Lists the shed parameters of 3 forms of composite insulators. Fifty percent withstand voltages U50 of different insulators are obtained with the up-and-down approach. Frequently, far more than ten valid tests are performed beneath every single degree of pollution, and the test information are applied to calculate the 50% withstand voltage U50 under a provided degree of pollution. B.Quantity of foggy days or drizzle days in pollution flashover season and their distribution. Analyze the probability of pollution flashover on insulators of line, specially in consecutive foggy days and drizzle days , so as to lessen the probability of pollution flashover.

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RzDmFxcjsbU4aFIGWcnubyFpI5KEtqXzDf?+Lp84t30dvSL4l+j9WpyqUnCE1X5d6XEotiYbmQ220FldwlPhB1tdQNhtuQbGrnvjuPQzue66Z+HB7+p0hjD0VWeA3BDElTosxU8Q1+oSLVPWvklIlGXFoz5G0AkkEEqJvp2EU7wiaw3hirSkzVaXWJucZUEFtM9KttbXyqafl1hQPwOveL4lf2TZitrlqaz6PNYVUptSm0oVUW0oWQNCLtgq21FhboYj?+KON1YxdiunKqvCmnYZnmF+tIdkWkNzSkkkJDiihXMG5AtbzESo6rejP8WlDwudPqvI14s9IvDTxcYR6KOG6kG0lKXXks3t5ltkC3z953jnDFj85jzF0zUKXgKjYYEwAhMrIsuhtvTqoqtfzsNtou?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?+BNjCDCPCyg4rWpbEty20dbb/OMg6cPzNKrcp+RaifS8oN7+rn+lA76X1AU2ttUjmStOX7oYWvRzw6UAlI+Ubk+jdhxY9uw7Q1y4KOqeT/8SlMVcQWqpW5mpSIyIeJUABbrtDpgDENMn1rn6nMPS/qj7Ks6RqhAuSb2t26H3HaLa?/6NGGVC3MGv8UwvpHo8UqkPJep8zkUFBVgk2uNjbvD6ycSC6DM1l2LXY84d9IbFlMmUy?+EMV1iUbaASy1TmGkISkdTewJ87XiXVj0s+L0zLMF/jPjWU5SrctuWl2ys+ZSsE/KGfF2A35ChvPuzCSrlqKSBaxAuDqD7opM1aXYZclXKnNMzSko5mZdgsEX8IJG0SaL4X75PIpsui7EW5voyxK9x/4l4rmw9VOJeIqny2i2n1xoWsL6n6xXUkfqh6wDXalMPoWaiBzbuKQtsWVc3JV3PlaKqp2GqpNVDLTm30pQAhannAMyjqVXO17iOruAuGMP02ny/7bkUDIUH61TiXXFXTmIWlS7JI01COltTExcrZl?+KzlKOiDcTcUTplSptyVYmT4VOIlygkWAGqQN7bXtFU07F2L259t+XxS7KKJURZxxIB0Ph3PeOq?+KtB4AmjTCaNO1SpzoI0k5ZhCbnW/gbRoPO+8UfhjBHDSfqgViKWxNLSOY2fDJcTewuCEsq1+MV3ELaKotzW0NcJolPSj3+pME8aOIQwM05+7Bd8pDfq/rK82o0J8GpHlFUTGJMU4hqgn6pXHJ1HNCXHmyFKJJ6A6mLdxngXg?/JUmVYp1dxBKIdZWthRp?+ZpS7EkFRSlRPQDaKTRI02RqKZmi1qbmHW75Q9KpSFHbSytYzvDXjWc0oL+jSZlGRBJSa/keMfTTslRJdEjMznrLzZVMtzEtYXB8OU2GlvfFO0qvVSXnS4qllROa5QTmBKSklIvvYmLQ4m4gxFUJpNOrTDUuqWbQyAWFJWcoFidT2veK6YpzDKXHfWG1rIKQkOKAHnoPx0jRYFcIV/qKuamlpocsKcPkYwamZ5is02RLSkktTc0GlOX3IPlb74k7vCWvU9Cn0iTqEuLkLlqmy5Y2t7JFz33EV5K4OW5LsTbs6xyXlKUFMvoLh?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?/Fr/AEdp3/FH+oYqhW8XnD/kL7lfxD5z+xiCCCJpBCCCCAAggggAIIIIACCCCADKd4kOA5l2TxbTZllZStDhsRv7JER5O8SDArKpjFdNZR7SnTp?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?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?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?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?/kY2WdnyzOH+NrTaIeFhRw83wk9lms4ebbk0LSBfyh0kElDCkdha0aA/My0mM6fD3jxIVFLgKbjW99Yy3CJyc3s0ufHUDkPiYm3E+ofyz+MPVA0CfhDRxPt?+6bUCOpO0OtAXon4R6nN/tw9jzFrV0/cescm+CXx8I52w8Cas8vqFGOhccLBwQ+L65Y59w+B9JTBA0zRJw/kyIeV8+Bu4sKP0FTx/vJP/IYqpW5i1OK/wD6gkCdxNH+oYqtW5jQcO+QvuVfEPnP7fgxBBBE0ghBBBAAQQQQAEEEEABBBBABlO8P+BnUs4rp7izYBw3/AKJhgTvD/gakVOvYrp9Io8up+dmVlLLad1EJJt8gYavXNVNfR/gex5clsZfVfkt?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?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?+0cnf4RAMbei7w0kaNUK3NyKJaWkpZcw8pItZCUkk/IGOog2CDmaCO1hvFCel5i1ujYB/alKKPrdeBS4Emx5CCCr5nKI5CLnJRiJnbyQcn0ODJVEswy67KISmX5yn8gOZViqzaPM26Rb/DLiNiPAHFKn8RKrRy?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?+EVp6SVIcqGCxV0tXRIkpd1CVICrBKu9rm2muvxDn+22h0RLU/UcRUyUby3Wl6cbBsdxvf7oqzjn6T3DpOHJ7D9DqvrjqkhalI9km40CjvqekPcPw8qWVDwYN9RnJsrhBuT0jlqqVBymVdqVmUKSyzcpQsa2UbkgHtEUxxNJyApV4XgpaQhwDL01tqDqNPd0MMWJOIiKlWHZzlhOZecOWur3DfpCGtVz1yUKyvxW8AWATqCD+O/5R7xw3h84KEprTR5txDIi5vRF350SzhUkOBxtQKCFWIN7/4EXviypr4mYHw5xZdn25ip09KKHXFqXd1akA+rOm/tEoStBPdAjm6fncrwTYjLonce8+US3BdUmvomo0RudAamQh0IzEjQ6fEH8YtOJ4vNGNse8X/XmWH+O5fhWOmfaX58idzFQVONIU0yohsbp2ixeFlam+dytQm1/dFUYLxi1QZ5CqvKImZdOhQQbiOv?