{"id":28296,"date":"2022-07-07T19:30:10","date_gmt":"2022-07-07T18:30:10","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28296"},"modified":"2022-07-07T19:30:10","modified_gmt":"2022-07-07T18:30:10","slug":"cosas-que-nos-gusta-conocer-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/07\/cosas-que-nos-gusta-conocer-3\/","title":{"rendered":"Cosas que nos gusta conocer"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS9E9NaPJcgkUBwvz2HuZZUJyH-OdSGzNajstWSAwe9cf-BsqBIqpz73dUpAJ737WY2nBM&amp;usqp=CAU\" alt=\"Grandes F\u00edsicos | F\u00edsica, Dibujos, Siglo xix\" \/><img decoding=\"async\" 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alt=\"La F\u00edsica en el siglo XIX : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Repasemos cosas interesantes y viajemos hasta el siglo XIX, que fue vital para la ciencia. Aunque la ciencia ya hab\u00eda mostrado para entonces su capacidad \u00fanica para estudiar qu\u00e9 sucede en la naturaleza y qu\u00e9 principio (o leyes) la gobiernan, y contaba por entonces con una larga lista de teor\u00edas, datos y h\u00e9roes cient\u00edficos, no se hab\u00eda convertido todav\u00eda en una gran empresa, en la \u201cprofesi\u00f3n\u201d que terminar\u00eda siendo.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Michael Faraday, James Maxwell &amp; Heinrich Hertz Maugdo V\u00e1squez L\u00f3pez -  Artelista.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Michael Faraday, James Maxwell y Heinrich Hertz<\/p>\n<p style=\"text-align: justify;\">La \u201cprofesionalizaci\u00f3n\u201d e \u201cinstituci\u00f3n\u201d de la ciencia, entendiendo por tal que la pr\u00e1ctica de la investigaci\u00f3n cient\u00edfica se convirtiese en una profesi\u00f3n cada vez m\u00e1s abierta a personas sin medios econ\u00f3micos propios, que se ganaban la vida a trav\u00e9s de la ciencia y que llegasen a atraer la atenci\u00f3n de gobiernos e industrias, tuvo su explosi\u00f3n a lo largo de 1800, y muy especialmente gracias al desarrollo de dos disciplinas, la qu\u00edmica org\u00e1nica y el electromagnetismo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Archivo:CharlesLyell.jpg - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Charles Darwin. Museo Virtual de la Ciencia del CSIC\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Louis Pasteur - Ciencia Hist\u00f3rica\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Charles\u00a0Lyell\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Darwin\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Pasteur<\/p>\n<p style=\"text-align: justify;\">Estas disciplinas, junto a las matem\u00e1ticas, la biolog\u00eda y las ciencias naturales (sin las cuales ser\u00eda una necedad pretender que se entiende la naturaleza, pero con menos repercusiones socio-econ\u00f3micas), experimentaron un gran desarrollo entonces, tanto en nuevas ideas como en el n\u00famero de cient\u00edficos importantes: Faraday, Maxwell, Lyell, Darwin y Pasteur, son un ejemplo. Sin olvidar a otros como Mendel, Helmholtz, Koch, Virchow, Lister o Kelvin, o la matem\u00e1tica de Cauchy, de Gauss, Galois, Fourier, Lobachevski, Riemann, Klein, Cantor, Russell, Hilbert o Poincar\u00e9. Pero vamos a pararnos un momento en Faraday y Maxwell.