{"id":3809,"date":"2022-02-23T03:46:43","date_gmt":"2022-02-23T02:46:43","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3809"},"modified":"2022-02-23T03:47:09","modified_gmt":"2022-02-23T02:47:09","slug":"de-la-nanociencia-a-la-nanotecnologia-1%c2%aa-parte","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/23\/de-la-nanociencia-a-la-nanotecnologia-1%c2%aa-parte\/","title":{"rendered":"De la Nanociencia a la Nanotecnolog\u00eda. 1\u00aa parte"},"content":{"rendered":"<p style=\"text-align: justify;\">Es mucho lo que se habla de Nanotecnolog\u00eda y Nanociencia y, la mayor\u00eda de las veces, los actores de dichas conversaciones no tienen ni la menor idea de que va todo esto. As\u00ed que, para aclarar un poco el panorama y dejar una idea b\u00e1sica de esta moderna disciplina, aqu\u00ed he transcrito un art\u00edculo de los F\u00edsicos D. Jos\u00e9 Angel Mart\u00edn Gago y Pedro A. Serena Domingo que, fue publicado en la Revista Espa\u00f1ola de F\u00edsica, Volumen 23, N\u00famero 4 de 2009 y que, para no hacerlo pesado, os pondr\u00e9 en varias partes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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bF+JuZiTQV5Af1q+8pXQx8Qd9aouXJ0gDyH1pkTpOwR1jSqjRL66UObDU9CHB9h57UVr2wpWbxqJc9aZpB1jdcSKn\/ABgpMr1aHrNJutjMcQI1Fb\/9Rc7tSwEmirNsFCRqwnry1+VC1FbtBRlOWyZ6kmOEDtb+P6VRfuIskIJI1IUAmNdetIOGYwvYQjdQAfxJp+cfnRN\/EkiQd68hpJtHrRxKUU0A\/bMZRauqAFYFTs2ujLvtoW+FIFxUqCY0PQf25eNdLde3dwz2LromXW27sFUHUrqfGQfAmuMXOhKMCCpysOh9D\/arellqjpfK\/aPPywcJtBl+4yvBJyntDeI8Pz11prg3MdaBwSq8BgN9GOUDbYsYH5t4U+w7hVy7R+\/hV0HSqiXJDVyyGGDzsflXS3eF+3wzW3AIZdBJHaGq6jxA9Jrnrd6DXUcMxXYpkr5RHPHFOzzz7Psbb3MM6TmzyFcMEyQmQanWZ5zVWPxd0soVXELBgNLFSILCI9NdzTX7QcFuNfFyzbGQFbjsphic9x3nXacp0E9qp8b4q1oKETMzA76gEbTHrp4VViyLT9SsVLT4ia5fYUixiDfFwAgko2Ye72Qp0aOQ2ozhHB7qOWZ4XtdxipOYzsBAHhU8VexbOgS2yK2XUrvDDMATtoR+fQ1be4VizikBzZG1JUlkTsle2RAmdYHUVryRS4SObbVX2GmS0D2iCd+00nTfQnyqkcWw4DlSCEALZRsDP6GqcH9lLiYl2ZgbZRobNlcsxVsoUghQNdZ5CiuH\/ZRLPtAwzq4ARGQ9hRm0J1zmCN\/uzzpfiJ9xDxQV3vwL732lT2edUYjNkAMAnxjeg+JcdvLaS4ECq41chiqnkAYgnfTXY10WH4TYs2msAl0eSxchmJIXMMygaSvKiMO9tAqBRkSAqxIUDoDtuay5NWkapY06S7\/o53F2sYMTaTKwRyDoJURoS5Wcg1Boe\/we6juz3e8GUFcx7LEGADH7Fd0+I6fsVz3GJINdieqX1D6dbHLfwqIhtgliSGJOgzZQc2VT5bmrrQYW1QGQMwmBJk9fWK3ZwpdssMSJmNRA1BI8NZPSKNOGjsQSx6An4RvRZ4xSqJRi+7f3EYw5YmASBEkAwBtJ6U0WyYVde0QBvEkzyAB+JotwiLAGvvtIK+Qf6FlqjDXRcaEPbJCW1CksxYwTOsQJOp5V4+R37I9KP0r3AuNIMilY7dy44jmpyIp207rfCir2LH8PbXnkYkeYB+tL8ddD3MokKkIJBBAEyYOxJzNHU1bxV1J7GiEBADy5n0oPJfkyO0ZS\/AtuXNdOQHyFdZbxwbsPu1rLJnWORnWe0d65HJJ05n8qKxGJGYxsqR8z+lblgpUgenm420EpdgzU3uR2hsdCPpSmzjNIOtXjEHKYA3ETr1o3jYWOn3LcTZntDY0Mttgd45elMMHbd7bsCAqMk8tHJXTxn60FcTSSZo4xcR7jHkiqqOY+dSzL0NVAiszUYSpcUAgmpBTUA9WICaazzKJKnjRNiyCQKGZCKIwrxrQOQaihn\/DKBsKLtPlIIjK0KYjQ8p+XrQYuSKuwz+6wJVtOUa6TSMjtFnT0pErF\/wBjcyHRHMg8gf3p8KI4sjshCEjnA0nqtA4kB\/8ACY6jVW6+Pn1ozheK\/wDZvaNsrHZxy16\/vevOySd6lyuT1VFRjT4fHoxfwYF1ZHMr05ifp9auxGAKEK8T3UuNorr\/APHdPIj3W5eUFTX4cQ2dNGn0bz8fn50xs4hbim3cXwII\/f8Aam48u9rgXPpdca7rv5o562hQkQdNGVtGTwaBOXygH8q6KxZDoGBnSeUjxPIDwJml2K4S6kOjM6qIAmWUfdHVfCnOBsEWwxZCT2oQ58sj30jsn469K9SM4uKaZD8u70yQuPZ0Ovy9KcYC4Qmh+On\/ADQbJJk8\/emQZ3LNufLamFmymQ67js7