{"id":3054,"date":"2021-03-24T06:20:02","date_gmt":"2021-03-24T05:20:02","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3054"},"modified":"2021-03-24T06:25:02","modified_gmt":"2021-03-24T05:25:02","slug":"un-rumor-del-saber-ii","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/24\/un-rumor-del-saber-ii\/","title":{"rendered":"Un Rumor del saber II"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f2\/Michael-faraday3.jpg\/220px-Michael-faraday3.jpg\" alt=\"Michael-faraday3.jpg\" width=\"220\" height=\"316\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El joven Faraday<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tal como la revoluci\u00f3n copernicana en la astronom\u00eda, la revoluci\u00f3n \u201cdel campo\u201d\u00a0 en la f\u00edsica ser\u00eda un desaf\u00edo al sentido com\u00fan y conducir\u00eda una vez m\u00e1s a los cient\u00edficos pioneros a \u201clas brumas de la paradoja\u201d. Si Michael Faraday hubiese tenido una s\u00f3lida formaci\u00f3n matem\u00e1tica quiz\u00e1 no hubiera estado tan dispuesto a realizar su sorprendente revisi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT1VQQXDlfAqWAZFShGzveZzyHOlC25ujLJIDhAW9boVVMa37edd05iUiAFw8aPY-JywOk&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de Herrero En El Taller De Martilleo En El Yunque y m\u00e1s  Vectores Libres de Derechos de 1890-1899 - iStock\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hijo de un herrero pobre de las afueras de Londres, Faraday tuvo que ganarse la vida desde muy ni\u00f1o, y se dice que en tiempos de guerra, cuando los precios eran muy altos, pasaba una semana entera con una barra de pan. Sus padres pertenec\u00edan a una reducida secta protestante escocesa fundamentalista y practicante del ascetismo que, como los cu\u00e1queros, cre\u00eda en un clero laico y se opon\u00eda a la acumulaci\u00f3n de bienes materiales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.meisterdrucke.es\/kunstwerke\/500px\/Alexander%20Blaikley%20-%20Professor%20Faraday%20lecturing%20at%20the%20Royal%20Institution%20before%20%20-%20(MeisterDrucke-239509).jpg\" alt=\"Profesor Faraday dando una conferencia en la Insti...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Faraday asist\u00eda regularmente a las reuniones dominicales y fue uno de los dirigentes de la congregaci\u00f3n hasta el final de su vida. Los pasajes m\u00e1s marcados de su muy le\u00edda Biblia se hallaban en el libro de Job. Faraday pr\u00e1cticamente no tuvo una educaci\u00f3n formal-\u201cpoco m\u00e1s que los rudimentos de lectura, escritura y aritm\u00e9tica que se ense\u00f1an en una escuela corriente\u201d- pero a los trece a\u00f1os entr\u00f3 afortunadamente a trabajar en el taller de un amistoso impresor y encuadernador franc\u00e9s emigrado, un tal monsieur Riebau. Al principio Faraday repart\u00eda los peri\u00f3dicos que Riebau prestaba, y los recog\u00eda posteriormente para llevarlos a otros clientes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.general-anaesthesia.com\/images\/davy-laboratory.jpg\" alt=\"F\u00edsica y sus personajes II : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Entre los libros que llegaron al taller de Riebau para ser encuadernados estaba The improvement of the Mind ( \u201cLa perfecci\u00f3n de la mente\u201d), del escritor de himnos Isaac Watts, cuyo sistema para el perfeccionamiento de s\u00ed mismo sigui\u00f3 Faraday. Llevando un diario que luego se convertir\u00eda en su famoso cuaderno de laboratorio. Un d\u00eda Faraday recibi\u00f3 en el taller para su encuadernaci\u00f3n un tomo de la Enciclopedia Britannica ( 3.