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biograf\u00eda de Carl Gauss - Carl Friedrich Gauss (Su vida, historia, bio  resumida)\" \/><img decoding=\"async\" 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alt=\"Georg Cantor - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Henri Poincar\u00e9 - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Gauss\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Cantor\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Poincar\u00e9<\/p>\n<p style=\"text-align: justify;\">Para la electricidad, magnetismo y \u00f3ptica, fen\u00f3menos conocidos desde la antig\u00fcedad, no hubo mejor \u00e9poca que el siglo XIX. El n\u00facleo principal de los avances que se produjeron en esa rama de la f\u00edsica (de los que tanto se benefici\u00f3 la sociedad \u2013comunicaciones telegr\u00e1ficas, iluminaci\u00f3n, tranv\u00edas y metros, etc.\u2013) se encuentra en que, frente a lo que se supon\u00eda con anterioridad, se descubri\u00f3 que la electricidad y el magnetismo no eran fen\u00f3menos separados.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCA8PDwoPDwoICRAJCAwICgoICREJCggZJRQZGSUhJCQcIzwlHCwrHxYWJjhCKy8xQzU1GiQ7QDszPzQ0UU0BDAwMBgYGEAYGEDEdFh0xMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMf\/AABEIAQQAtAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQADBgIHAf\/EAD0QAAEDAgQEAwUECQQDAAAAAAIAAQMEEgURIjITITFCBlJiIzNBUWEUcYKSFUNTY3KBkaGiFiSxsgc00f\/EABQBAQAAAAAAAAAAAAAAAAAAAAD\/xAAUEQEAAAAAAAAAAAAAAAAAAAAA\/9oADAMBAAIRAxEAPwD2ZRDFU5dqrKty7UBqiB+3+hcfpH0IGKiXfpH92vkmIuzZjHcgYpBjPiWCmzESGU\/KPakniTxUQAQRjw32GvPZqtyIjIrru5BsqjxRPIWbFy7RBV\/p+pz5ScNZ2iqAfqrjkEug\/kQaD\/UNS7c5bv4ERD4tqI2yOyRvMax0kri37NVhibixM48RB6JS+LHN9T9PIm9P4ghJtUgepeR\/pEG1MPDf\/BOaKUKgM20kPkQetQThILEBjIJdwq5eTQ4nV0L3RycSP9mafYf\/AOQYitGaPhl3EO1Bu1Enp8bjkATCyRi8hq79Jfu0DJRLf0l+7X1sR\/doGKiBGvZ+xdjV59qAtRDNVelRAJIqSJWGhzJByRKu5dEqSLJB8qKho2zfr5VncRxqRhKwrXXHiDEWAxYi5WXksdV4w5tIL6XI\/wCyA6ZzmIryuffchzpW4ZF8L\/7pfRVxOdzduhMK6qEIBC64iO8kCuSqsKwPxEmtBORiXcwLPcyMiIbRHcSeUEjW8tIltBASVOcxZDHd6jRIYE\/dIGflBF0EUsrCAR2j3SLT0GCMI6i4joMt\/poTDNpOaW\/oieAiKO\/2eu4F6WWFAw5sNvqBdx0IgNvvBLuQYzCqsJxKOUeHIPafel2L+HScZDi0nvtWlx7Amb20Q8M4tYkCvwqTix5GNpdyDzzw\/XzU88bPIceuySM16rTVDGAu3UgWJ8V4Iwtx4x1R6zsQOA+JiCaOMyuDYg9KuXQkg6aqCRtJfhRQkguAleBIYCREaC9RfGUQcmhzRBoc0FZICulsEX+F+pGkSCr4HkAxbqgwniqUTcXYuY\/8LJSBk+e71J3i1LIBkO5u1LPspFzfTag5pidug8+21MoqUicjlK0RDUJoeONwbkNvlXM3FMbbTJi7UC6onKSWyMdF60eFUuVrP1JLaKksIXYdq1OGRtdncg0uDQMIiK0tPG2Q+lZiikJn5dBWhppXdkDMQbJVSQMLE4j+FQJXyXQyO6BbVmJBIJaXINqX0kDRhFp1Fd\/ROpKUTfNxQpwCPNuooF9fAxgTONzdy8ZxOn4FfILezYZrxXtVXKwMTuS8q8T0JyVfEGO4S7kGx8P1YygIlpOMNMgLQUlQx9NVq8moq+WGUgK8W2L0rw9lYJMQFd5ED2NERoeNERoLGUXTKIOTQ5og0OaCk0lx7ExpwL5ltTwhWN8VQE5Zbm7UGUqMVOUiO3vR0NcBgQ2hfZ7tZ\/EZHHQOlKgqiF87jz8yDQVdRaVz2D6VKCuJyFu0jSHimbjmVzpzhFIzHmZXN5UGjKILRJxDV3B2JhSUjg456mLaQIEgsHMSuAtwqwMT4Qxg3tCLb6EGsoqV8tvJOqcWHk6xEPi4YwFiKEn38QzsDJGf61pScchMv3kRiYf2QbYMlcAsszQY7HI1wHcydw1DENyAshZDVItkWSqqMRCNiIpAFkhrfFcA3CF9QfcEWtBTiMZ73M7fKCyOJ1QA8jcTiP8AswTCt8SERSC8XCEvdifeyxdRIRzSF8DPSgb4ZhzSneWribh+i1eFxtTS2AVwFot8iTeH4hcBfvvsWlClHONm3EaB\/GiI0PHyYWREaC5lFGUQcyoc0RKhzQVkgK6lCQCYkeSW19Qw\/d3IPMPFOGFEROJciPSSzMNO5FlrJbvxNVNLJa20dqHoKMWaQ3Hs3IElDSBcLvHcXlWhDDjsv4drSbRV0cUY2lbzR8lWxAIsQCwoFIXABM\/TuSutkM3yMrR7bNHLqtrhVOB7huuSHxBghgZFwTGOS447DE+aDjDsRoItJU4VR2FKQgAmZ5dc819rgpJLpAw2aMNIVEkVsvB+Wdju4\/0QNJ4YppiY4ShnKx7SnxIaOx3HJ2MSyf8Ao\/NbOvw+OoCgpoCkKfDKeCjLE4\/fGDDkTZ55OxfIndBjKSqOlnj4ZHJFLtK+8Af5OvWsJgeWC45LmkhvEg+qwWL4TFEJRsRzyX8WOTgjTmDfJ7eTutd4KN+Bw3K549A\/yQYTxPUGctREdVNFFFd7r3gCxZOT+VlzhFdhUYC0dPi8zXlFJVy0xSxmTanZyz+XNavFcChlCQTKYTjmGW2KH7RHmxZ3EDZPJn\/ZLMCwKkpKg6oSppisn4cNPLKYVJGORXXs1rZfBmf70C\/FwimeM4dLeXvBZ6hivnIHL3c14rY0OCSDxDOO0SMuGJgQabuX9Pr8FmjpHCeTLQQzaSQN8DpTE5BOS322lbWmpbHEiLiF2rGUV5vmV8Zj3dhrXUM5mAsXUe4EDSNERoePoiI0FjKLsei+IOTVJq40OaCuRZLE8R4U5RSjpk1iS1pLJ+L8MeYLhKw4\/dkgyWJyRtIJCVzEepF0842E3+KylfHOBZH2+TvV2HVxswiUlr+tA\/tJy56WFXDkzCz6rtaEGszbVGBt6N6NAozHMC4biG00GlwOVshbyp7X0IVEQi5WnHrjL6rD4dWOB5PpWnpsR0jmSD4GHSA4sMcMpFuLYmY0piIs8gU4luGINaHCvzfkihEpEGbxelyeQx1eUvouvCFXwqiSMuklpxlvVniaqCIhiD2hlCRkIdjfVKvCshSzSXDa8feg2dQAtUzNrG+0xID1g7\/FEhTm9rEUPpOzWhzPOanIozEfdFIe36Jof\/VAPURsEZNdc\/cS87xGJmnlJuhHqW0xOrcWJnJYuS4zk+Uh7kBlML5xtbcyfUMdh6dkgah+qUUkeRRj6LBTekvDS8fP9ogaRoiNCwyM\/La6KAkFzKKMog5NDmiDQpoKyVEwCYkJDcxK0yyVMpcvqgwHi2KKC5mjC4vdrEmJPcVv8Ni2fim85uIY6BCwVnNLNf8AHYI\/RAVREOUZP+JMQAdw6VnqLXIQNIY94in8cj7SG1B1Mbi+banTCikNxzcrfSl5uzvkycYXFm2T9UB2GERmPyWuhyASfbovWewqlcSLPr2oqoxHWUbla0XvPvQee1uLFxcWkk9rKNWR8G\/WYtyHJA4Vj5lLpjlpTv3AYmHP6J7i2CBLPJIA2sXk\/wDqY4H4WgYOI8QEcJjbxQ+F3PkgaYZiNRWDTxlfIPFjlqJNkYM31Wr44vxB2vHuS2ojKG0gG0R3CAaFxUzs\/DNvZuW5Aqx6q3ZdUpoorWuIuZa01xeNnt9RoUIGd8rkBdADuV79O1No80up9LZN0RgH80B4ZIqMkFGSLiQFMouWUQcmhTJESoeQmQUGSok6KwyZm3IYyZmJ3K1BmfEkYBFM5loLaP1XnP2pnEm2+VaDxriryHYBaIjsL1rHEb\/yQXQ1ZAQmxcxO8SW2wysirwtfRKKwVos+V3Ig0rqkrCiMTAuGce2xBu5qconyK8m8ya+H52IsrkF4fxiKtCwrBlHcJprHQAJ5h7IvMCDR0MrCeRdEBj2HEZmQ1H2UJTvIogvnP55Zq+nkFnFjsuHuXzEweXhuP6v8qBAeHG1ojjssgkFkkf2YaOc2+hPnzRVBSVkJf7bFqmojk3R14RVBh+LlzX2agJxF+GFxdwBsXyLBzYS9lNq9GxkB9NT1YHGTYrMTF\/7EdZbVR5P8GZsrX\/miKbDiAZuJVHVBKfFjKULD+7JShpHjAWIbbtysqTchyYreGgrp6R5ZYwf2jdymI0DwmVu0ky8PR5BNKWrsFD4vXiIWPqOQ\/wAjIFoSZ8kUBMlsJ5uigP4IGsLoyInSunP1JhCbP3IGAvyUVYvyUQVymhJDZfZpHQE0uSDo33akj8RYm0ERZbz0CKMmqLbnu27l574irylOT5DoFAgr5XJyz6lrJAkPx2q4+vNUlm7ig5PaL+Vcyjc1w9RR0MF2l9VyHtIDIH7UFFNUHCYmEnDMdpAvSfC3iYKgRCUgilH\/ADXm9TTuLiTDpJfIyILSbS47SBB70cAG2fmSuYZoyJwkPLyrD4J41litCceKA7ZA3Lb0mLwVYi8cgE\/cPegPwnFjM7JYg09y0ceIg3Lc6yBnw7jt7OxChjAM+d3MtyDcVMoGJfJZyaV5TGOLqR6i+iCLFiltijvI5EVKA01LVndaQ0xXSd5k\/wAGQMqvxDSwNHRRyBNLZq4WwH+qTyxmZETlc5LG+E6M2m4x3kRXHIR\/N1tBkZuXmQUmBA+T9yuhP5rooxMs7tq5MWAuXcgYU5JlCbP0SWnk+CaU5N8EDMT5KKsT5KIF1TIltRKzIipPcs9iuJDEJarj8qCnG6ywCZtxLETE5uTvpZHVdeUxld+EUsmzbk3S9ALJzQ9rPc3x8yJMeRZqDHl+IEBtIObbVzilPaccjDyssJXUWbCOn8SPmi4gELjdcgVU4NKBAXQUvmpTAiB4zJu0gR1FbGZAZcNx0JniNI5AJAXZpIEGUIcu0xXUMskZCQEcb+hMgqiArZYwkAtBXhrBEVOElZxIvahIekgQE0Hi2cAslsl7NaZYRj9HGchyQ8Ui2iZ6FkqnDp42zkhMWQ8NORlkA8Ry7QQegVHjOADI44wAiCwRDsZLix2evljhaThRkeoj0JNT4dwxFzEL\/LvNCVt4SCWuO3XHYg9TpoBABABtaPd60aEfLN0k8LYwFTEAPpkiCyT1p\/8AHJ9SCuQrPxKsLXbN9yJyAuo7dq+hSi75vp9KCuF8nTKmdAHldy7UbT8kDUC5MouYi0sogyOK1hPcwlasdXm7uTvqdaXERfMlnK0c+1AkvtMX\/MpJzbkNy5qIyz5DtRJAzAL3e8QBkDfzXUUeZc+itEX6W+i5WiDj1H8SC6iDJ8n7UzAGy8qGhF27dyPAGcRz6oEWLUjiUco92gxTShIjjEn6x\/q1MRMeGTFpuNU4Sfr5X2EgHqKVnljF7CjqD9pf2OmfCCACGO8QI\/7r7idBok7RLXGSFmi40cZNIYnFDYMYfNAyqJQMBs9s1lhpbDBHG5CAcMu4j3ZIGgxV4J4wk2FokIwsWnr6UJgE45Nobg+SDLVsogElntJC8nYrKmleWkA7bjhC+5TFbQgkaIeZe8LuyReE5nSC3os\/kgRYTVFTSxzD0\/WD2L1KiqhmjjkDU0msV5QGTFNE\/YZWrR+DsVtIqY5OX6tBvBP5dVcBPlz6oMDfT8kQJM3qQEhGL2vaiBHbkKHjPNhZkdTl6kF4Z5MvqvAmyZRBiK2J3uSGvibVktfXRPq9Sz1XAzPz\/KgzM0W5kJCLExCWl49FqcVMRM+3kXclpRvHKLvqY9BEgggPRv8ANEQxM75P1XXC1ZiO5FU8dr56CQdADD16WKwcnYSu\/IpJG7iROVrKqmNnQL8elYYxZtLkaX4TVCJZHpuRPiLK8G9F6QXuLi7dfMg9Ep6wZgKO65xDaaQ4jBMHOIjjMT7O9fcLrmIBNguKP3gp5WxiYRygPDctaDCVJzXk0gGRdwmCfYSdXTiLlHdFIF5R36gXqvhaOlracXlpaaSWHQZGGs03m8O0ZvmVOA2+TQg8ikoIqgTOKS3ih7SPyL7hkThFwxLVHoIjWo8eYOFJFHPSx8IhPUIfJZfCDMwklPrJotBBmq2AgrOf65DcQoJxMdLxmm+ORsx056yfjWESAxeJmPNuhBqQehYXXhNHGYkBXBq+9MQPnmvKMMqJY+ccnDePXb9FtMGx8ZLQl9kfm7TQa6F0whPlkkIYjExCHGC7ypvTSZ2ugbB0ZRVh0UQKSkY2zfS\/lS+pgEubplXAwHe3STQSHMXyQIJKBvMlmL0ItHe2p4jEyWjkj3ZIGuguikZu4C0oEAE7Wv2kGlEAN1uXRcU8d8MbiWodH9FUEpRmQn0v0kgPmDMCa3boVVJGIBtuu86tjJybNu5fTFmHmgy2MSMcpZduhKzAf4UZUARHITFdrJVnFl1\