CB95hyHhvVKarcnz9DJrYsw+KIOulMcdcUqoKgjeCNJj+9JERtAjAgyQG7JKgTnIOgHTWpcQuOFUlSBlDcxodiegpqhGTR5Gbp5wY5w2JDTPIVRaxwzAeNIMNjozySIHP9\/uKDtY7tA5huOvWi+X5ELHI63G40K7Dp+gobj17Itoroptg76eE1zuOxua45zD8\/CnX2jg2LIBk+xXTWTqNtN9\/hS\/D0yj6lGPBqjJsp9k7KnaXMwlUntNm7sEiBOm551i4cMoIc6rmzESimJys06RsfEHSuaXi7ogVWcDUDXYH7p0K+hoT+I6fkP386o8KS5YMcUV2H2G4k23w9eVSxmNd1Ac6AQNBP6nlvSKyLjMoUEsSuUaTmJgAeM8qIXEAA5k7WYqQzEJIEFWHeR5kgk+HKl5JRTtIfjjSoJwqsWlAQNTm8ozR1IkGBrRGMx6onZIJgrmIGWeeQkabAw0EcqWDF3bpyp2pjSFVdBHb2AYAd8GapwPBMVjGlFOX3rjyEEfze+R4Saiy5Hu5NJIfFJcJi6\/jXY5RLZjECSxJ5D3h5Sa6jBX7XDbXtXh8VcWLaSCqA6bj8yN+6OZpfxB8Hg0a1aIxF9lKPcJhEB0ZVIOg8AfM8qQpwtkUOrr2fJlHqPXlUU6yre0v7KEvW3\/RRiuIXS7MxOdiSxbcltSTURj2O7eHTTnVWJxTPAIUxOqjf+1DBiaaoryFyvi9hphLonMToPL5VXiLmnixk\/v4ChvaxoNh+dQe8Sa6rlYNtKkTV43o2xfmAB5ClRq6zeKiB8eflPSmL1O1NcHUnGIlgIpBZmz3GG0gQiDrlksT1IpLdxBqlLwYQfSpwKPZheJJlHtjVuc+FRe3VWU11BapErAk0WtC4fQ0cEpMshkYNkZrSGCR61ctk9KNw3Ame22IuOtq0NFZ5zXGHuooEmYOsHyMGkTypK2xmiivCpzq+7egUamPtFMmGw24jPcJuXPEgDsr6Vp2xDrJRcpk9xdcp2ga6mB4zSXkflXux2OKf\/BZZcHstO4ykQMp6zRTlXGR4n3XEQT4dD4Vb7NLsqVVHAJkSASOUcqS4e8ynKwlQSCulIlHU9tmepiyUlGW6e1jbCcVeyxS92k2DjUweTdfn510du0jgMpDTsy\/rz9a5qy40iGDLqjEZhG4BO\/Lf40ZgrRVi1hyp5o23qDtRRx3utn+imMZR+12joEDLvqOo+ooqyLTkE6NtmXRviNfnQeE4mJC3UKH7wBK\/lqPzp9hltgFlyt1Ij5j5U9OUeVv5oTmmu63ALuCYHMIYfeUhW9Y7LeompW8E7hlVdRqQwykidI90j4UzvC2TJBU+GkefKoDH5dI9Zg\/EVVDO0idSm19K3ElyzdQk3EYCQTKkho2GYaR4VVieIAxMkFsz5TGaO6kaAKDXQ2eKuTEjwkTUeIXLbLNyzaf8SwZO3IxrVuPqE93H+CTqMU3ykce3EQCGdgSC118wVsznuiNdNFpUnErYABVGItsJybuxOpOkkToeUV1d3h\/DiIewQQACVuESesZx8qAHAOHEns4hfJp+YNPfV4l2aIF0maVtJCDFcSQ54RJ9mig6zmBUsw17x1Bo7inGM9owEWEtlMoIIBdgyqZ0ENt4URi+D2LcvhjeZ4M+0ZVULGvuGTtQ6cPc230TsqgM3bnNx91B1rfGxyTa7UZ8vlhs0V\/Z02Xuqt1cytmtlo1UP3bgPJg0Ano3hXV4zhnDlQ9qGHQ5Z0AMBpGWRPrExXI2cNk1ZrI8c9x466M4Bo57lprZtveBUsGIS2qQQI0bK2+k68hScslLdN\/g7wZx2aX5aOgw\/HcMzpbtWkLIMtss3cluZ2yiZGvLSuY49eRrztdyW30DqJuNmGmYqpCAx1bltUL+CwxRsjkZVGYt2pBdOU9fLehHt4dN8znKO8co2HTWpoxinau+PUGSfDoHfEycqIWPJnGb1W2AEX1B86sve3VG9pfdA4MoXY5ugKA7fGt\/wDqXuoAg\/lAE+p\/SltxASSZJOupP\/JrZJvtX7M2XqAAVW4if2KYG0W7qnToPnVGIwuXvmTyA\/Shc0tjYxb3Fq2yf1q4tplzGBrvp4xW2HoOgqm4PhS3bDujTsOVRmozWq0yiya2pqqpBq5HNFharbd6hiayaOwaGS3QanpS1Hq32xrbCToMdOdX4VzQ1y5pU8M+lQStsrTSHWAQXLiK5IQuocgHukiYA1mKZ\/apVe9lQZLaKqokFQNJLBeU7eQFJbWIVIg6iCI6inR4nZuiboZXAgMoAWPzPxpcoSUk6tGOUGnb3AMPi7gYQGICZN3OujMZUjUkTHQDpRF2+6yxlSxLkQBuSpjwliI8aFF1QJDoBOYAhsw13kEEGOXj4A0K+KTnLazlEqpgmCSTJ0Nc4b7L9GQyXyxhhASxuv3FkkkjtMfPfeh2RHYuSBmYnaaGtOzwp7oPZX97+tNvZIoEA5vXfpRxw07fJ6GLKtNLhefmCnC5o9mGzCTMxI8tPnRGGuOpCuk5RqQZYAzGszUbrFDqxnUEKNuoJ+FCPjmXtBiQTDAgZgY3B8hT4421sUrqIR5bH9jGAyJDDYq8K378xWiyKZV3st1mB8dj5TSHiJGUOAQRBmd59ZPrQI4i\/NidIhpNU4sLatEvUdbGMqas6x+OYhNzbur17jfEafOqm+1Not20dDGp3HxXX8q4y7jY208tPyqlb5J1NO+Xg9mt\/Qh+elF3HjyZ3tvjVpj2by+AYgfkYNGX8ezgLIYDtEgx4Dr4n0rzUmeQq8qAARI8v7Vi6Vr7W0NfxJSVTgn7bHdWbRksZPhI\/tRNm8deydv5f1rhsNiXCtF1x\/marsJxK8M0Xm7p3g\/Oul0k5NNtMbj+I4ccWlFo6bH8POIBIBDKp1ieyYkb+VDYLgbC1fQvDFbWXsidLknTN4Gk+B4tiCLn+K3cPJeo8KDfiuI39q0xHIaa9B4mmRwZYxpNUT5ep6bLPU4uzoF+zugzXH3OwVeniasbgNpdTJHPM5+gHzrlX4jeKibj7n326DxoV3Ld4k+Zn51z6fK+Z\/wjF1PTR4x37s9Awl7CW1uS1sQqzADmM6jWcx3iuWxgU3GFkl0hSuhBggaGROm00FhHAt39PcT\/AF7dEWccwI5dhASBrGVetdj6dxbabb9SbqMyyVUUl6G0wj6EiB47jximOHsWsskl2nZdAI8dvzoLEY1SNiT1Y\/ShlxbdYB3jSlZYye3AmElHsN8TiAJ7qDosZj6x9KSYq7M5RHidSam1UuKm0KIxzbBAaruPVlxaFcVtmJGlWaxhU1Nac1wREVKtAVhrUcarJrRrK42jc1vPUJrU1x1BWYmpJINXWrIqV+3FIlGjNVl9q6DFF56TK8UX\/EE0UQJIMZ9Ioe+QKqV6rusSKOjosPw18qwPIU3\/AIrZgZIM1zeHeRqaLs38vOR0Nakh0cziqGWLxIIJUsJnSJ33EzqKUi7JAOizJ6k+PQURiOMHJkVVAGhI3PXWkpvEnemRs6U77j3FXgRAJPyoOapS7oK0HFW46SJ5NydsrxQ1qFo1l95rVk1t\/UauCTHWrnPZFUNvVr90U2Pcxlllzlat4Zz2vwmq7Z7JrMOe9+E0a7AhGCuGH\/A3zFClzTHgmENz20R2LLuZ6KRt460rrG01QTi0r8yZOnqfpUa3y9ajXMwMwv8A27\/\/AOaf69uhncg\/5E\/pWi8MkWrx6on+tboK\/v8A5V\/pFD2bCcadM0bxNTS5Q5rQap57nUM7DTpWOKGS7FXtfBqTJGjEU3FoS6tHMQaFvLSQ0CE1qa24rVaGWBqiTWqyiOoyaw1qaya44ysrKysCHaITyrbWya1WUEuRMQBrRqOaN6ysrEETXEAVF7k1lZRIwiHrYuVlZWo4rZqrmsrKYgkWI5FSFysrKbGTOaRjmpWaysp8eQWSberXOgrKyqY9wGbt901lnn5GsrKNdgS7A3SoeDuhB8tKFrKyufCCbdG+XrWqysoWYdFiktjBqVPba32\/A\/xFuPyrnr3+1f6RWVlKx\/a\/dlHU\/f8AhFBqJrKylMWjWYisDkVlZSJGhFm7U3eRWVlJkkZ3AnNQit1lCgzVZWVlaEZUaysrDjKysrK44\/\/Z\" alt=\"Aplicaciones de la Nanotecnolog\u00eda, ejemplos y ventajas - Iberdrola\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRvLii3EB9ZyfNAzfF9VU1dhlwS72J3HYbjgimHx3UbBir6rZTVEB0Tj1ieAf6EQmcoS08&amp;usqp=CAU\" alt=\"Nanotechnology: im\u00e1genes, fotos de stock y vectores | Shutterstock\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La nanociencia revoluciona la salud, los alimentos y la energ\u00eda solar\" \/><img decoding=\"async\" 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\" alt=\"Por qu\u00e9 estudiar el M\u00e1ster Universitario en Nanociencia y Nanotecnolog\u00eda  Molecular UMH - M\u00e1ster Universitario en Nanociencia y Nanotecnolog\u00eda  Molecular. Conjunto\" \/><\/p>\n<p style=\"text-align: justify;\">\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 \u00a0En las fronteras de la F\u00edsica del estado s\u00f3lido<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La Nanociencia y la Nanotecnolog\u00eda es un conjunto de conocimientos te\u00f3ricos y pr\u00e1cticos que nos permiten determinar como se comporta el denominado nano-mundo (el \u00e1mbito en el que el tama\u00f1o de los objetos tienen entre 1 y 100 nm). A partir de estos conocimientos se est\u00e1n haciendo continuamente interesantes y arriesgadas propuestas sobre nuevos procedimientos, materiales y dispositivos que muy probablemente se convertir\u00e1n en los bienes de consumo que inundaran nuestras casas, oficinas, hospitales y veh\u00edculos, etc. en las pr\u00f3ximas d\u00e9cadas. Demos un repaso a este interesante tema.&#8221;<\/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=\"F\u00edsica del estado s\u00f3lido - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQu4IxQkyWN7_uGV9zYXLkeBVlggVry3ecMMK4B2JSk-CZYxcvCSlp5_CWO9Qy9sZ-ilJM&amp;usqp=CAU\" alt=\"TEORIA DE SOLIDOS \u2013 La Qu\u00edmicaweb\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Puede decirse que el comienzo de la Nanotecnolog\u00eda se remonta a 1959 cuando el f\u00edsico y premio Nobel Richard Feynman pronunci\u00f3 en el Instituto de Tecnolog\u00eda de California su ahora famoso discurso. Feynman trat\u00f3 en su conferencia del problema de la manipulaci\u00f3n individual de objetos tan peque\u00f1os como \u00e1tomos y mol\u00e9culas y de las m\u00faltiples oportunidades tecnol\u00f3gicas que ofrecer\u00eda dicha manipulaci\u00f3n. En aquel momento su discurso no tuvo una gran repercusi\u00f3n, pero hoy d\u00eda muchas de sus predicciones se han cumplido con bastante exactitud.