\u00aa ed., 1797) que conten\u00eda un art\u00edculo de 127 p\u00e1ginas a doble columna sobre la electricidad de un fluido y de dos fluidos, y propon\u00eda que la electricidad no era un flujo material sino un tipo de vibraci\u00f3n, semejante a la luz y el calor. Esta atractiva sugerencia marc\u00f3 el comienzo de la carrera cient\u00edfica de Faraday.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ4c30rzGWEPD_7ZNAQLCRLI0mRguhuXwrvnaYXNlSxf5lsjs1DLZ_qBgqANtne_Xvhhsk&amp;usqp=CAU\" alt=\"Humphry Davy; una presentaci\u00f3n... - A hombros de gigantes. Ciencia y  tecnolog\u00eda | Facebook\" \/><\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">En 1810 Faraday comenz\u00f3 a asistir a las conferencias p\u00fablicas de la Sociedad Filos\u00f3fica de la Ciudad, y luego a las que daba Humphry Davy en la instituci\u00f3n Real. En diciembre de 1811 Faraday caus\u00f3 una favorable impresi\u00f3n en Davy cuando le envi\u00f3 las notas, escritas con una hermosa letra y cuidadosamente encuadernadas, que hab\u00eda tomado en las conferencias del primero, acompa\u00f1adas de una solicitud para que le contratara como auxiliar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ3nWA-cJUq8OPOjV1tl9l0ykMv63X7LDyWPA&amp;usqp=CAU\" alt=\"Historia del electromagnetismo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Davy hab\u00eda quedado temporalmente ciego en octubre de ese mismo a\u00f1o a causa de una explosi\u00f3n que hab\u00eda acontecido en su laboratorio y necesitaba un amanuense. Contrat\u00f3 a Faraday por una guinea a la semana y el uso de dos habitaciones en el \u00faltimo piso de la instituci\u00f3n, con combustible, velas y batas de laboratorio incluidos, adem\u00e1s de la libertad para utilizar los aparatos. A los veinte a\u00f1os, Faraday se hallaba en el laboratorio de uno de los mayores qu\u00edmicos de la \u00e9poca, y pod\u00eda experimentar all\u00ed a sus anchas. \u00a1 Un sue\u00f1o hecho realidad !.Sir\u00a0 Humphry y lady Davy completaron la educaci\u00f3n de Faraday llev\u00e1ndolo con ellos en una gira por el continente europeo en 1813-1814.<\/p>\n<p style=\"text-align: justify;\">Visitaron Francia e Italia, conocieron a cient\u00edficos y Faraday comparti\u00f3 las esperanzas y las dudas del parlanch\u00edn Davy. Cuando regresaron a Inglaterra en abril de 1815, Davy hab\u00eda inmunizado a Faraday contra las generalizaciones f\u00e1ciles y hab\u00eda renovado su pasi\u00f3n por el experimento. De regreso en el laboratorio, Faraday experiment\u00f3 con combustibles para calefacci\u00f3n y alumbrado, y finalmente descubri\u00f3 el benceno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTuTr6JG-gTuasbmk7FKY9m0DHfVTyw-99LmQ&amp;usqp=CAU\" alt=\"MICHAEL FARADAY: BIOGRAF\u00cdA Y LA TEOR\u00cdA ELECTROMAGN\u00c9TICA.