/Mg5oKp4jJtoyaCW0wyUXYo7jJpAvElhyjZ3LMU5wSs5jGRc49YEg2nhiuKkrAFytCc7CFepiXy7l47ViztHK24bdS9K8MYi1VTRndccYcKRAJ46jc6KR26xnesBhcYOBAw23a16L4vNho5s\/IsJhEHEpyMdJDtQIMcBnEhtttO+5L8UiZ4oyt5kApziedkjP6rr0BVx\/7eMrtoIEFBpljYhtYtBJkQWmQW7dqUlddddzE71pzp2JoZG1cQBu+9BRTR5SDmXIltcDqiC0DLSW29ZkYHceXUdYprhEjmHPdEg30RNayiApKprBu6tydRBzi2yR\/iKDiJyAc+4Edi4+ykJtWhL6QvZx5+RBXJyQsxZtk\/QtCLkyz+goUxb+JBm4YjieUHAyEZr4y+i+VNRGzaxONi7jBO5iAXLVtWex4CnGMALlfqJBI6yJrcpgFvKuqmvBwktkAis02JSGDi3Iiut3KwaQQYchQDWNaOrnvJQxd7cx3IkQFny0E5dq6KLPogWGGXdyVPMHzHqO1HnG\/wDEqZos+iDRYNVcaOwiDPujNafwZXvT1RRGJxhNo9Ga83opTikEn0j3LWhUGTRyxlxGHWPnQbzx5Kw0xB+0WOoDKMI3bye0+5H+KcWappKc23CAhIP1SqGcrBABuezUR7EAuPCzhIYFuQFQeVPH3PYiMRlsCSIyAn3xqvFREII2+JAKDMVGTELstPhBNJTWMXOPaSyxnzF\/zJz4ZqrDIH6SbUDukAs93PuR2HZRySC+m5SngyMmceRa7lZUhacb\/EkGhigZxZ\/mvq+04lYH3KILsTBxgkF+1LSlGOKJ36l2pxjfuSy7llZrpJIxutENAoDiInbn3KqTNmz\/AMUUUbsw+lC1A+lBnvEMjDET6xItArO01fIAiJRnKI\/nTXG5CmksEdMX\/KKw7DrRuMbn8qAL7Q0ojYVv\/dT7OTtzIydMzwwDLkPDcdpAqjjOMhYx07BNAvCBmIXXXDZuTEmAxtldub0Lkoviw8kCzhbsu7tXAxZtt5pkUDO5M2m5c8Jn69RQKpor9o89hIjB68oyKI9Qlt+9EcLdkhJKMmuJ+u8SBAZXTmMcgOPIjExTWkJ7I3+BAlwC00RARa4wv\/jRtMDuAD6LEC3GbXKNu4ph\/ovuN8o423NZpVdSF9XTg+qzdYjcZAbbf8kGRIG+Cvp3IDEh0uO1EFAGrT+JdwxZuLMg09PWcRo2Ybj7kwqRf2JetL6YLWjIdJR7k4GPiAJeXWKBxTbBUX2DYOrLl0UQdYyT2WfETSyhpSuI3HbtWjxGkYiEn6FuVQxMI5MKBbIP4UHWkIATv1LQIppMFrZul32R5DuPp2oEdFhzORGY8yPSmXAZnycefam40jM2TKcBvigUFA2fIV8kpL2JnECTb7PzzXRQelBlpcMINQDy3lGuQBj6ezcd0ZrU\/ZfShanDBPmPsz8wIEI0j+W1VFEI8tz+VPwiIfZyD6BkBQsOcXzYbvUgRDT53Zjy7VzJSfC1aAaX4PpZfCpGdBlSgKMxIR\/iTGgF3Eu1hO9MZaFm7eSHKnIBkZh94gS0FJfUySeVX4rBm5Z9qcYPRuAGTju7lTW09xeZBmhpXNxARucu1OafAnj4ZXXvZfamGF0DEZZDqs0kiDw2QHuaQ8+29AHwmytt1EndJA1lvwssVNFS56iHV5k3hp8rUFEQ2Na\/wJ8vuUTH7Iz87eqiBnWA1hckBa2SiiAaYGfq2asjiHLooog5IWVbg3yUUQWjEOXRfbG+SiiDghZfBBsuiiiD7JALsWbZqoRYStbp8n5r6ogksQ59FS8Q\/JRRBCgH5KmWAdXJRRBZFELRcmyQMkQ59F8UQcxizOOXL7uSeUr3ANzCX3svqiCungFiLJstaOiFtK+KIDAFsl8UUQf\/2Q==\" alt=\"Biograf\u00eda de Hans Christian Oersted (Su vida, historia, bio resumida)\" \/><img decoding=\"async\" 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\" alt=\"Augusto Bel\u00e9ndez on Twitter: &quot;Hans Christian Oersted falleci\u00f3  #TalDiaComoHoy 9 de marzo en 1831. Experimento de Oersted,  electromagnetismo \u25b6\ufe0f\u25b6\ufe0f https:\/\/t.co\/yZWWxOsTMf https:\/\/t.co\/ptktqWIty9&quot; \/  Twitter\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Hans Christian Oersted<\/p>\n<p style=\"text-align: justify;\">El punto de partida para llegar a este resultado crucial fue el descubrimiento realizado en 1820 por el dan\u00e9s Hans Christian Oersted (1777 \u2013 1851) de que la electricidad produce efectos magn\u00e9ticos: observ\u00f3 que una corriente el\u00e9ctrica desv\u00eda una aguja imanada. La noticia del hallazgo del profesor dan\u00e9s se difundi\u00f3 r\u00e1pidamente, y en Par\u00eds Andr\u00e9-Marie Amp\u00e8re (1775 \u2013 1836) demostr\u00f3 experimentalmente que dos hilos paralelos por los que circulan corrientes el\u00e9ctricas de igual sentido, se atraen, repeli\u00e9ndose en el caso de que los sentidos sean opuestos.