic acid in a more diluted form, it may possibly or may not be as helpful as other solutions, but it is ordinarily a reasonably superior cleaner of glass.

https://notes.io/qWT6W Other people are worth hundreds, and some of the rarest known insulators (some “one of a kind”) are worth into the thousands or tens of thousands of dollars. All glass pintype insulators are classified in what is known as the “CD Numbering” technique of identification. “Woody” Woodward, an early pioneer, researcher and author in the field of collecting glass insulators. The CD numbers basically determine insulators by their shape and profile, regardless of precise embossed markings, glass colour, or base type. Non-ceramic insulators can be created of a variety of supplies, like plastic and complex alloys. The principal rewards of non-ceramic insulators are that they are significantly less pricey and a lighter weight than most other supplies, and they can be used for long-distance electrical insulation.

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Last-modified: 2023-10-17 (火) 00:46:08 (205d)