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS8pYHwdbDut5j5qxd9AiuMdgJEmObL82Dr5qb88XBDwfulodOdsiAazdZpeVmNbmpaTC4&amp;usqp=CAU\" alt=\"La Curiosidad Mat\u00f3 al Gato II: Dulce Veneno | Fundaci\u00f3n Chile Hace Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Elabor\u00f3 los primeros compuestos de cloro y carbono, de los que sali\u00f3 el etileno, resultado de la primera reacci\u00f3n de sustituci\u00f3n conocida. Faraday tambi\u00e9n fue un pionero de la qu\u00edmica de las aleaciones de acero. Con el tiempo se sabr\u00eda que uno de los hechos cruciales de su vida fue el encargo, por parte de la Royal Society, que lo llev\u00f3 a elaborar un nuevo cristal \u00f3ptico \u201c grueso\u201d con un alto \u00edndice de refracci\u00f3n especialmente \u00fatil para los experimentos con luz polarizada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR5KHzj60SCSZY3OXNqv7OKcuSmIlNI-ee48GYeIuUnK6RDpQhjfou45a4MBTZdj879NkE&amp;usqp=CAU\" alt=\"MICHAEL FARADAY (1791-1867), cient\u00edfico ingl\u00e9s dando una de sus  conferencias en la Royal Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQFKYfl2tarfJmrcO5Vw4fmMLK43fN1rNzvSA&amp;usqp=CAU\" alt=\"Michael Faraday y Jane Marcet, la Asimov del XIX | Vidas cient\u00edficas |  Mujeres con ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El temperamento optimista de Faraday se vio reforzado por un feliz matrimonio con la hermana de un individuo que hab\u00eda conocido en la Sociedad Filos\u00f3fica de la Ciudad. Sarah Bernard nunca comparti\u00f3 los intereses cient\u00edficos que hac\u00edan pasar a Faraday las noches en vela, pero dec\u00eda que se sent\u00eda feliz de ser la \u201calmohada de su mente\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"F\u00edsica y sus personajes II : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ese mundo nuevo en que la prioridad era recompensada, los tempranos \u00e9xitos de Faraday despertaron la envidia de su famoso mentor. En 1824, cuando Faraday fue propuesto para ingresar en la Royal Society por haber logrado la licuefacci\u00f3n del cloro, Davy se opuso a su candidatura y afirm\u00f3 que el m\u00e9rito era suyo. A pesar de todo, Faraday fue elegido.<\/p>\n<p style=\"text-align: justify;\">Davy se hab\u00eda sentido intrigado por los recientes esfuerzos te\u00f3ricos para adaptar las ideas de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> a las necesidades que experimentaba el qu\u00edmico en el laboratorio. El m\u00e1s atractivo de estos esfuerzos era la teor\u00eda del \u201cpunto central\u201d de Boscovich, que describ\u00eda el \u00e1tomo no como una diminuta bola de billar de materia impenetrable, sino como un centro de fuerzas. Si las \u201cpart\u00edculas \u00faltimas\u201d de materia ten\u00edan esta caracter\u00edstica, se explicar\u00eda as\u00ed la interacci\u00f3n de los elementos qu\u00edmicos, sus \u201cafinidades\u201d y los modos de formar compuestos estables.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Faraday \u00a1Qu\u00e9 personajes! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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gsOtkjNgU43hzG9uI51Lbq7lbDmhw2aLNPJFGx98xCln6sO9rOBfidO6rDN0VbJc3fCsx7zPiCeJJ1MneSfWaF19KFD0tyzJJN+D8MRGUzlmYsSVky2GUk6IR5L91yPmJ6YHvGVwOFlZl6zssxKMWJIYlBZ7i5t31fU6KNkgEDCkA8QJsQAdCPne5iPWe+sLaPRxsKDL1uHCF75R1uIJNrXsBJyuKE\/6\/G4fSauOlXD4iDqJJAxj7WZXyakai6sLE68bVcNq4dyo6tQSA5A0HbyEIbnkOGmvg8r1z5gFgw+8EaxErBHilyXLNZL359o8eevnrf\/AOM+F+e\/uv8Aw1C636YRjxvVvaKBWZW8EA6t33Nm489DqTbQHNwWHcOXkSNQFOoAtcHQjmNFF+8BOBuA\/GbC\/Pf3X\/hqK3p3sw6YSUpL22QolgynO\/YWxOUCxYHiOFLUNnb2YHE4hEimjIaKSwa6dYZHTRVcDOfeyTbvHfU\/gtnRxZsiKuYkkhQDqb20HCtQ7v4CN8VhYjw65XvbKt0BlHZDDW0Ytq2hB4aDdNc\/Fnzm9N+TDjdPtcl78+Msb6ViPavXWlcl78+Msb6ViPavXVhD0pSg7MpSlBpffbHGPamKBUkXhIII+ajuAPPlJt3DjUluTvHhI0ljnw926zMp6tHORgFFzpzQn125VE9Iq22hiZMwXLJGNeFmw8Qtqyi+YLz8lQ+AkK4jLpZ1IvceENRpe5Nge\/h5NcyfIt+LaH407N+jH\/gpX38aNm\/Rj\/wEqkOP6\/r+tK+ha68HPnWv8NiI\/wAMLIV9792hsuUeB117ZeHDS1dA7nY2GafFPAmRLwi2UJqFa+g84rnGDxgPSR7St+9Fg1xX14vuVnTe\/a80pSorXW900Yj2srQZ2Mb2kshy3wqAasc2h10rW\/QfKi4+UyQ9aPc7jLZDY9ZFr2yB5O\/Wti75+Dtb823\/AMVK1r0KfDpPR39pFV0zvtun3dh\/oA\/Rg\/ir77vg+gf3Yf4qxa+itcYzzqib87SR8YQmHMaqkaCyoBn1e\/ZuPyi8\/i+Sp7oYVutxjEOA0eGyhgt7K+KjJ7J1u0bG+nE8rE0raWIDSyzkntszgi4GU5xH21WwuABrytpWzej3DdVPNH8nCYIHz58Zf9t682ElyuT053WEi7UpSuzkVQOmGVVihYg3UyMpADZbBSxsWF7oHX+3V+qjdK0YYYdTwJmB9aCmtpbpUtxd60w87ExPkdGTICmYMpBAGZtQp6wcdM1Xj\/KLD8xP\/wAr\/wAladgmIlQkqcpCkXFlI8PmTfVhrp5uJs7irjPSZZaq9\/5RIfo8\/wDyv\/JWnemnbC4rHJIiMgECLZ8t7h5D8UkW7XfVoK\/19tUDpB+EL+aX7zVq46THLdbj3V3hSc7LgWORWiTVmy5TlwzqbWYnieYrYlaf6OR\/nWB\/Nt7Bq3BWbGpdlV7eLGdVisK+Rn7OIFlyg8I\/lEDlVhqs73\/CML9Wf90dQvTTEuLvvL1uRvhatk7ObiNONr+ut4\/jL\/u8n6UX8daHf\/1D\/wC6H7xW461IzllYlfxl\/wB3k\/Si\/jqrdI+8paGOJYnUu+YglCSqAmwCvfwmSpSqPvvNnxIUWPVRjipIzOSTY6Am2S4zcDXPy6mNb8NuWUfdzby7Qw0liAkhvwtmeKawOvKz8O+t0VqncePXCyEEdZi3tcW7KRTIvIaHKWA5ZrVtas+PHjjI35MuWVr7XJe\/PjLG+lYj2r11pXJe\/PjLG+lYj2r10YQ9KUoOzKUpQae37F8bjRr4URFuN1hiYW8txVWzIpVlAVRlIuDbSx0PfbMOPP1VcN6xfaWL+vF7CKqXJhyAQSAwMi3AOawJC2sNdG+S1TLqVMe7FjY19DV4YFy0aHwm0U2tq4OQjjbwhbjUwu7mLIa0BOUkN75CcpHG\/vulq67ctVUV3ThEwnzyZg+e11y3zZvk8L1s7oq44r68X3KqmNwEsJQSx5OsDFO3GwYLlzWyM3DOPtq19FXHFfXi+4al1r01jvfteaUpWHRQtr4NZZ8fCxIWUqjEWuA8ESm2mh1qH3X3GgwMrTQvMzMhQh2QixKtwVAb9kftqfn+F4v87H7CGvaGGZ1V1gkIYAg3i1BFxoZO6tzTnd7un5rC3gxJiw0zg2YRtlOl85GVbX0vmIrKeQqFLoVVmyBi0RXN2rDsuTclSPPpVe3\/AMTaGOK+sknC1zlQFyQBxsQnk1txIqZZaxtMMbcpFU2Jh1eWGPmXUcdcujSDjc2s17G17d1bV3T+HYr0fCe0xlUDcqIS4ppND1SsNDcBico1tx1f7Ptv+6fw7Fej4P2mNrj4Z8d\/rv5bvPX4tlKUrow+VSOlQ\/BvrS\/dFXeqR0qf7N9aX7oqztMump9pQOuIIRsyMMzI3DU9qw+MRfNbyWHlsGElLRqTxsL+caH9t6htvxFJUlDaOuQrfQsLsludzcjQX5c6yt3cQWw4d9DmkJHMdtv+lWesqxl7xiUJqI2xu3FiJBJI0gIUL2SoFgSeanvq0x7t4trgYckra46yG4vqLjrLi476xsZs6aFUaWPKrtlVs8bAtlLW7Dk3spPqrW5U1Y9txogmOwiDgokUX42ELjWtt1qjc3xjhvPN7J62vWcu28eiqxvh8Iwv1Z\/3R1Z6rG+HwjC\/Vn\/dHUna5dKgdxMP7s9255ut6zrMt0yZvNkvb11Za\/LMcyqqszObKotckKzHViANFPOvSSCVdWhcagXLQjU6Af6zma36cvdfmtbb2Y3qcbiM4ujdXmYE6AxgcL6sOfDQrWxROAzqwyMgBYMVuFYZg11YjKQDrfka1SGjxOIQsxPWYlTIcwswd7qCNeyQVVb8QnkFcvLrKTH9dvDuW5fjYO66ELs7MpUmZmsRbwo52Gl9NDw8tbKqkEf5xhPz\/wD2ZqvFas16Zl37K5L358ZY30rEe1eutK5L358ZY30rEe1eo0h6UpQdmUpSg1NvUf8ASOL+vF7CKqptBFEr3PhZSASwGvZsLWFzY3OvGrVvaP8ASOL+vF7GKq5tlDmjZbX7Si9+JGYXI1Hg1b7xYx\/ze2xprAAfEdWA1GgIPPhcq3LuIq2vvbGXLthZ3JZzq8WgfICAQAQtkA77E1Rtl4k9cRawYMATpfLYgBe6zNY1L1cZyk2mV42s7eHa64mWAx4cwrEJs12U5mk6rW41J971J14VZeiw64r68X3DVMq59FXHFfXi+5Vs1DG7q80pSsOilTfDMX+cj9hDWI2PmChPc0lwEHWJJFrlQIQCxB6u2uUi4JJrKn+F4v8AOx+whr0retxyuWrUftLFvMIkXBNFaaOR3MkbHKhJ1scxtmNhyqr7+4gNiY4yRaOK+vIyllOmU6WjUHhx48KvNat2\/iM+JnkDCxlZb3tlCZIuNr27J82bS9cfLJMdfrt4byy3+LduHh7QyObks+XMxJJCDjwHFmbkNatO6fw7Fej4P2mMqK3cw\/V4aJSuUlAzDuZ+23Ic2NSu6fw7Fej4P2mMreOPHCRi5cs7VspSlGnyqR0pn4N9aX7oq71SOlX\/AGb60v3RVnaZdNc7yFhEHS11Yak2C3BW5tqLXHDkTXjsNWInS1vBtoQMxUgkX5EBf\/29S8kYYFSLgggjvB41XNkPJHjHSRTZuyGuTewzg+S9yf7Vq1ZrLbMu8dNiz73Ru+Z8PMxDo6++RWUxqVGXs5gpzMddbseF7VH7w7bTEJDHHhTEI5RIzFlYsBE8QuQbkgMoueS2qOyc7V9tSY\/pnlj\/AKpPc4\/6Rw3nm9k9bXrVG5vjHDeeb2T1tepl2uPRVY3w+EYX6s\/7o6s9VjfD4Rhfqz\/ujqTtcukfi8wysqlsue6q2RyGjkj7LnQNdwRe3Cvwm2pFILYKTKo8ASwpGD2NQA2g7A0vbVu+1ZNGF9CLjuNauO3PHLSq7w7SITFTCLqVaPDRJGjoxCB+rOURnsiz2Hd+yqtsBVnxeEsPAcuy9lithmADAHs3142se86T\/SNi4bJhctml7b5B2wi3KaDU3ktbS3Z15VjbgJGuLYRrb3lyx536xdPLre5HMc64WTnJ9vRvWFs6q7n4ThPz\/wD2Zqu9Uk\/CMH+fPsZau1db25Y9Ptcl78+Msb6ViPavXWlcl78+Msb6ViPavUaQ9KUoOzKUpQa43n3Wxz42aaGKJ45TGylpSjArGkZBXIeaXqGxu4+05FyiCBe0pv7oJ4HX8n3XHrrb9Ku\/Wk1N7aWi6PNq9YrtHAQhJUCbKbkMDc9Wb+FbgNONzrUkN0tqfRof1n+VW16Ul10WS9tUDdHan0aD9Y\/lVa+j\/YmIw4nOIREaR0Kqj9Zoq2uWyrz\/AHVbKU3SYyPtKUqKpe1dmY5cVPJDh4ZY5WRgWnMbAiNEIK9U3yL8edY\/uXan0GD9b\/k1e6Vd1m4yqJ7l2p9Bg\/W\/5NVXGdHGOIbqcPHHna7A4pXBB8Ox6hXuwzdosSM2lrVualS++2sfj0ofuXan0GD9b\/k1Kbo7OxKTTzYmKOLrI4ERUlMn+radiSci2v1wFteBqz0q7SSR9pSlRSqn0g7FxGIWA4dEdo2fMrv1ejLa4bK3Aj9tWylBqYbobU+jQ\/rP8qsTEbgbSaZJuphGUWK+6TY6ED8nYcddNbCtyUq8qzxjU\/4pbU+jQ\/rP8qi7o7U+jQ\/rP8qtr0q8qcY13unuvjo8ZFNPFFHHHnJKyl2JZGQADIPlcb8q2JSlZt2smn2q1vhs\/EyPh5MPGkhjMgZHkMejhbENkbgV7udWWlFUP3LtT6DB+t\/yae5dqfQYP1v+TV7pV3WeMae3g3F2riMScQkOHjJRVytN1mq5hcHq10s3DvF\/JWXuvuntLCmRmwuHkklIzMJxGABc2CiI82JJJNya2tSs6m9\/be\/jx+lIwGzMe+Jw7S4eGKOKQu7CcyMfe5EAC9WvNxrflV3pX2qzJorkvfnxljfSsR7V660rkvfnxljfSsR7V6Kh6UpQdmUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVyXvz4yxvpWI9q9KUEPSlKD\/\/Z\" alt=\"Faraday \u00a1Qu\u00e9 personajes! : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Faraday en su taller<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Boscovich hab\u00eda limitado su atrevida sugerencia a los elementos qu\u00edmicos. Faraday, cuando por casualidad enfoc\u00f3 su pasi\u00f3n por el experimento sobre el poco explorado reino de la electricidad, sinti\u00f3 un renovado inter\u00e9s por la teor\u00eda de Boscovich. En 1821 un amigo solicit\u00f3 a Faraday que escribiera un art\u00edculo extenso para el Philosophical Magazine explicando el electromagnetismo al p\u00fablico lego en la materia. En aquel momento hab\u00eda un gran inter\u00e9s por el tema, desde que el verano anterior el f\u00edsico dan\u00e9s Hans Christian Oersted (1777-1851) hab\u00eda probado, durante una demostraci\u00f3n realizada en una conferencia nocturna, que un alambre que condujera corriente el\u00e9ctrica pod\u00eda desviar una aguja magn\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Michael Faraday - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Michael Faraday - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Ley de Faraday | Inducci\u00f3n Electromagn\u00e9tica - EspacioCiencia.com\" \/><img decoding=\"async\" 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\" alt=\"MICHAEL FARADAY: BIOGRAF\u00cdA Y LA TEOR\u00cdA ELECTROMAGN\u00c9TICA.