<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" 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21Zb066Zdf8Mhi39UiQ36UnWIMmeYGlBX9G44GDiI\/wDWXDCspDerm9gkkEqMo0m45C209BeMbFLvlChplVJIBAVZzNczHwrDej2Gi4TYiq5ZmbDaGIClgDhkwDIzCNPa5gVrfQDjAuI+GWA2AgCSqqDF5sMgv9aDe475VJrP\/g4+FmxhgrjYjkyCyoUUaagyI1AOoFX+MDErrtyqhTF4jDDF8fAnMZL5lVRIAXa\/aee9BkvSn0oXGQYAwWRw4DSRKkSLQLgzE2irfjeknwuFZHu+GkG+sWBE+6kekMd3\/CdH4fECMQi4bs7sS0s3WH5hp86rfTPGy4Sozgu5GYDkNR8RvQUfQHBs5EoSuaPVbrAiXhvaAESpmzA7V9K6CwGwsIKwGYkuw5FrtPaTcjm0VW+i3ROJgorzAcAshgiCJGUjRrmdQQ2saaJGjft8jx8DyoOPa+3n39s84POoBQfPnTltJi0V7ExNt+w9+\/y7e+ocO5Ujl3bffSgz\/ED+riTr+IZ74FcReueWUbnme2KnxBnFxf8AMPyFewh1z+0fM0EuIDAGGge+3VOt+e9KHHJwXf8AEwiweRa4utpBBB7bn4U5xWGGRlOhsfA0PjcMYfCuokAoYIGhN7xp3+SDvC54wwYBykm86sonqnWG2MVaMkAkEzBi9KFQroAAAFIAFgBmSwFOuOq3cflQF4b1V\/aO3bmdaIuCAQVABAI5CDEiB3VDhvVX9o+QplaCH4Y3Twj+KIuHyTxj6TU1qeYDUxQdVfGpAVwVMUA8SYtrb+d6hnVbmRzLfflTFcZQRBEg6igUxHPshpNpi3KT9\/8AqmCKnXDQDIpPiMyAlIJJsCCRJufVBPPlTrEASbAa0onEIxkOCSSAJFiAMwA1nSZ59tAur4pJ6q6jU6CBOmtCwkcMxZlJk5QAYQGCZJ3sLCPrT7jUgCe20naTBqow+MeEBUjMHzEFTBTPYTqWyEz36UDOIkR+687nYn3x4CkuM4USHAMiLC4sZBySJvrFz7qknEO5SVKkyzA5SFyllyWPrdoJFtdJaagpXRM2ZmUNM6ZD7w5DawbHYcqHh3Z8rSLSAoAk3JnmZ+FWzteOwnfaN9NxSS8Kqu7iczxMxtptO8e4UCzIZn+Z7z7tBQnFNORSz0CuF6o7hXq9g+qO4fKvUFxiuSxObUwedzYwg1iD2kKbTNKOhJBIm+uxF73a4GVjEGyJtThXKMwOxkLYxykgmY27QKHiZAMzlSIkkxAkblrRInuK0AeGZMEO7iwWSSqgtlJsANTpoDLZokGsBxrs+fEYyzsxsLa2EHYCw7q0nH9Jo6HDwmLJIBY3EJlyqOa+rzubWqkPD5otrrII0HP7XoHfQfjkV8TCxPUdQdbA2Ak7ai+xir\/C6GDYhcOyYiEsrTKYoJBLGJyNpOt7xFYbhsMpxCA5fAFSCCIIm6kGDeIJvWo6K6SfCxSmID7JBOyk2Jnl6ubcC8TQbLhumWU5HENsrQGiNRs4kxKk0Him4Rwz4yljaQCddQIB18NKHi4mDioVGUgEHJiAFJO6zJQ632g6VQdK9HIpyqj5pspxjmM7QWJ0m80BOmuG4Xh2XFwlhjsWJkmI1mIMeNYnpzi3xsSW1FgNeRPf5vWg4rFRLNhhHzQ+Z87kxeCzGO0CO2qU8MxdXcFbEjX1QNZOoBOvb3UGi\/8ATfpoqW4Z2kEFsMHYgyyjsN2i3qnnWv4jiVuZkgkW2iCezS\/\/AEs\/JsLijh8SXWRlebWmDcHsMEHv3r6Li8RMsDKsdR+Vhlm\/KRHu5UDa8SSC3LadrEx2SRy7fVonDcTOtr3jnJzG+xEf3HSqo4lriIWw717P1JHd33e4PDkmxvmF+ZEr2yQR4gCLigTxmnFxf3t9K7h+v\/pHzNBzdfE1\/wDkOuug1omE3XP7R8zQHxxAJ56+G1R6RcPwzEaMqx4rXeLIKFTBkG3MRf5ihdKOww8qgEOwGwC3zEmTe4NtZPgFs\/8A8i\/tP\/PDp1\/VbuPyqtXGDOuxCm2vtpeRT+Keo37T8qBnhvVXuHyplaVwD1R3D5UwpoJYIibk3OvbB8L13iMJGU51DAXv\/OlQVFQE+qJJOwkmSb2uaW4vi3XKVQusiYHWmeqQCYIB1332oHkYC+XKCdTY33I+96KrzoLczbwGtV+Dhl3Jc+rlKrYmb9bSRMkWj1JqwVQPN\/GgLXqX4oSrQYMSDJFxcTG0jTegdG8QzrmYrrACySCCQZJi+mg8ZoHqBjYwAMETBItm95A28KjxmIQvVJDE2IXNpcyOUAj30kuGgBEAeuLYbe00fQUHcD8aCHYsZgkBEAtNlJf4saKHYWGHv+YakSdvf76Di3my6PHUIuCFG\/fXHAEnKLEn1BskbmgMvESBIKyBrG+lwY2oT8MvL\/q8juue29CfDyi6Axp1V2Q\/q7\/GvYQyMVjUA+8CIF+QHgaDrYImQT8NLmNNLntqLVziz1TeJiDMXm1DTFDqGEX5GYO4mgFiesO4\/MUrxC7kmBqLR3xzpjHaO+DHfIik8VYFmPVEXMybRJN5Fr9tAohLoDJvJBiCFJJA05QK69eaSOqYiRpvYi\/L70Ns03IIjYRfc6+ZoA4J6o7h8q9UcE9Udw+VcoLjjek0QZes7HRRqCdCWmFvz1vAOlUHSCu0PimLdVBdVABiZ9ZgW8OUxVwihOoFAsSDoGF5DdosPA2qj4\/iGYGZ37Ta8Qbds+qRpc2Cv6Mw84bc5nAkSLrhw3w+dPJwxUHMJsDccom08r3tzOoHehsHKHGwKNeTYyJk9kGx+1XGPhjQDQ6C3LwFtdo2igxXTOEVcsSCATF5vY6Hzr2CtRw3AniOHRzE5SA29tpi1jrHOZk1T9L4Bym8xft1mw3P899aT0FeeGZJujme46bbxPvoKn0ZUYWJiDFecIIwAnKwYEDKoPV0LA3KxOxrQJ0+ocl1ZgzXylWGUAKCMxBEhJtaSxBIIJ70j0Qjj1bzczEjcG0RFpjfvpDgcTBByYudSLZi4yEgD2iDGjanY8xIMdJ8KOJQY+HhqcTDgjMYOUDrKY9afWUk3II51n+DJx8UkN6qBYmxLSSBvoVv29tbTHyLhMcEoYEEZszlSQI3J1kDcgDes7giGuIJCk2i+W5I5jL4DtoMUvDOGOcXJIPfcEixGxrV9CY04CoSSySsG8IQgG8RCqoMwZqn4t3xP68esxPIQLLHblUGCdzAkgjg4p8IjFQEgQrgmAynaSLa2aN57w2OG4ZgT1oiACdiS3dOZlBHI91O8NhnMQJJMX0EqJDdpIIG0WnSqvhsYOFdDAOx9ltYMGBBNhuHp\/h3IJKy19L+0ZWbbA+FBWuevi39tvpUOHQhyAARlWLDm08uznXHf+pi\/wCY\/wBKngv1z+0fM0A+k+HxGh0crAYRCxMW1ntoL8PjZOvisY6wsuo7iBEm96ssdur55Go8S3UP7T8\/4oF8To7iFY5cZizC0hBYOl7A301nerfhvxFR0frkJObINOtvIlreZqTN\/UX9rf8APDpnEPVf9n0aga4bNvpAgRHfuaazGLa7TpNLhqkHm22\/28\/9BDA4hARmnODEtJE6wjNbfa8RNM4\/EquUmQJFyO0V4ERG3Kl8fgg0FDkIm4nQ6ixBE20Ow5UDmHxSFrGbbAnc8qMMUcm\/tP2qvzuXgggDKSSAwPr9UFYI225c6cTF7J7QQR9\/hQTZ8ysIPqnUEag7mkeDwSryrEKxdmXWSGyiOQ37wNLy3jPCseSk\/Cg8P60\/5g\/\/AKUHeNIzKWYKALTInrLmuCNot30D8VTfOl8h1P5iT7fKm+IwywEMQRcEc+2NR2UqwyZQx3ABlrwsCBmmewTrQRVl1LreIufaeSIzftrrEbFT68SDrm09bQn5VwZrSX9mbPtJnXnQ4MD1iYXZxfNLXZgKDjgEmWWDm2J\/Kv5vM15FGckRadBGoWN+xq9+C27RfmxPrTuYB8amAAIHxuT2k70A+Pgo08qU4JjlIK5b7QZnedySDRuNfqN3UpwCwneSe68R8PjQe4jFGYRfUe8ZT9qDjHQGefhe8bydO\/lXsbBDMHBIIEC5AyyM1tJPPsFCxEM6zY7sD9vfQRDyPHXvoGM2tRRIVZkQNCxJmLjX70PEtOunMn50AcFuqO4fKvUDAfqr3D5V6gs+lJKqy+vh9ZYsTEFlNrA2te3KlkyNhriL7QDAG4BYWBjle19RGghzjwQqOJMNHbBDWnQ6eTVamMv4bqCTlxXA9qzdcC2xJJFBDhcecWAfWS2kdVlItoB1msLdnO94k27yNjNzB7Z+PcKz+C2V8JzE5wIn86lRcb3F9fgKveMZVQ31GXQWBNjeLDtsO3WgpuIwcw5kbTextB22vf30D0TxzhYz4c5QZYDnBjf1rbdhqy6PQ4ijFAOXNItqIjNz6wJI3iNJgUnSaHCxkxVEFCJgXKzpaIkE77xe9Bv2x8y3gnMCfGdx4xP2rukcB5\/GlVdGUqVg5VWcxYkQTlZvhU+FcOoZbhh1YIErspvYdgHOnWwwQy5ZUaCJIF7BPcedAz\/4GHi4eZ0wnkCXQBTl3kC6mO0wawvGY5wsDFcOXXLGE5J62ZioKgmwAMx299bPoLiWOE1g7JOUyvXQqThksRJzC0i0htIr556S8WXweGSwku7BRCyHKrG0aigP0NwofhmCgkgZliToTIjcQ2kHfXSpcPw4ZGX3Sb2IgGxuL++e2S\/6HIGwCNxmGXszEX56fGgcPmXOCLgwe+SPnztvrQUvRvFthAgkmDlZZ\/UBE7AR5vW86NdMVFdbAtDA2KNupHPrczIgg3rCdKcMc6usDNBvI63VkaRMczeT2Vo\/R3iWGNlJGTEXqrzdOsGH+mZH6b7UEGeXxDzxGPjRMFuuf2r8zS3ENGLi\/wCY\/wA67gv127l\/+1BYYz9U0PGbqt+36moO3VND4jEARpPsfVqC3Zv6i\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alt=\"La turbulenta corriente hist\u00f3rica de Andr\u00e9-Marie Amp\u00e8re | Sector  Electricidad | Profesionales en Ingenier\u00eda El\u00e9ctrica\" width=\"322\" height=\"157\" data-deferred=\"1\" data-iml=\"1319.5\" data-atf=\"false\" \/><\/div>\n<p style=\"text-align: justify;\"><a title=\"La turbulenta corriente hist\u00f3rica de Andr\u00e9-Marie Amp\u00e8re | Sector  Electricidad | Profesionales en Ingenier\u00eda El\u00e9ctrica\" href=\"https:\/\/www.sectorelectricidad.com\/23192\/la-turbulenta-corriente-historica-de-andre-marie-ampere-2\/\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwjL6MXHsOf4AhUMfBoKHUKLAC8Qr4kDegUIARDpAQ\">La turbulenta corriente hist\u00f3rica de Andr\u00e9-Marie Amp\u00e8re\u00a0<\/a><\/p>\n<p style=\"text-align: justify;\">Poco despu\u00e9s, Amp\u00e8re avanzaba la expresi\u00f3n matem\u00e1tica que representaba aquellas fuerzas. Su prop\u00f3sito era dar una teor\u00eda de la electricidad sin m\u00e1s que introducir esa fuerza (para \u00e9l \u201ca distancia\u201d).<\/p>\n<p style=\"text-align: justify;\">Pero el mundo de la electricidad y el magnetismo result\u00f3 ser demasiado complejo como para que se pudiera simplificar en un gr\u00e1fico sencillo, como se encarg\u00f3 de demostrar uno de los grandes nombres de la historia de la ciencia: Michael Faraday (1791 \u2013 1867), un aprendiz de encuadernador que ascendi\u00f3 de ayudante de Humphry Davy (1778 \u2013 1829) en la\u00a0<em>Royal<\/em><em>\u00a0Intitution<\/em>\u00a0londinense.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Ley de Faraday - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">En 1821, poco despu\u00e9s de saber de los trabajos de Oersted, Faraday, que tambi\u00e9n dej\u00f3 su impronta en la qu\u00edmica, demostr\u00f3 que un hilo por el que pasaba una corriente el\u00e9ctrica pod\u00eda girar de manera continua alrededor de un im\u00e1n, con lo que vio que era posible obtener efectos mec\u00e1nicos (movimiento) de una corriente que interacciona con un im\u00e1n. Sin pretenderlo, hab\u00eda sentado el principio del motor el\u00e9ctrico, cuyo primer prototipo ser\u00eda construido en 1831 por el f\u00edsico estadounidense Joseph Henry (1797 \u2013 1878).