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Gu\u00eda de lectura: Jiro Taniguchi - Zona Negativa\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0N. Taniguchi<\/p>\n<p style=\"text-align: justify;\">Sin embargo, la palabra \u201cNanotecnolog\u00eda\u201d fue acu\u00f1ada en 1974 por el profesor N. Taniguchi de la Universidad de Ciencias de Tokio en un art\u00edculo titulado \u201cOn the Basic Concept of\u00a0 Nanotechnology\u201d, que se present\u00f3 en una conferencia de la Sociedad japonesa de Ingenier\u00eda de Precisi\u00f3n. En este contexto la Nanotecnolog\u00eda se presenta como la tecnolog\u00eda que nos permitir\u00e1 separar, consolidar y deformar materiales \u00e1tomo a \u00e1tomo o mol\u00e9cula a mol\u00e9cula.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">En el a\u00f1o 1986 las ideas de Feynman y Taniguchi se concretaron algo m\u00e1s, cuando E. Drexler public\u00f3 el libro titulado \u201cEngines of Creation\u201d en el que describe como ser\u00eda viable construir desde ordenadores hasta maquinaria pesada, ensamblando mol\u00e9cula a mol\u00e9cula, ladrillo a ladrillo, mediante nanorobots ensambladores, que funcionar\u00e1n de un modo parecido a como lo hacen los ribosomas y otros agregados moleculares en las c\u00e9lulas de nuestro cuerpo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"historia de la nanotecnologia timeline | Timetoast timelines\" \/><img decoding=\"async\" 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\" alt=\"Nanotecnolog\u00eda - Wikiwand\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este conjunto de ideas, elaboradas y desarrolladas en el per\u00edodo de 1960-1990, han sido el punto de arranque de lo que hoy d\u00eda conocemos por Nanotecnolog\u00eda, el bagaje creciente de conocimientos te\u00f3rico-pr\u00e1cticos que nos permitir\u00e1n dominar la materia en la regi\u00f3n de dimensiones comprendidas entre 1 y 100 nm, y que denominamos nano-escala.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2tnTQSXiaatRsjNZlWcwhGNzCGwaEiBtknQ&amp;usqp=CAU\" alt=\"Las microscop\u00edas de campo cercano - NUSGREM - Asociacion Nacional de  Estudiantes de F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Microscopio de efecto t\u00fanel - LT STM - Scienta Omicron - de laboratorio \/  3D \/ de temperatura variable\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTIA4ijJxPnRwnOm1DGHUEdO1y35DQ2qPd0WQ&amp;usqp=CAU\" alt=\"MICROSCOPIO EFECTO TUNEL NANOTECNOLOG\u00cdA - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El trabajo con objetos tan peque\u00f1os entra\u00f1a una gran dificultad, y de hecho fue algo totalmente imposible hasta que se desarrollaron los microscopios de campo cercano (SPMs) a partir del microscopio de efecto t\u00fanel (STM) que fue inventado por H. Rohrer y G. Binnig a