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Siguiendo las ideas sugeridas por Oersted, Faraday invent\u00f3 un sencillo aparato formado por dos cubetas que conten\u00edan mercurio, un alambre conductor de corriente y dos barras imantadas cil\u00edndricas. Con esto \u00e9l demostraba elegantemente la rotaci\u00f3n electromagn\u00e9tica, probando que el alambre conductor rotaba alrededor del polo de un im\u00e1n, y el polo de un im\u00e1n hac\u00eda lo mismo en torno a un alambre conductor.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Michael Faraday, fundador del electromagnetismo I (Fernando Rivero Garrayo)\" \/><img decoding=\"async\" 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\" alt=\"Grandes Inventores: Michael Faraday\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Quiz\u00e1 Faraday empezaba a sospechar que alrededor de un alambre conductor hab\u00eda l\u00edneas circulares de fuerza, y que tal vez las fuerzas del magnetismo y de la electricidad fueran convertibles. En este punto fue una suerte que Faraday no fuese un matem\u00e1tico refinado, pues si lo hubiese sido probablemente habr\u00eda seguido el camino convencional, como el que tom\u00f3 el prestigioso matem\u00e1tico franc\u00e9s Andr\u00e9 Marie Amp\u00e8re (1775-1836), y hubiese tratado de explicar el electromagnetismo simplemente mediante una formulaci\u00f3n matem\u00e1tica de los centros de fuerza newtonianos. Pero la ingenua mirada de Faraday percibi\u00f3 otra cosa.<\/p>\n<p style=\"text-align: justify;\">Sin propon\u00e9rselo,\u00a0 Faraday ya hab\u00eda realizado la primera conversi\u00f3n de energ\u00eda mec\u00e1nica en energ\u00eda el\u00e9ctrica. A partir de ah\u00ed, la historia de la Ciencia nos dice que hemos llegado muy lejos.<\/p>\n<p style=\"text-align: right;\"><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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F24%2Fun-rumor-del-saber-ii%2F&amp;title=Un+Rumor+del+saber+II' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F24%2Fun-rumor-del-saber-ii%2F&amp;title=Un+Rumor+del+saber+II' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El joven Faraday Tal como la revoluci\u00f3n copernicana en la astronom\u00eda, la revoluci\u00f3n \u201cdel campo\u201d\u00a0 en la f\u00edsica ser\u00eda un desaf\u00edo al sentido com\u00fan y conducir\u00eda una vez m\u00e1s a los cient\u00edficos pioneros a \u201clas brumas de la paradoja\u201d. Si Michael Faraday hubiese tenido una s\u00f3lida formaci\u00f3n matem\u00e1tica quiz\u00e1 no hubiera estado tan dispuesto [&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":[11],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3054"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=3054"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3054\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3054"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3054"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3054"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}