<\/p>\n<p style=\"text-align: justify;\">Lo que le interesaba a Faraday no eran necesariamente las aplicaciones pr\u00e1cticas, sino principalmente los principios que gobiernan el comportamiento de la naturaleza, y en particular las relaciones mutuas entre fuerzas, de entrada, diferentes. En este sentido, dio otro paso importante al descubrir, en 1831, la inducci\u00f3n electromagn\u00e9tica, un fen\u00f3meno que liga en general los movimientos mec\u00e1nicos y el magnetismo con la producci\u00f3n de corriente el\u00e9ctrica.<\/p>\n<p style=\"text-align: justify;\">Este fen\u00f3meno, que llevar\u00eda a la dinamo, representaba el efecto rec\u00edproco al descubierto por Oersted; ahora el magnetismo produc\u00eda electricidad , lo que reforz\u00f3 la idea de que un lugar de hablar de electricidad y magnetismo como entes separados, ser\u00eda m\u00e1s preciso referirse al electromagnetismo.<\/p>\n<p style=\"text-align: justify;\">La intuici\u00f3n natural y la habilidad experimental de Faraday hicieron avanzar enormemente el estudio de todos los fen\u00f3menos electromagn\u00e9ticos. De \u00e9l es, precisamente, el concepto de\u00a0<em>campo<\/em>\u00a0que tanto juego ha dado a la f\u00edsica.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Ecuaciones de Maxwell: biograf\u00eda e importancia | Meteorolog\u00eda en Red\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Este f\u00edsico formul\u00f3 la teor\u00eda cl\u00e1sica de electromagnetismo reduciendo que la luz est\u00e1 hecha de campos el\u00e9ctricos y magn\u00e9ticos que se van propagando de forma continua por el espacio. Todas estas deducciones las introdujo en las\u00a0ecuaciones de Maxwell\u00a0para reflejar y demostrar su teor\u00eda. Esta teor\u00eda llev\u00f3 a la predicci\u00f3n de la existencia de las ondas de radio y a las de radiocomunicaciones. El plasm\u00f3 en las matem\u00e1ticas los trabajos de faraday.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Sin embargo, para desarrollar una teor\u00eda consistente del electromagnetismo se necesitaba un cient\u00edfico distinto: Faraday era h\u00e1bil experimentador con enorme intuici\u00f3n, pero no sab\u00eda expresar matem\u00e1ticamente lo que descubr\u00eda, y se limitaba a contarlo. No hubo que esperar mucho, ni salir de Gran Breta\u00f1a para que un cient\u00edfico adecuado, un escoc\u00e9s de nombre James Clerk Maxwell (1831 \u2013 1879), hiciera acto de presencia.<\/p>\n<p style=\"text-align: justify;\">Maxwell desarroll\u00f3 las matem\u00e1ticas para expresar una teor\u00eda del magnetismo-electricidad (o al rev\u00e9s) que sent\u00f3 las bases f\u00edsicas de aquel fen\u00f3meno y contestaba a todas las preguntas de los dos aspectos de aquella misma cosa, el electromagnetismo. En sus ecuaciones vectoriales estaban todos los experimentos de Faraday, que le escribi\u00f3 una carta pidi\u00e9ndole que le explicara, con palabras sencillas, aquellos n\u00fameros y letras que no pod\u00eda entender.<\/p>\n<p style=\"text-align: justify;\">Pero adem\u00e1s, Maxwell tambi\u00e9n contribuy\u00f3 a la f\u00edsica estad\u00edstica y fue el primer director del Laboratorio Cavendish, unido de manera indisoluble a la f\u00edsica de los siglos XIX y XX (y tambi\u00e9n al de biolog\u00eda molecular) con sede en Cambridge.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ecuaciones de maxwell y Ondas EM\" \/><\/p>\n<p style=\"text-align: justify;\">Las ecuaciones de Maxwell son, quiz\u00e1, el mejor legado que ha dejado este cient\u00edfico. Puesto que su nivel y sus aportes la ciencia eran cada vez mayores,\u00a0pudo ingresar en el Royal Society en el a\u00f1o 1861.