principios de la d\u00e9cada de 1980, contribuci\u00f3n por la que recibieron el premio Nobel en 1986. Las herramientas SPM permiten no s\u00f3lo la visualizaci\u00f3n, sino tambi\u00e9n la manipulaci\u00f3n de objetos de dimensiones nanom\u00e9tricas y de muy distinta naturaleza. En la actualidad, estas t\u00e9cnicas son de utilizaci\u00f3n rutinaria en los laboratorios de Nanociencia y Nanotecnolog\u00eda de todo el mundo, donde se dise\u00f1an, no tanto dispositivos concretos, sino experimentos que demuestren las posibilidades de estas \u201cnuevas\u201d tecnolog\u00edas.<\/p>\n<p style=\"text-align: justify;\">Todos los conocimientos generados han desembocado en la puesta a punto de diferentes iniciativas (programas de investigaci\u00f3n, nuevos centros y equipamientos, etc.) para lograr que dichos conocimientos tuviesen una traducci\u00f3n en la tecnolog\u00eda, generando aplicaciones reales, tangibles. La gran belleza de estos experimentos, junto con las enormes expectativas para aplicaciones que de ellos se derivan, ha conducido a la gran proliferaci\u00f3n del prefijo \u201cnano\u201d (muchas veces un tanto abusiva con el simple objetivo de intentar revalorizar una l\u00ednea de investigaci\u00f3n).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nanopart\u00edculas \u00bftan peque\u00f1o y es un riesgo? | Prevenci\u00f3n Integral &amp; ORP  Conference\" \/><img decoding=\"async\" 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\" alt=\"La Nanofot\u00f3nica y el Deep Learning en la obtenci\u00f3n de materiales - M\u00e1ster  en Deep Learning : Universidad de Alcal\u00e1\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nanoimanes para limpiar la sangre y sustituir a los antibi\u00f3ticos - Mejor  con Salud\" \/><img decoding=\"async\" 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\" alt=\"Un gran avance en nanotecnolog\u00eda acerca los nanomotores a la realidad para  la administraci\u00f3n de f\u00e1rmacos | NANOVA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed, o\u00edmos hablar de disciplinas como nanoqu\u00edmica, nanoelectr\u00f3nica, nano-fot\u00f3nica, nanomedicina o nano-biotecnolog\u00eda; o de objetos tales como nanopart\u00edculas, nanotubos, nano-imanes o nanomotores. En definitiva, el colocar el prefijo \u201cnano\u201d delante de una palabra determinada nos indica que ese campo se va a estudiar enfatizando aquellos aspectos del mismo relacionados con la nano-escala.<\/p>\n<p style=\"text-align: justify;\">Buscando un s\u00edmil sencillo, el fundamento en el que se basa gran parte de la tecnolog\u00eda actual se asemeja al trabajo realizado por un escultor, que cincela, pule y modela un bloque de material para obtener un objeto m\u00e1s peque\u00f1o con la forma deseada.