{"id":28104,"date":"2022-06-05T11:40:23","date_gmt":"2022-06-05T10:40:23","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28104"},"modified":"2022-06-05T11:40:23","modified_gmt":"2022-06-05T10:40:23","slug":"nuevos-materiales-nuevos-procesos-nuevos-dispositivos-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/05\/nuevos-materiales-nuevos-procesos-nuevos-dispositivos-5\/","title":{"rendered":"Nuevos materiales, nuevos procesos, nuevos dispositivos"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0Vuelvo a poner esta entrada que me ha sido solicitada por varios de nuestros amigos.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/noticiasdelaciencia.com\/upload\/images\/11_2020\/694_fabricar-superconductores-nanometricos-con-adn.jpg\" alt=\"Fabricar superconductores nanom\u00e9tricos con ADN | Noticias de la Ciencia y  la Tecnolog\u00eda (Amazings\u00ae \/ NCYT\u00ae)\" \/><\/p>\n<p style=\"text-align: justify;\">En los \u00faltimos a\u00f1os se han desarrollado materiales que, debido a su estructura nanom\u00e9trica, presentan nuevas propiedades, y por tanto tienen aplicaciones en campos tan diversos como son la transmisi\u00f3n de informaci\u00f3n mediante luz, el almacenamiento de datos, la generaci\u00f3n y el transporte de energ\u00eda el\u00e9ctrica, la s\u00edntesis de catalizadores, la elaboraci\u00f3n de textiles m\u00e1s resistentes, o la implantaci\u00f3n de nuevos implantes \u00f3seos.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La nanotecnolog\u00eda en la medicina | Decimotercera Edici\u00f3n - ECYS\" \/><img decoding=\"async\" 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\" alt=\"Nanomateriales: riesgos para la salud y recomendaciones en el manejo de  nanopart\u00edculas en entornos laborales - Protecci\u00f3n Laboral\" \/><\/p>\n<p style=\"text-align: justify;\">El gran n\u00famero de nuevos materiales y dispositivos demostradores que se han desarrollado en estos a\u00f1os ha sido fruto, por un lado del desarrollo de sofisticadas t\u00e9cnicas de s\u00edntesis, caracterizaci\u00f3n y manipulaci\u00f3n que se han puesto a punto y, por otro, del gran avance en los m\u00e9todos de computaci\u00f3n en la nanoescala (t\u00e9cnicas ab-initio, din\u00e1mica molecular, etc.) que se han probado en las grandes instalaciones dedicadas al c\u00e1lculo cient\u00edfico de altas prestaciones. Es precisamente la combinaci\u00f3n de experimentos punteros con m\u00e9todos te\u00f3ricos precisos un elemento esencial para comprender un gran n\u00famero de procesos y mecanismos que operan en la nano-escala.<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" 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\" alt=\"John A. Pople de Gran Breta\u00f1a recibe el premio Nobel de qu\u00edmica del rey  sueco Carl Gustaf Diciembre de 10. Pople, profesor de la Northwestern  University en Evanston (EE.UU.), recibi\u00f3 el premio\" width=\"246\" height=\"205\" data-deferred=\"1\" data-atf=\"true\" data-iml=\"1802\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSQg1b8HX5GR0qvCc0yJNJ5biuwNf3QZosqAA&amp;usqp=CAU\" alt=\"Walter Kohn (F\u00edsico) - Edad, cumplea\u00f1os, biograf\u00eda, hechos, familia,  patrimonio neto, altura y m\u00e1s | AllFamous.org\" \/><\/div>\n<p style=\"text-align: justify;\"><a title=\"John A. Pople de Gran Breta\u00f1a recibe el premio Nobel de qu\u00edmica del rey  sueco Carl Gustaf Diciembre de 10. Pople, profesor de la Northwestern  University en Evanston (EE.UU.), recibi\u00f3 el premio\" href=\"https:\/\/www.alamy.es\/john-a-pople-de-gran-bretana-recibe-el-premio-nobel-de-quimica-del-rey-sueco-carl-gustaf-diciembre-de-10-pople-profesor-de-la-northwestern-university-en-evanston-ee-uu-recibio-el-premio-por-su-desarrollo-de-metodos-computacionales-en-quimica-cuantica-la-segunda-parte-del-premio-nobel-de-quimica-fue-otorgado-a-walter-kohn-de-los-estados-unidos-pem-me-image381975244.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwjywt3Nipb4AhUDlRoKHVSQAGwQr4kDegUIARCQAQ\">John A. Pople de Gran Breta\u00f1a recibe el<\/a>\u00a0Nobel compartido con\u00a0Walter Kohn<\/p>\n<p style=\"text-align: justify;\">En concreto, una de las aportaciones te\u00f3ricas m\u00e1s importantes al desarrollo de la Nanotecnolog\u00eda ha llegado de la mano de la Teor\u00eda de Funcionales de la Densidad (DFT, en sus siglas en ingl\u00e9s) por la que en 1998 Walter Kohn recibi\u00f3 el Premio Nobel en Qu\u00edmica, compartido\u00a0 con John A. Pople, \u201cpadre\u201d de la Qu\u00edmica Cu\u00e1ntica. Con respecto al desarrollo experimental, cabe resaltar el alto grado de desarrollo de las t\u00e9cnicas SPM para ver y manipular la materia a escala nanom\u00e9trica en multitud de ambientes diferentes (ultra alto vac\u00edo, humedad controlada, celdas catal\u00edticas, temperaturas variables,\u2026). Esta capacidad nos ha permitido dise\u00f1ar nuevos experimentos con los que comprender el comportamiento de nuevos materiales y dispositivos. Dado la gran variedad de materiales y sus\u00a0 aplicaciones, es imposible en un art\u00edculo presentar una visi\u00f3n completa de la situaci\u00f3n de la Nanotecnolog\u00eda, por