\u00a0Aqu\u00ed fue donde el p\u00fablico o la teor\u00eda electromagn\u00e9tica de la luz y regres\u00f3 con su familia a la casa de sus Padres en Escocia. Fue nombrado director del Cavendish laboratory de Cambridge el a\u00f1o 1871 (como os cont\u00e9 en un trabajo anterior).<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Su conjunto de ecuaciones de, o en, derivadas parciales rigen el comportamiento de un medio (el campo electromagn\u00e9tico) que \u00e9l supuso \u201ctransportaba\u201d las fuerzas el\u00e9ctricas y magn\u00e9ticas; ecuaciones que hoy se denominan \u201cde Maxwell\u201d. Con su teor\u00eda de campo electromagn\u00e9tico, o electrodin\u00e1mica, Maxwell logr\u00f3, adem\u00e1s, unir electricidad, magnetismo y \u00f3ptica. Las dos primeras, como manifestaciones de un mismo substrato f\u00edsico, electromagn\u00e9tico, que se comporta como una onda, y la luz, que es ella misma, una onda electromagn\u00e9tica, lo que, en su tiempo, result\u00f3 sorprendente.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">M\u00e1s de ciento treinta a\u00f1os despu\u00e9s, todav\u00eda se pod\u00eda o se puede apreciar la excitaci\u00f3n que sinti\u00f3 Maxwell cuando escribi\u00f3 en el art\u00edculo\u00a0<em>Sobre las l\u00edneas f\u00edsicas de la fuerza<\/em>, 1861 \u2013 62, en el que present\u00f3 esta idea: \u201cDif\u00edcilmente podemos evitar la inferencia de que la luz consiste de ondulaciones transversales del mismo medio que es la causa de los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos.\u201d<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/i2.wp.com\/www.adelantosdigital.com\/web\/wp-content\/uploads\/2018\/10\/Faraday-laboratorio-w.jpg?resize=210%2C223&amp;ssl=1\" alt=\"Faradayvsac\u00f3 la Ciencia del s\u00f3tano - Adelantos Digital\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT843wi9YC5xDto960fk8onxUP4I1hDSjkemQJEOxc1aGJfqxZaAW1IYTomU7gORJbLD-Q&amp;usqp=CAU\" alt=\"Michale Faraday | www.elhistoriador.es\" \/><\/p>\n<p style=\"text-align: justify;\">Todo aquello fue posible gracias a las bases sentadas por otros y a los trabajos de Faraday como experimentador infatigable, que publicaba sus resultados en art\u00edculos y los divulgaba en conferencias en la sede de la\u00a0<em>Royal<\/em><em>\u00a0Institution<\/em>\u00a0londinense. Todos estos art\u00edculos y conferencias fueron finalmente publicados en el libro que llamaron\u00a0<em>Philosophical transactions<\/em>\u00a0de la\u00a0<em>Royal<\/em><em>\u00a0Society<\/em>, y\u00a0<em>Experimental researches in chemistry and physics<\/em>\u00a0(Richard Taylor y William Francis, Londres, 1859; dos grandes cient\u00edficos unidos por la historia de la ciencia que nos abrieron puertas cerradas que nos dejaron entrar al futuro).<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F07%2F07%2Fcosas-que-nos-gusta-conocer-3%2F&amp;title=Cosas+que+nos+gusta+conocer' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Aunque la ciencia ya hab\u00eda mostrado para entonces su capacidad \u00fanica para estudiar qu\u00e9 sucede en la naturaleza y qu\u00e9 principio (o leyes) la gobiernan, y contaba por entonces con una larga [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28296"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28296"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28296\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28296"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28296"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28296"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}