<\/p>\n<p style=\"text-align: justify;\">\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<img decoding=\"async\" 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\" alt=\"Va de m\u00e1rmol y cinceles | mandalay\" \/><\/p>\n<p style=\"text-align: justify;\">Puesto que cada vez son necesarias tecnolog\u00edas de fabricaci\u00f3n m\u00e1s precisas, es importante disponer de tama\u00f1os de cincel progresivamente m\u00e1s peque\u00f1os. Este planteamiento es conocido como tecnolog\u00eda de fabricaci\u00f3n descendente o \u201ctop-down\u201d (de arriba hacia abajo). Un ejemplo del \u00e9xito de esta aproximaci\u00f3n lo encontramos en la industria de la electr\u00f3nica que desde hace m\u00e1s de 40 a\u00f1os ha mantenido un incremento continuado de la densidad de transistores que se pueden integrar sobre una oblea de silicio, de forma que el n\u00famero de elementos dentro de un dispositivo de estado s\u00f3lido se dobla cada 18 meses. Esta tendencia, propuesta en los a\u00f1os 60 por G. Moore, co-fundador de Intel. Es lo que hoy se denomina \u201cley de Moore\u201d.<\/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:ANd9GcRYXcUCHCGEw7VA8RHBJ3QXgZN9NCAaR2BdmCDmqSc3kOIe3kBd2zjOOgpoi-nlULBjn9M&amp;usqp=CAU\" alt=\"Universidad Nacional Mayor de San Marcos Nanopart\u00edculas met\u00e1licas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQZgzBX7pyAUrnnvhegeU31O5qM7G9HpBxMFVnjxfcvqEJcko8B0mk0ASKogvJbzMnRmUk&amp;usqp=CAU\" alt=\"Nanomateriales, Nanopart\u00edculas y S\u00edntesis verde | Revista Repertorio de  Medicina y Cirug\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo sabemos que los m\u00e9todos de fabricaci\u00f3n \u201ctop-down\u201d poseen una serie de limitaciones intr\u00ednsecas. El primero de estos problemas tiene que ver con el hecho de que a medida que se reduce el tama\u00f1o de un objeto, la relaci\u00f3n superficie\/volumen crece y, puesto que las propiedades f\u00edsicas de una superficie son generalmente muy distintas a las del volumen, las propiedades funcionales del material cambiaran al reducir su tama\u00f1o a la escala nanom\u00e9trica. Estas modificaciones en las propiedades se conocen como efecto del tama\u00f1o finito. El segundo problema con que nos encontramos en esta carrera hacia la miniaturizaci\u00f3n reside en que en la nanoescala se hacen m\u00e1s palpables los llamados efectos cu\u00e1nticos. Por \u00faltimo, otro problema fundamental que aparece al intentar seguir disminuyendo el tama\u00f1o de un objeto es que cada vez resulta m\u00e1s dif\u00edcil mejorar las herramientas que permiten su manipulaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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\" alt=\"Construyendo sensores, pero a nanoescala.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Enfrentarse a los desaf\u00edos planteados por la miniaturizaci\u00f3n extrema, que permita explorar las propiedades emergentes en la nano-escala, impone la necesidad de desarrollar una \u201cnueva tecnolog\u00eda\u201d: ese es el papel de la Nanotecnolog\u00eda. La aproximaci\u00f3n \u201cnano\u201d es, por tanto, muy diferente de la \u201ctop-down\u201d, pues el planteamiento est\u00e1 basado exactamente en lo contrario: ir de lo peque\u00f1o a lo grande, construyendo dispositivos a partir de sus componentes \u00faltimos. En este caso, se trata de trabajar no como un escultor, \u00a0sino como un alba\u00f1il, que construye una pared partiendo de una serie de elementos b\u00e1sicos, los ladrillos. Esta aproximaci\u00f3n, de tipo ascendente, que tambi\u00e9n se conoce como \u201cbottom-up\u201d (de abajo hacia arriba), utiliza para dar forma a diferentes materiales o dispositivos, componentes b\u00e1sicos muy variados tales como \u00e1tomos, \u00e1cidos nucleicos, prote\u00ednas, nanopart\u00edculas o nanotubos.