lo que nos vamos a limitar a presentar algunos ejemplos que ilustran el estado actual de este campo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hacia la electr\u00f3nica molecular<\/strong><\/p>\n<div><img decoding=\"async\" loading=\"lazy\" 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\" 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\" alt=\"Nuevo m\u00e9todo de medici\u00f3n en electr\u00f3nica molecular\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<a title=\"Nanocables, el futuro de la Electr\u00f3nica - Electr\u00f3nica\" href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fwww.interempresas.net%2FElectronica%2FArticulos%2F186544-Nanocables-el-futuro-de-la-Electronica.html&amp;psig=AOvVaw3PuW7L_QYXjHB13V0Jzqu_&amp;ust=1654510882681000&amp;source=images&amp;cd=vfe&amp;ved=2ahUKEwiPnuS8i5b4AhUR9IUKHSbEDZwQr4kDegUIARC8AQ\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiPnuS8i5b4AhUR9IUKHSbEDZwQr4kDegUIARC8AQ\">Nanocables, el futuro de la Electr\u00f3nica\u00a0<\/a>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Electr\u00f3nica molecular<\/p>\n<p style=\"text-align: justify;\">Debido a su tama\u00f1o nanom\u00e9trico, las estructuras moleculares pueden poner de manifiesto nuevas propiedades electr\u00f3nicas. Sin embargo, la necesidad de poder producir estructuras nanom\u00e9tricas de forma masiva, tal y como requieren las aplicaciones industriales hace que la manipulaci\u00f3n individual de nano-objetos como las mol\u00e9culas pase a un segundo plano, requiri\u00e9ndose alternativas m\u00e1s \u00fatiles para incorporar la Nanotecnolog\u00eda a los procesos de fabricaci\u00f3n. Por esta raz\u00f3n, en los \u00faltimos a\u00f1os se est\u00e1n estudiando profusamente\u00a0 las condiciones de formaci\u00f3n y las propiedades de capas auto-ensambladas de diferentes mol\u00e9culas org\u00e1nicas sobre superficies.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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TuOTVUbJKbT2O+F9ZxkT7SJ\/Sts18302tN0spAt30W7dYoQTcdWAw8wbhY2A+ntV\/ovEQS75TE3E9P3hKyhcSFcD2kbwOavR7E\/yV9R1NKjHWoHNsmGC5f8vE1UdX6+Qrrp0Nx1iXhjbSfxOygkwN4UT9BvWaZtySLPrdi3csXEumLbIwcyBCxLc\/IVyf2bQOyMLhS3eS5C4m3DXswJkDArheUKRILkd4q76f0RLlvLUONQ9xMWf4UxblbSAwinv3buTW0+F9IdvIWJyABYBW9RlQDCmXY7cEzzUNFVa6Foi3lrcLXHlsgLRxwd2aRhiBN1\/SR2HcTULTdO0Oz3HuBHJNoumKMjJIOTL94MVmWO0DYTv1Oi6LatszgS7O7lj73IDCBtEKo\/L5msF8O6cKV8v0kEQXcgKQVxWW9K4sQFEATQFDd6ToMiPtBlSRzbbFgVBDZIciTiBlMcLFW3SvD2nVkvWXZhAKmUcMIOJDFSRyd1InvNb7XhvTK2Yt+otlOTncMHHJ\/iAMVYaXTJbRbaCFUQBzA\/OgN9KUoBSlKA1ahCVgGD71zHV+l3AwdpuRIksdgefl+1dZXhFAfLddpiitJHxExiSfVGxg\/nxWrW6a4whhsYxj2md5jiDX0XXdFt3BsMTXM9U8NsrBiCwWY3jnY\/L9Yrakcnp4pHH6jQekLJCwd8o5adtz2+n5zWqzp8Q2J2IXkt2J5BIkx8jV\/c0pLEMgxHEzKmTO37j9+Kj3dLt5a7tzH0+HYwP99u21LPwcnp4Xvf8A0pLjkDYFsydx8j29I\/Y1Ya1sClz1SqTlk20CdvvD3j5cVL0vSWCnYH6z37jv7fqOJ9OnU9PZ7kQCAoHq7xvEx9DH0H4qRlu2SenlRXky6brbwvefcYODjcI3JLLtJj5ED\/lqy13WvOuXF8p7fni0m+\/wOcogTxA\/MfWo3kgYrJU8HgwexEcmQ0H\/ACkz6qz03TCWgNEmAoHwz6T+ktvz91UctmVQ3R1HX9Xaa3YdHVhbvWmiYOJ9PET+KukQ1w2k8M+coLbhhOW+2SkiIO8F2WJn0ium0Op09lfL8+36SfiuJI3mNzO3G+9c2+x6Eu5ZsgPImgUD5VF\/tfT\/APHtf+4n\/WonU\/EOjtpld1FpUkCcxsTxOJ2+tQ0YeINRbPlIzDe4GPfZPUePyqmtdSX7NdswTDOoIBAgnJQY3GxqwtmxeGWmvWbk\/wADoxP\/AKTB\/b86qdd05lzIRixIJkwJ+XEbVqMqOU4PLRG12ou\/ZVtMsJbIxJ3LKD6feIBjjt27V\/nFrKoCQSoXcgbB9txvA\/pUzqFsCAWE3CogljEbk\/LYVrvWwRMEKBuqjfcxxv8ApArrGWDhOFyx4Rq02uKaguHBgg5EyDsQeSs9+zflWXT75S4G+Ly3DbQoAJGXxH2PevHVi4aIDCNj8\/TAkdvqPlWL28nOBx39QMHj\/SN\/1\/Tmq54+DK0815Nz6pJtEOAfNY8oOcTJxIHbuZ+VW\/Urg87UBWBNxbQAB94mIj9jVJqLhVQJMz3y4Ub7z6d\/b3+orzTaUjG6cvMiNzxBkQB8x+Uc7iq3kxFPP7Or6n6bjz\/5emaPzMe89hWvqYjp9tP4\/LQ\/RmE9\/wCv61T63W3rjgFkbzFFvbYxkDMxxxvHDD61adb6taaxhOLLiyiZHohuY22249653hHoSdv8HU2lgAewrJjUbQatbqB0Mgj9+4\/I1KIrkehHJ+Hr2k1upbVqzNqLCmwbLlf\/AA7Bj5hVI2ZiIzkyF2jcV1kVxXUPCj6bVNr9BaS5dfLz7LkL5oYzNpztacHtw07+9Tv74PEf2drvM\/g8lYn\/APbl5cfPKhSk8drqNFq7XUNNbHlNja1bCTNvzAQ7JxKjIeZO2W9d9cvBRJO1UnQLesuNcu6zG2jgKmlXFxbXu125Hrc8QPSB781e+WIiNvagOH8Y6i9cu2jp\/T5e5Zp9wTA7nYc1T37hZCAQpyclt2kl5DEbgwO0fnX0DW9IR+Nj\/v8AT+Xyrl+veGy64N6VncgbkdxI2P8AP5VbaToVGUl1bL23Oe6gqm0nnXCyWCWQztidwuxhuw47VpbXW2vWkJAW5iwVQhHAaAYgfD8o\/Opmp6KcRZKygmJgjYQqmfbc96i3otgPEi2AABvG3Ak7c\/L6VvqqP+zmodc0vylbr5IH2p2v4lTLuSFBAC4zDSTPefrVkEVGYBoe6ST6SRkF4Qnbnf5kD6VE6bpAs38SHcEAerIKJk8jdvpxPFZODDPgCw+BWAAy3EgQOB85mPpSMq3+CakOp1FN0qb9y91PiPznBVWDGxgXGZXkHKVH0253rHwrqHsq+ne+WVWLN5KmSTII9QlBtJ7mdoqv04dFDXWLXmAMEsVWYO4XZgYEiRuIqNrFusGRnRWgFWRQI33UxAYHeJ7796t0vJlpTklFOry1n+o6FNVcVb1zT3iiIykB2LB1ZjkAzGEYfMbd9uJq9ZvlUY3kW26MbdyFILpJKXYjEwO08HftXD2LpM6d82zxE8SY2Ix7GfnsfY109p2+zDSrYQ2wRiVMHdl3OciSLgn\/AFVnrTZt6Dgrb\/Fe34O16N1Rb1lLuSiQMtxs3tUDxLoHuOpXUCzNt7YGQXN3ZGUbg7QpHpht9qi9I8HaE2UDacPvkPOAZ1b6xtEdqkavoFhXQ2zas7MhQ27ZDhmQtirQA\/oUTv8AQ7Vg6NJbGi\/07WOCWv4ILjbM2H3a3FNtiUBklVcESJzB2iKavpmvCTb1GTBPcAl4bIAFYgkqQxO2EQZrT\/du2\/mBtZn5gcgSIXMgZ457xEfUnitlvw4C2I1hLYtsDuMs9rYz9KDOQN90QztFAZHouq3ZtSAWhSCxIxm5iu6iWGdoZQCcD71u03SdSjpF4FQQWXJgSBjvupyGzDEwDlM7Vh\/dZyQGvNgi2sTJJNy24ZrjA7ZEIgmTvkdprT\/clsY+0vlBGWJ4yDR8c4yCYnkj23A62laLNmFVZJxAEncmBEk+9KA30pSgFYlRWVKAq9d0dHmAAf2\/bcfl8vYVQ6noXlkkLE9wF39udj8gY7bQDPZVgyg8ihKOA1isDKJJ45I7EzJ+UmT2k\/jr3SafEbgr3PM7CeBwwByiJye2Pw112q6Wrbjn2O49\/qASBMcwBxWOm6Qo+LfaCDBnfIkmOSSSYidvarZnpV2c+nQBdbdeCoYAwQIDGCTxsibdkbmTV50voCWlGXqYBQT2JUkht9wZZjz3NWttABAGwrZUNUeRVPf8J6FyzPotMzMSWJs2ySTuSTjJJ96uaUKfJujaTTaXqI6ZqOn2TauG42nv3bNpmYH1Lbyg5gesAk5bqCPft9Z4E6dcXFtFYAkH0W1tkx2JQAx8pqf1ro9vUKFurJVg6MNmtuplXQ9iP34MipovLxkJ+orLmluxRRXvDOn09l20mltW7oX0tbtpn88GIktExPeKrdEQ123hGIJzK3L7xaCtkdR5wGDzhG+Uz2mu0itGr063Ea226upUjjZhB\/Y1oHMXxbOLKlxVcgI7JirFvhHO07RkFkxyTvGbQMrs7E7iCADH5yJH9Z71aWfDLZqXdCAyszKjK9zBg6hpcqvqVSYG8bY1B1fVbro9yGAXzCPu0NtBbLApduFsw\/pgkcFog96RorGAZ8ADiATO8b9h7ncGN+Rz332dOFgBoPYg889+3B\/Q9gcr7UdN9IYdwCAYBBO8dgTv2g8ncxFVr9K8EK2Ed44HfbtsASDA+BR3q2Y6aToqrehzuhw0YzsNiGkCRPeYAmdyN4BqVrn9ImDjBleMe5H8Ijf6eWKlaXSsBjzA3CiIAG4Ed98Z7s7wNqstJ0otBOMekgwCp3yZcZBjILHyRfpVcs2SOmlGin02mt3DmI7Ass7AthP5E3P\/AGlq5sdIhWZ1CrBJHJ\/HkBHaHMGZ2G1ZdYsjT2V8v0S4U3IQm2rSTiX9IloUFtgXBPFYdE11w3vKbzCpRmZbrWrjWyCoQ5WiRi+T+lt\/uzG1ZOiRG0nXGSGxTE4s9sJdDBXj1eeR5dxvUCQAJ3gk89YKq7XQrKlYVsVIZUL3CikbgrbLYiDuBEDtFWlQpX+INVdtWLly0mbqrECQOFJnfmPbvXMeKeua1On2b1u35Vx7lpbrDF\/LtOJe6PSwXeBurYzMV3FeRQHJ+A7+ov2Rd1F5mKXLioV9K3bY+BrgNpMmG4yUAGJrrKRXtAU\/iVnFoY5Y5DzMMgfLgzBQFgMsZK7hcoqg8M651DPeI8sLc83E3LiT5oFgJkN3K5DFJkYzuRXbRUPqmiF22UyKmVZWG+LIwdDHeGA270BTh7V18Ar22MwrgQxSCyhlJxYCDidwN422r9Z4fCtOG5\/f8+\/8\/oNxK0Hhz7NneOLYF7wS2rDK4UK8szbQWAUd2Mk7RF0\/iG+buLAuv3M+hPLuDUNjFlgcpE5AnLIK0heapCu+wNJyA\/ygbmB+Q3mNvmODEQbvSQXF1mPpg8wDG4MgTE+22xI2ie813TEbYEAnsTzHYHkDn35O0mao9f0XcZSIM9u34vY8ZGPZFAph75Ccoxai6sox085FiDkTvtuZAgADhpxHHxMP4TWrW9IzhvUwEbL+ICTvtsAFZvkAldNZ6czAqohoBE8ye+\/cAsTvOb9qy6cL9kt9rsjEMSlyxk4CQB95bBzAgAQAwAXc96PIg3HZ0UukdC+N61esmA2b2mxAIJBFwSphsNp4t11HStPYKE2blu8QNgrKVBxAiAeDiuzTxWHWOoKbCPYuL5JeHe22IVcWgF1BNpS4VWYCVBPHIqPCdgakg37du593Lyxvi3dkY4XXGSsVLEoGOOKnbLcCNpOo3\/PgMxfCyR97cLtdZyL9u5pyMEQDkbBBDBjO3T9b6ANRctXM8RbIkYzmFuLcAkn0+pBvFbW6GB\/hX79o\/K4bg+mN4OAPpFaOq2tUtki3dL3M1gpbRWwn1A5NiT8wNp4NQpifCNj0gZqFChQCBDIoVX4+KFHy7xNZdO8MW7V3zQzNHwgxscChJIEsSC3y3471EGq6gQieTifQWebbbfdZAwQCZN6YUbKIrzTarqIW3bNpWaEyusFj1C1mSFcSwJv7CB6F\/MDqaV4K9oBSlKAUpSgFKUoBSlc\/1Ia37QzWSPJS2rBTjFx4uZIBjlP+HvkoHzoDoKVy9zqHUQzL5FsqI9aqTyoJIQ3Bl6pWMhHO9bjr9aXxFhVALSzCQQDcK4xc7hbQnsXPtQHRUrlB1PqWAP2VMsW2jYsMu\/megbJyDlJ+Hmul0+WK5xlAygQJ7wCTA\/OgN1KUoCu6rcIAUd+aratOq6HzUgMUYbqw3g\/MdxXO\/wBg64tBvWQv8QzJj\/TA\/nX57mHAa+trdUcrt4PXo6kIxpnRdLullIJmDFThUTpujFpAgJb3Y8se5NSq+zw2nLT0oxm7aR55tOTaMqr7vSLLXPMNlC8g5Yichwx9yNoPNWFK9Bg5TrOjfz7jNbDhgAjNp21ICYgNaCq4Ns5ZMSRDBhv6as+h6FhYQXQQwLFQTLIhcm2hYclVKjk8cnmtHVLOsN4m04W1FnYgE7XGN6N9vRjOxmIEVES\/1FxbfBVB9RAAXjIQ4chgDCMABPqIMRQF7Z0CLBgErweIH+9\/rXOdW0jG9cN22twMRgX01zVTbxUYWyjAWWyDkzzkDO22\/V6nqKHZFcSglVQn1NbBKjP4hN2coUAKZO9Yrb6mZyKeogkAqMIWzOBngnztjPA99wLnotpxp0W6CWxghjkQCTirHfIhYBO8kHmpljTIghEVR7KAv8qpOl\/bRcVboBt9zKMfh3yOUjeIxB5MxtXQ0ApSlAKUpQClKUApSlAKgWOkWEfzFtIr7nIKBBb4iPYnvHNT6gdcW8bLjTmLsDHjnITztxNAcl1Dpl435a1mC10t90XN0MwNjC8GAtYrCiccCpO8zXYaKy3lIt0h3CqHP8TADI\/rJqi+09QVjbCo7EXnDFYACuRaUeqBkGSATIwaedlm71EIxKBjkYBFvPFnuGYFwLsvlDGeC25IoDpbaACBx\/v3rgtd02\/9ok2yTjek+U7O11nBsPb1AONtQvG4wAIIMirW1qOo3J9C28XIJxWPTkIEvLqdtyF7RImsr9\/qZgi0ogyQvlmfS0AZXBkJxmcSDxIoC1udGR8XaUv4gG7bODEgdyNnEycWBHyrAPqrPKjUIO6427g+qki2\/wBQU+laOmXdb5oF62otksSRi3dtpzkD4IhTMmYq+oCqv9etqqtjcJYsAmBVpQZPIfGAAJk7cRM14\/iLTiPvRJx29s8YmeIzUn2yE1K1\/Trd4AXFygyNypBIIMFSCJBIPuDUVPDWlERYWAAAN4AAUbLMDZEB98RM0Bhe8TWFtG7JKC4LUgRLsARGUbQRuayHiTTzD3VtmYhyB+BX54iGG881uHQ7GHl4HHIP8bzmAAGyyymABz2rC74d07GWtBjuCSWOUqF9Un1bAczQHn949PliboBhTuCB6i4Akjn7t5HbGvH8S6YAHzQciBtO0kCW\/hHqBkxsa2p0OwCD5ckCJYs0j1jfInL\/ABLnP8ZrV\/dvTd7IP1LnLiM5PrAxWAZiBFATdDrrd1c7bhlmJG+45FKdP0NuyuFpcV5iSdz8ySa9oCTSlKAUpSgFcx17pOruXi1i9hbZUUrm6wUcuSoA2J9Kn3BNKUATR9Sne+gjf8BkyNv8Pa2RO3xD+I1g2h6jE+cuQkfEBzhkQBbiNnxDAkTzvspQBrHU2VgLtsMoTeE9TYfex6eA4ESNwzewq76TZuqh8+4Hcsx2AAC5HALAH4Y5kyTvSlAT6gda0JvWwiuUOdtshzFu4rkD6gR+dKUBSWug6lZRdQwSGaZIydr7PHpMgeWSpIjcgjilvw5qFthV1TAiB8VwADFhOzTIchv82MHY0pQGX9hakZW11DKuDHIErN1rrNIgyoxYg\/OCOKy03QtUr2mOqnFw1weoBxiikET6j6G5P4u9KUB0or2lKA5jxH0C9evFkv4IURGWXE4O1yRjsDOH1Eisv7J1smdVHcQSZaZyPp2Uj8G4EcmaUoDVc6LriS32hZ3A9Tb5EZNsvpkCAu+MbHc14el9QZWX7TBUWwG2GbYjzSCASokKRI7sIiK8pQF70jTXEU+bcNxizGewUn0gCBG0VPpSgFKUoBSlKAUpSgFKUoBVb4g0TXtPcto5RnEBgWUruJIK7gxPFKUBS6PouvQk\/aFJe5m3qYhSRbBxDKZWFcYDEeuZmtq9M14xH2lWEjIkwfht5na36hIvQu3+IDO0BSgNQ6f1C2sC8p2tIgByjhHds1HAybkkkCpmg6frBem7qA1oMxxEAsu+APo25EgH8PzpSgOgpSlAKUpQClKUApSlAKUpQH\/\/2Q==\" alt=\"Superficies conmutables basadas en monocapas autoensambladas de mol\u00e9culas  electroactivas\" \/><img decoding=\"async\" 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\" alt=\"Autoensamblaje molecular bioinspirado en el ADN\" \/><\/p>\n<p style=\"text-align: justify;\">En estos casos la superficie no s\u00f3lo proporciona un soporte, sino que posee un papel activo en la formaci\u00f3n de diferentes patrones moleculares en dos dimensiones. As\u00ed, la posibilidad de generar sistemas auto-ensamblados de mol\u00e9culas con propiedades bien definidas y dirigidas hacia la realizaci\u00f3n de funciones concretas abre un camino para cambiar desde el imperante paradigma del silicio en la electr\u00f3nica hacia otro basado en la electr\u00f3nica molecular. Este nuevo paradigma ser\u00e1 mucho m\u00e1s rico por la