+EjuAMX0L16VpiZY310tFTkTVdTga6uuVlvOI56oLDKVZzfLf4xWmMKg66hwrdJJ3joSpUbAEo2UTjtgexP6oSKwpwAmqOt2oTDPOtqXJlSVJPkL7RksvMqxpblHfsX9GPbbHo9HHM7PqBIzncw1meu6Oa4bXi7cT4Z4QtzKxTZhRSCU5g4ogxDalQeH7bSsszdIF/aMWeJnU2xUlF/wNZOJdF9ZFV1qty6JsJaWcydoYapV5ya8JBJG0PderOAKXMPJYl1OupJsQdBECrWNmpxwsSUuhttR2I3jVYkFZpqBlc610JpzJLgnE7lHrTa?+aoBZGkdW4Zq7dVkUvJG6PvtHEUm6pTiV5rKBuI6O4N4ncfp/qzjoJRoBYxA4vw5OSuS67J3BOJvldEn0K84goKOIU4D3P4w60RV0gHtDNj90OY9m1k9TDpRlDKLnQ2iXZ8uPsRY9bJe464/WRg9YvobxSmHSkTD1h1MWzxCqTKcNqkkuguC5yjXSKkw+oBaljUKWTEnGX7LIWQ//AGIoOKSgaNIf8R/ZMVgveLL4nLzUiSA6P6/0TFaL9oxoOHdMdFVn/Ob9jEEEETCEEEEEABBBBAAQQQQAEEEEAGU7xeXoREn0qOHlv+8nP/x3Yo1O8Xh6EbvJ9Kbh67lJyVJwkDUn97uwzkdKZ+z/AALq+Ne59pC2VvWva4uRmhE+t3mlKHVC3eFz822X0oflQFnUZFXNvMQkmBLqdPKmAlZN7KHTzjDzno0y7iRU442taXRnyi46RzL6UVPl57EErXFKQSiVRJIVnuGVArcXdNtbpOb?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?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?+IST2pBZwqEotOJWVeka3MYkS/Rs6HkeypJsRruIWYhk6lMUd/6SxWuam5ZAddYW4dEfrMTRxgyU24+0kJUoWFxeIlWcPJmX1zCZJwLWSSsdb94sq+IxvmnLpornwpYtT5erHbh1ibhqqlN4dcoDj9Vm1pZKnnCS4TpmBPsxaTno?/wCEMKJXUqvWpV5bqczbTiwUtg62t1PnHLc1RKtIr9flZZ0AmzbrdwRbXT5Rsl8XYin3ymr1WcfcAyEPuEmw6aw/k8PsvfiUW6j5oi0Z1FG4X17kuzJRx5p9FkqdKJosyHEImsuVKri2Q6iKUUelonWOM5pEsoFSkqfvcnrlMQQkRoOFV+HiqO/UznE7VdkOaWuwQQQRYFeEEEEABBBBAAQQQQAEEEEAGU7xcHokcw+kXgcNMpeWZ9wBCnCgG7Lm6hqPhrFPRbHoslCeP2DFuMuuJE+rRr2h9UuxHu3+HXYt3/Jn7P8AA5X8S9z6zzk3T1PPSrjpnnVuIAZf8K2glWikki5Fxvvt5RHlT00/OqYDa1U9pQS4JoXdbXYKzIUN06ga7WjBd?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?+Jd9z1Wjy76DPT9h4EdEIvopw2PkNzE+u1Rr5p9BCpc7OWHUv/8AY8aTWXsQ4kq/q7zUgzLNMpUtJCHFrubA7E2QTbfUdxftt11PMzAC50iJ4YlMLYHoElh3CUm3Lyci2ltptOXMSBYqUftKPUw6/S7T5SrlEeG58afzijvcbJuS8zW4kJUVqLHVqYLUwlSk5B1h29YSrxA76xFlzhcva7igNCMug7Qtl6kpTIzgpKdLEj9URXBbJm9j56xY3B1htxNQqdjHD07h2rS6XpedaU0pJHcbxoFRBj03VA2oEKsI54aYKx1vmXkfNHHeE6jw6xlUcLVDwLlHjylHZxo+yofD8I8MIU+gK5qSCI6h9NHhgvE+E2uIeH5YuVGgo/fLaBq9Lnc+ZF7/AAji+g4gccSnmvZWztFdk4U0ueBqsPPrugubuSWblOWfBLa9rxoblZl1XgcCcupEZExMPoKVb976iMrmFINs5ASL3vDVMLI9yVOyvuJHJUuKUHhcgx4VJOpSeYsFJGgPaPT1QAOffyhzpVDmKzT3KxMz7UtKNEpAWoXWe3lEr9S7kSUq5dhCxT6X6u7LPhCUBJI8N8pt0imuJ8xQWKm1J0OXHNBJdWNdSPKJliWtqUl6nocYZGX6x9p0k/yQNvjFYeplUxykHmrWrQnWNHwuuVac7H09DM8WlCz9FS6jLiWoOvU+XlF3HLXmuNr5baRGCABE8x1RBS6LKOuKzOuPWV2SMp0HnEEO0avClGdPNH6mOzISrt5ZeiPMEEESiKEEEEABBBBAAQQQQAEEEEABFs+is5yvSCwWsKIKZ1Z03/gXIqaLR9GRwNcd8IOfoziz/wCCuG7/AJM/Z/gXX8S9z6dVOo8tpSUkWB7WiJVmtoQFHma+7zjXXKsEBY5l7nvEGqlTU6s/WfC8Y1rRcTl1HpdXW84UhVwYcKVLmbdtbeIpR0uvuhZOhIiYu1KSoNNVMzCrKKfCNrntEO6b7IKo83VmcUzzEnKN0iWkUzU7PXYbaGpN9NTv16RNsA+h6KlIMTmJcUTgU4wT6pyUnI4U+H60HNYG1x1AjbwF4cTWIKicfYjYBzH95tr3QkfatHT7TrUnLhsBNxr5wrG5q1vYW0VZHzInD6eDHGJiqOYdn+H01kSFJcmlhuZkzbTOkuaZbag?+0O14hGI6EvBFcfw9WZWUlZlkBzMw46lCkq9kpBNvu02j6FPVVS1lKQkX38/fFUcRMNUaemkGtUeVnWkkrYW9Lpd5YPQX217Q7PLlB6fYrrOD1tbh0ZxPURVZJhE4JSdTLPrPLeKvq1+45bffDNU6jPLlxndsemZFjHWGNcMUnEtCcos6ylUjpk9WOVTRGxSBqkj3RWdPwBh?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?+M4tHbycYsrAPPJv8AxoUM4oQogpdPxMctUfieVgc10hRt84lVP4ic0gLe08ob1KJx8rOjUViXqDDklNctxl9BbcbWLpUk7giPnDx?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?/wlxW9rxPeBjnK4sYdcJ2mF/wDlqhrI+TP2f4FQ+JHc9eqhKnPFsLxG1vGZdBSY81CZU4/bqd42U5CbpJOgOsY1y6Fp1bJRRg1KMh59WVKRe8OmAsOznF3G8vKlLhpFLcC31bJWrTw?+cV+uequL8SMYJw0gFayG1uAXCe5+EdvcGeG8lgPDjNMYZRzAAXnOq1W1PzvDHg8z2x+t83RE4o1LZpMg1LS7KG0NpCUgDYRtmVrVuryhWSNoSzIGUkQ7rS0OPqNirIUVnaIjjqc56Aw2/MMhlJWrLKqcQu4A3HYnod/cYkVSfflmXHZeWL7ibZEJUEkkm2pOw279YiTT5M2aetmuMFQKs63g80Li5FySNDcW11O2t4jThs5zcvUqbEtSkpKaKGp1K1AlIcyKSbje46RFJyvqduC624B1VY/3xZGI6GapKk?+u1Ng6XTNSIUpW19Up0JuL67jveKQxfw/nuWqdptZKC143FFktgpKso0vcai3mRCFXtnZWQkKKpPS7oJWhu/8AFJT+ERSpIYXdaHnLD/3kRCppxZINrSisSswRYDK+UjbY3vbYxGJ+rYsFwVt62Fg/fX5RJhS/JjEpxJdPplwVcx9w9vrD+qI3UH5BgFS1hX8pf5xE5udxdMFdkrWkHKotu7HsfmIaHKRXp5QSC45f2kg3IHxiZDH6bbI8rEO1YxJIMZgwoEi?