<\/p>\n<p style=\"text-align: justify;\">S\u00f3lo se conoce un sistema que funcione verdaderamente siguiendo los principios fundamentales de la Nanotecnolog\u00eda que hemos expuesto anteriormente: la vida. Desde hace casi 4000 millones de a\u00f1os sobre la Tierra, los seres vivos realizan sus funciones vitales mediante procesos de reconocimiento molecular, auto-organizaci\u00f3n, auto-ensamblando, motores moleculares\u2026As\u00ed pues, otra idea fundamental en Nanotecnolog\u00eda es la de aprovechar estos conceptos y procesos para llegar a construir nuevos dispositivos tecnol\u00f3gicos.<\/p>\n<p style=\"text-align: justify;\">Hoy d\u00eda estamos todav\u00eda lejos de la verdadera explosi\u00f3n de la Nanotecnolog\u00eda. La mayor parte del conocimiento se reduce a millares de experimentos de laboratorio, conocimiento que podr\u00edamos llamar Nano-ciencia. Las aplicaciones de la Nanotecnolog\u00eda est\u00e1n llegando poco a poco, aunque en el momento actual s\u00f3lo un pu\u00f1ado de productos simples explota las nuevas propiedades de su nanoestructura. El futuro tendr\u00e1 la capacidad de la Nano-ciencia para generar futuras aplicaciones de inimaginables aplicaciones en todos los campos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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2+bKm9eHXj091\/mbTNzPMfUuqd7Bp6\/RBa57c5OwZ9Mbc\/PHsZZbeWjzfTunmzflxWagcH13c9pnVu7ZVy2NwPtk55P7ZmlZ0oqLGtfF6OcrwDyuSAV4\/bj5inmJUKu4gEnnBwARnt8\/xO0G7oNCECsTufbwe2Mx4QWmtV0BX0AB9wfaMATNZBvPEydTNLUPMvUNLxCTwIhbGggZsWkkzJAFVNCnEz0OI1S0gfXtLEStJEJtkFQsLVkEEEqR2Ilq68xtKZNGZ1PSu6MQVyFZiTkkgegmZo9RsNT1odwVls54Yj\/tiepxj9P59xPJa6o1vagOADvT0BHf+0so9r0Tq63KfyOvcE\/yITXaypVZHOQQ3hhV3sjtjKBfzB\/w49Cf28l0ror2J4m\/ZnhcevzHOk9ONWppe1w6JaCysC3ocZH3wP1mbJrRPQpcjttqatxkorru2LngedeR8z0nQ\/q7JZL0IsQcGtGbfzjaUHIb+O\/b179U6s+MLKQqrtUcd+Oc4+4\/8yZ5vohtOo2qdpuUq59FUebdx+v7yWeU2j3Vn1E5xs01mCQA17pSOc48p5PY8d\/vEOmdQD63dqRW3\/8APsqFe81qSxLEE9z+Hn29MiMr0RfxPZZYTknbitSScn3Pcn19Za3otLqAg8N1OUcFnYe4bccsp9RmY\/ydvOdb1RrttCKPDdgVweOVwePbOcd\/T2mb9PdYbT2uQN2+vYV7AtuBU\/8AN+8dSl7rmpXYXUkFudmB69s\/p\/Mv1X6UelS4PiA8u4GMfDJzhfkfrOnXqi+v1ltzBrqz4YVgoGQMn1mZ0OxhqUAG3n7ZEc0HXnrHh6gGyvGA3DWKP\/uP5+8S6rqkLrZUApGGAU5PvyBwPtmWfmD6C+rVQWYhVHJJnjus6smz\/OU8g8i1hvxXbGOWUflA583xx6mBv6sLkDNh1PlWpSQzuMZZ8chc\/qe3buClA9im92XcrHgfhxwqqPQTM44mr9WZbWNnAZsE47donoUsRjYjLjaa8HliD69uP78xeqxN5VA3DHDHuU\/7\/wCM9J07pS7MsWwTkDdx8kfE3ckQp0QuTYzDALZ9hkkntNO18CH8NVGFAAHtF7Emd2hO18zOuMfuWZ9wmoFLGghLXQeZRfdJBZkgdxDVvAgyFsSjUoaNI8yabY4ryDXpjitMijVRuvUCYsDNufyjLEhVHuxOAP3Imb9TdDei1fEtBYV7kwowQOMf9I74nPB5BBHwRyILrFrX43gkgYBHMTdGf9OdVCnY7eRidmedr+38z1j0Iw8yhvvMTSjSui12odNaqhBdSF22Yxg2IQQ3ye\/JltcupQWJU9d9dKI7WVhiSGG4IO5B28nk9xzJym38aI9SZlPkYEM5CBhk4LEL5s+2O8a6JrdPXzu\/qP5XZvTn8I9hMXqGof8Ap+VgF2Hzg4IAwOfUH4i2p1CO7iqvYjAEKTu2n15+81mzGX0\/xQVByCCMj2mN1Pri05VfM5Hp2GZhaDpuoZF3OQPQEngQ1vQnQMxZnLADKjOJmceMvdXTX0M4Nlpbiw9h8Z5ntCZ8\/wCldK1FbG1CwcH8w4Imvb9TOg2vV\/UIJXacqcdzJym3pZQetdLR9RVWoWuu4Ozn2KlclB6HB\/8AOYn1TT06R2rRPERkABz2bkZJA5OOcj37CLa3rdlzVpsVW3h0fnK+hz8YlwllxI2glcAncNvOfU8\/xNSWexldN07PYAgIJOWP+znuf3nstfo0SnaiKXdlRS3ozHGcwfS9AtCkkgu+CxAwMDso+Bz+8S6v1E3f0q84J\/Evckein2B7t+nJi229DAupdLHz4Y2DAxwD7YwOe89TptUHrQgYyo49plN0l2VVYqSqhS3viPVVhECDsoxFysiFpRpN0HvgL6kzOs5j2omfYJqBa1YBljDPAO4mhXbJO7xJIBgQbGXLQbGUGpaNLZEEaHDQG0eOV2TNreMK8g2KDGMzP01kaTJmaGq0UchRn7R\/p\/UBSlqAY8Vt\/bv5QpH8TPrhmTI5GRJWnldfQ+MbmYDtnk8du0p0q1aWxahy2CT3K\/ceom7qNKGBUKpz6nv+8n+j1ZAjgFl7MMkn7gn+Rj9ZrWWjXrU2hg67T+HBznHcADmaPS9Wj5COrFfxAHzL91PInkk+nbVrbUq4rp44yN7ANg8DkY+ff9YhWRXqENVuMkguVzszkcqD5geJi8ZfTT6Wx5mB9TXrXtdQpuY+Eg43DdyWx9gf4me+p3fjuvsJ3ZCbVXtxgANj19fb9QafTruR1QgUOrt4hsJfuMeY89\/QdhJOOdhJa3R8mplNaHsQ7Et3c8+3twMmUTrjVqV2FWLsxI5yOBg+x4mv9Sas3uHDFcIExny4+BMvR9ELqWfftzhQpAYj1IyDxNz12AW6vUOivvHhu2CpPoPT3APPrnj997SVBBngswBJAAHwAB2HxMluk+YBQyqMd88D9ZsqnA+BiKyOlkE7TiiDtbEzg47ygeLW2GUW2awH1HaIWrHA2YrccSwJOsVdY47RduZoLyQ22SGipeUZoMtObpAZDCq0WVoYShlHh62zFUEbpWGTtDTVpPEzKRiaFLTNDSxhGijWSvizGNGHYZkzF0aW3S4yvfc+xkHmrb09v0\/f95mabpgLhmXCAg498emPaaO6WV49DRZwF4AH2AimoAfv\/Ep404Xkkxp2rTIv5QT\/ALQDf3jHixQvBG+XNDVt4gRZmKWW8zq2RjJh3izvOs+YFnEo4yZlAkv4onGYYlFe0X1Dzr2ReyyUL2NBEy7mCYwJukg5JWibGcnMyZmRdYZBArDoZQyhjNbRRGhlaVlo0NG1uxMtLcSG+TBpm6cFszRfLq8YNWqyGZ5m0vGmbiQEZ5zxIq9kobIwPiyWFszDfCJbGB8tF7WlPFgrHzGCrvLC2LmVJxKHDdA+JkwG6dgNrKXPKrZF73gCe6Bd4N2g2aUF3cQeZXdKloaEkgd8kIWkMgnSJlVlMurQQhAZQdDG0ETrjNZlFnMCbIVmizQyMtkMjxEtC1vA06HxGvFyJlo8YR5AV3gy0jCDzKL5nRZAM0qXgNmyRbIkbJxLYDzOJzvFDZJ48Az8SviwLvBF4DviwT2RbxZVngS14IPKs0rmRoRnlC8oxlcwCbpyUzJAglpJJBWXWSSUHWMLJJKI0E0kkIE0uskkimK4eudklZHgmkkgCaDMkkgHOSSSq7KmSSB1u0pJJAoZUySSKo0rJJA40rJJIJJJJA\/\/2Q==\" alt=\"Un bocadillo de buckybolas - Catalunya Vanguardista\" \/><img decoding=\"async\" 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\" alt=\"Nanotubo de carbono | CMEmaterials\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la 2\u00aa parte se hablar\u00e1 de nuevos materiales, nuevos procesos, nuevos dispositivos e iremos hacia la electr\u00f3nica molecular, los fullerenos o &#8220;bucky-balls&#8221; y entraremos de lleno en los Nanotubos de Carbono.<\/p>\n<p style=\"text-align: justify;\">Un saludo amigos.<\/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%2F02%2F23%2Fde-la-nanociencia-a-la-nanotecnologia-1%25c2%25aa-parte%2F&amp;title=De+la+Nanociencia+a+la+Nanotecnolog%C3%ADa.+1%C2%AA+parte' 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' 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As\u00ed que, para aclarar un poco el panorama y dejar una idea b\u00e1sica de esta moderna disciplina, aqu\u00ed he transcrito un art\u00edculo de [&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":[6],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3809"}],"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=3809"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3809\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3809"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3809"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3809"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}