gran diversidad de componentes moleculares que pueden entrar en juego. Entre los componentes prometedores para la Nanotecnolog\u00eda, que est\u00e1n relacionados con las mol\u00e9culas org\u00e1nicas, y que habr\u00e1 que tener en cuenta en el futuro de la microelectr\u00f3nica, estar\u00e1n los fullerenos, los nanotubos de carbono y el grafeno, de los que hablamos a continuaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>Los fullerenos o \u201cbucky-balls\u201d<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSXOOJ_-sb3tYaHxHGnbOsAKlJIx0Il8xVvrA&amp;usqp=CAU\" alt=\"2014 agosto 30 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLkgyHgvcdytucbT02mKGm7jzp20moR2LRSA&amp;usqp=CAU\" alt=\"Structure of Matter Atomic Macro Atomic Macro Atomic\" \/><\/p>\n<p style=\"text-align: justify;\">Con este nombre se denomina al conjunto de distintas mol\u00e9culas cerradas sobre s\u00ed mismas con formulaci\u00f3n. El m\u00e1s conocido, por lo estable y abundante en naturaleza es el llamado Cn. El m\u00e1s conocido, por lo estable y abundante en la Naturaleza es el llamado C<sub>60<\/sub>, que est\u00e1 formado por 12 pent\u00e1gonos y 20 ex\u00e1gonos, dispuestos como en un bal\u00f3n de futbol. Las aplicaciones Nanotecnol\u00f3gicas que se pueden derivar del uso de esta mol\u00e9cula est\u00e1n todav\u00eda en fase de estudio y son muy variadas. Sin embargo, aunque actualmente no existen aplicaciones concretas ya se han sintetizado m\u00e1s de mil nuevas mol\u00e9culas basadas en fullereno y hay m\u00e1s de cien patentes internacionales registradas. El car\u00e1cter rectificador de los fullerenos les hace atractivos para su uso en electr\u00f3nica molecular.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Explicaci\u00f3n al misterio de las 'buckybolas' en el espacio interestelar\" \/><img decoding=\"async\" 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\" alt=\"Hubble encuentra evidencia s\u00f3lida de futbolenos en el espacio interestelar  - Robotitus\" \/><\/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 \u00a0Se encontraron\u00a0<strong>bucky-balls en el Espacio exterior<\/strong><\/p>\n<p style=\"text-align: justify;\">La formaci\u00f3n de este tipo de estructuras se produce m\u00e1s f\u00e1cilmente de lo que podemos imaginar, pues son uno de los principales integrantes de la carbonilla y se generan abundantemente en cualquier combusti\u00f3n. Sin embargo, a d\u00eda de hoy uno de los principales problemas para su utilizaci\u00f3n es el de conseguir una s\u00edntesis controlada de fullereno. Esto requiere