/8GBoYYUVB6pzKAApAUrQcveF0tgOoOOnM07YDOBzNzEkksLLlkIQJKZCmxYKDqfd3hyyVdS6dxuEuogkWsjKg46ApPeXJN4eW0tttJzco3HMaJZVYK6k2hT9ETbUuXG1zCnUEL5anhmta1r9OhjJaeSpQyzigSRdDoUlQFtdfiLeR7xEk+d7OSltiZxQQgKAl/Ht9UfKNKAyhtbi0tG5GoQTqfL8oVOJWw1m5U1zHVgKBXlUEgbjp0GnvjwjnZFp5M0NbBRyq06EHzhcY9ByL6idTrYlgPqSkH7SFXynpGAhpp8NtCXSLAHMlQ1Nj+EbViaJCEOvEGyhZI/Lfyj21zitYWJspSN+WNTf3eX3wrlJUJbFI5Jl0X5NlWb?+0pAv36xsKEZUGzIKkWvYgEdNoxLEqSA43MsjPbMGgSBfftC0sLbK1KVNpKSBYNgg6D7tYizWmWFcuhrk3nFWDbrfhH+rKrD5w6y1QnGFAh5ZA6XhC0hfMSVcwJNhYosDcXvt?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?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?/+LwrYk1rUpbkvONqylQu6bHcW0P8Ai47RJhQZpQy8tZHutC1jD0yUj6ogDSx6xFnJvqTYw5VohaZRaySqVnbEA25osSbX3N7i/wBxh4Yl0qSClJGgFlRIkYae3LZv1hQ3ht7TwEQiT5kCjoYWkIRoRaFCW0q2TD+3hx2/ibv74Uow490RYRH5RaI8xLkKB5exvrEU4u8OF4yw0Z+nMkVOlgvMHq4jdTfx3HmIttigquPCbQ8SFHCVBKk7jS4jtd08exWQ8jjippxZ8/KZUmW05JhxSXE+FQKTe8PUvMS6khQKDYX1UAfvMTv0nOErmBsQpxvQpUmj1dZU+G0+FiZJuRbpm1N9r38oqeVm2lixbuehHf5xqOWGRWra+z/orHOVc+WRJlOoJTdsKB1sFCMqfTsqXCR0AuYZeetdk2WLeX98bUgndS/kT+uGHSo9x1W7G3HqwqnSpCVD63qNNjEFUIl2MgUyMubK1d6pI6GIio9IvsGPLQkU+W92tmIIIIlkYIIIIACCCCAAggggAIIIIAMp3iXcJX25XiFRZl85W23lknb/AFaoiKd4lHDWTFQxxSJIvpZDz+UuKGiBlOsN3rdUvZio9ZJfU624aYDqPGTGraHEPfRMmoFagdLX2+P4R9DsEYVlKFSpaSlpdLTbLeRKQBsBaOfODuPOCPC+gS9MTWVOvgZn1pZN1LO5vFlp9LThHJfVNGovDyl8ojHvcjRVVeH1LqQyUIFgSPwjwtKiOsUyj0v+Fq12U1UUp/8AhCFjXpXcIppfKcnJ2XT3VLn9UdS0K5S1YBpre8QWnceeEdTF2cWMN3/2yVI/ERIJTiHw8nkgyuMKUu+w9YSDAccdj5nO0eFNhe9tY1M1igTJHq1ZkXQeqJhB/XCtHIc/g3m1DuFAwHOVjbMyN7kC8M85SA6CcgFvKJapq+mhHcbR4VIBQuU390JaDTK5nMPJVf6gGGKcwgHLpLAsfOLZepSTrYQldooP+qNvdCWhLhspWZwEHVKHIAAhtf4cMquFMkHyi9DQASTy/ujUvD43yfJN44+h3wjnmb4UMTbgcdZXZCrgBWU3/LX7ob5ng1TZpwOTEspS06DVQjpFeHh1SNfIRoXhlo68q0c5mHhI5uf4PSDi2+ZLlQb1SCNPjeD9yqTtcSht0umOiXMMsq0DUaV4XSkfwOnfSOcz8xXIvQ56PDCUTr6sTbpaA8N5dFskmPO6Yv1zDAOhAI7gRpXhdvogGESk9jqgiixgFKBZMqBbsI9DA7SRmDCgYuxeHG07oEJncOosbIEIb2ORSRTSsHhOvKCvhaMpwqkDVkA+68W0rDyTu0fkY0rw82Dbl79xDfUUupVX7WU9Gx/Rj0jDYGvKH9GLMew8EaobGu8eU0JNtECOPoGiuk4eH+zt/Nj2KAkDa3wiwTQstzkAv5x5NEBT7A+cNbO6IGKKEi+S3wj2imhBByj5RMl0dRP8FGhdIN/4MD3mOJa7hohWK8D0nHOF5/CtaaKpWeaKLgC6FdFC/UGxHuj5u43wfWeGWLZ7CFeQkvyruVDljleb+ytPkR+UfVhun5V2Noo70suAn7pODziagSaTXqI2VIy+1MMjVSPMjcRacKy?/An4U/hf5I2ZS7Y88e6OCW5pFrqZRbzB/KFbT7Sk39XaPvJhjYS+h1cu44ptxs5VJVoQRuIc22H7D98X++L6ytRKeE2ujEWKlIVIsZW0JPN2SSTt2MRdUSLEiVplmsxv497+UR47RY4nykiLe9z2eYIIIkDIQQQQAEEEEABBBBAAQQQQAZTvEm4crS3jakrUdA8b/ANExGU7w64YmDJ16Tmgbcty/3GEWdYNfQXW9ST+p1rLFCm05SLWFvCI3pUoeySPKIzh6vInZVKgtA8I3h9TOS6dS6Yycoyi9NGjjNS7isKJ0Iv8ACMgK2Bt521hMJ6WNrOmNqZls2KVXHeEtSXcWpbNvMXcG+0exMOJN0LI9xMaS82eggC0do5sVsXs1ipM/wU862e6VEGHGWxviyUsJbEc?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?/EYIIS6a/QFJm9PGecSLrpaCPJUb0caFEXco9wOy9YIITPHqS2oneeXqKGuMjK9fol3X+OIVNcXZBfhNLmLHzT+cEERXXD0FRnL1FKOKlNVvS5jTzH5xva4lU13xCQmE+Vk/nBBCZVQ9BakxQniBTFWHqUyCrrZP5xvRjOnuaGXme/T84IIZ5I+h1Tlvub28TyK9Uy73bW35xuGIJQi/Jd+784IIOVC3JmTW5ci2R35D84x9MsH7LvyEEEccUK22g+l2P0XvujCqpL2vle090EEIS0zhr+l5f8ARe+Q/OPJq8uPsu/d+cEEKRxmo1ljXwO/IfnGpddlki6mnSPcPzgghyMUxDbRrViGTA/zd35D840OYkkQSCw/8LfnBBAorZxyZrOJJEC/IfPvt?+caHMVSCd5V74W/OCCFxitDXMzQvF9PAsJaZ+7840LxpIp19VmDl935wQQqMI67HHJid3H0inUU937vziBY2naXU5lM/JyS2XRbPmIsoW8oIIk0JKfQiXNy6MiNTVdhu36UNqt4IIuK/hINnxGIIIIWNhBBBAAQQQQAf//Z" width="302px" alt="glass insulator pins">

Lots of of the glasshouses that produced insulators also made bottles, fruit jars and other glassware. It proved unreliable at higher voltage, but worked properly at reduce voltages, and remained a popular technology for 22kV transmission lines all through the United States till porcelain multipart insulators had been created. Annealed glass insulators are used to insulate low voltage lines. Also represents the pollution flashover performance of insulators with a unit height. Identify places exactly where freezing rain is most likely to take place and areas exactly where line icing happens along the line and investigate the icing condition of insulators of existing lines and effects of measures taken to avoid icing flashover.

h2>Our Items</h2>

It is universally believed both in China and elsewhere that each DC and AC pollution flashover voltages of polluted insulators decrease with a lower in atmospheric pressure in a nonlinear manner. The above-pointed out tests on pollution flashover qualities show that, with a lower in altitude, the worth of n is not only connected with shed type, but also connected with ESDD and altitude. The nonlinear partnership involving pollution flashover voltage and atmospheric pressure is rather inconvenient for determining the length of insulator strings in actual engineering style. Artificial pollution flashover tests have been carried out on distinct varieties of cap and pin porcelain insulators and glass insulators below typical atmospheric stress.

ul> <li>M/s, the ratio of DC/AC ESDDs of post insulators and cap and pin insulators is dependent on the wind speed and the diameter of pollution particles on the insulator surface.</li> <li>Steel U-shaped links covered with lead are threaded into these tunnels.</li> <li>Each glass and porcelain insulators have been utilized given that the early days of the telegraph, but glass insulators have been commonly less costly than porcelain, and were usually employed for reduce-voltage applications.</li> <li>The design and style of the insulator and the number of units per string are defined according to the operating circumstances.</li> <li>If the toughened glass shells come from two factories, that really should dictate separate test reports (i.e. specific to the factory which manufactured the shell).</li></ul>

From undated real photo postcard, Joliet, Illinois, circa 1909. The mark “Canadian Pacific RY CO” constructed their railways starting in 1880s, approximately years following threadless insulators were phased out. Primarily based on the threadless design of this insulator, the energy lines may perhaps have been installed numerous years just before the railways have been truly completed. Strain insulators are applied in the guy wires supporting utility poles or radio antennas to break the electrical path and protect against short circuits or grounding.

Battery chargers, blowout preventers, bushings, motors, hydraulic elevators, lights, fittings, fuses, gauges, diesel generators, isolators, manifolds, pins, pumps, switches, switchgear, rubber testers, mud pumps and components are offered. The insulation ratio for AC and DC lines might be the ratio of AC phase to ground (VP?G) and DC pole to ground voltages. Line voltage gets distributed more than the number of discs connected in series, so that primarily based on the design and style, suitable number of discs can be selected to type a string. The very first insulators had smooth pin holes, and had been forced upon their pins, paper, cloth or similar material typically being applied to secure a tight match. Figure 7 shows the twin barrel horizontal drill press drilling the two mounting holes in a bracket and burning a small wood in the course of action. The completed C Brackets are then wired with each other in a wheel arrangement so that a group appears like spokes of a wheel.

h3>Pin Insulator</h3>

A pin insulator is a device that isolates a wire from a physical assistance such as a pin on a telegraph or utility pole. It is a formed, single layer shape that is created out of a non-conducting material, generally porcelain or glass. https://puce-coconut-g6ggh6.mystrikingly.com/blog/ian-macky-explains-the-colors-and-history-of-insulators is believed to be the earliest developed overhead insulator and is nevertheless popularly utilised in energy networks up to 33 KV. Single or various pin insulators can be utilized on one physical assistance, nevertheless, the quantity of insulators used depends upon the application's voltage. Test reports for every single insulator style ought to be specific to the factory exactly where the insulator is manufactured. If a supplier has two factories creating the very same insulator variety, there should really be separate design/qualification reports for each and every insulator particular to the plant exactly where it was made.

In view of the impacts of drying duration and hydrophobicity duration of composite insulators on pollution flashover voltage, a kaolin composition is made use of to pollute the composite insulators. Meanwhile, the drying duration of the pollution layer is controlled, for example, tests are uniformly began soon after a drying duration of 14h. In this case, the surface of the composite insulator has a low hydrophobicity, and as a result can simulate hydrophobicity under extreme operating circumstances. 3.Comparison of pollution flashover performance of insulators below low atmospheric stress.


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Last-modified: 2023-10-19 (木) 09:49:07 (203d)