complicadas t\u00e9cnicas, tales como la vaporizaci\u00f3n del grafito o la pirolisis <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a>, que normalmente producen exclusivamente los fullerenos m\u00e1s estables. Recientemente se ha propuesto un nuevo m\u00e9todo para conseguirlo basado en principios \u201cnano\u201d. Se trata de partir de una mol\u00e9cula precursora sintetizada de forma tal que sea como un fullereno abierto, con los enlaces rotos saturados por hidr\u00f3geno. Esta mol\u00e9cula se puede plegar sobre s\u00ed misma mediante una transformaci\u00f3n topol\u00f3gica de manera que de lugar a un fullereno. Se trata de partir de una estructura plana (un recortable) para posteriormente ensamblar un objeto en tres dimensiones. Este plegado se consigue mediante un proceso des-hidrogenaci\u00f3n catalizada por una superficie. Una vez que la mol\u00e9cula plana ha perdido estos hidr\u00f3genos se cierran sobre s\u00ed misma de forma espont\u00e1nea formando un fullereno.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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Vbai2CxyMJtE+dttCP8Ax\/r2pd7RQS4xfNx7JtgkPfXPp8IAJAbpLRr5U04GxC3CeelK2GuBtVJVh8iPWmXhnEiUZLoAYahhpnGs+kRSe9B0W+G4pA10T4pzH01A+1Unv5gTcuKA3KZiekTrVy1w5rnwW5U8wDr8yYitV4QCTpMNEzueZHkP2raPVGb7siwK4OzORlQt8VxhH1bc+X+1A8Xi7b94cLduZ1zBnOYOGPODuPPnRHtDwYqpzAd2TkVZ1Okz9J\/2pOvYVLMsGaTuZ105dCeWsx94bKiitYc2WdLlzMX1ZVDXHPLNC6rIjUjkKgw2JS28l7i6ZfHbZZHQlhFUsRfvMYRhbXosa+bEyzHzNetcUvW9LvjTrAPuP9jSouxmbjjsyAIwCgeJICyuisuu8bmr\/FGvXLfeXUuk6DO2bXSQJPlrFKuHxAV1u4eAVIY2jrbeDOx2\/rbejt7tNisY03HTuwSe7Ay5GOkjdtBIgmKlAU7WEvXF\/l3DbcGVOaFjmMpGs6a1rc4dxBRGe3cEzqopntPh7VoXLqNdzBhllVXNA0P4tJmZjUVkYu23eMlm5btaZcwLAaAfEZkkyd46VomlomrYuJxriCGWw6PlEaSPaquK4+zNmu4O4rdVafuKc8N3Pd\/F4mbzEDYV420ObxzrpqP1FVGQNCfge0uHtsTluKTp40mParjcWw9zUYjKZk6EUbbAI8yFIGmqj9KE4zhVkZ8yL4Vkkaa9KGlLTBNraLiYq3dKi2+YDmOdFcooR2ewqC3IXL08qId4OtIQ23OIYIGGxdueUZTr85rbF9tsNbJQhyQIPhgfWKVcP2Cw6mczkjb160NxfZC5culiXfX4mKifqTWf3+lfaMjds8HaCo1pnbKN4Mz8zSdxnH4S6Wa3h7iMZM52InrB0pw4J2dt27cXbaMwOh+LTlPnVnjnDrZw11VtqDlkQBy1qsZUK0c9tWgbd3TWAaq8LtXGuhbSK7skjMAYjmJ2onwuCGWJzWiPbWoezFwri7R2kss9AedQlvZQTwmIxmfJeV7iqGC21IWSI31EIJ3rbA2++8Vy2VUH+XaI8J1IztPxEmddYpgxnFbWc2QxZnXcLBylgpAHmC3tU\/Fcaq944KgKuVCw8KAaE+wA\/wARrWKS2jOTsoJwy2Ea4P8Aqn+UkSFAY6wuw2bWKuPeCoA6kjwiBr8ed9J6L3fvSdwftVdV\/wCY2cagqRAYEklh5mYFNNzF28Qga2pHil1OozELsfIKoA8qzlJ9lJF4cCVbilQpn8UCY6T0ppweECgCKDcLtHLnBJA3B3FHcHfmqg9CaLwQDlUWIw6upR1DKwgggEH1BqcGvVQCRxrsb4W7gqyHU2LslD5o26H+pFc04h2aZXPdB1ddTafS4vmp2ceYr6BNBOK8IW6Ndx8LD4l9D+mx51lKFbRSl8nDsPj2QxcBkaZxow9etM\/AcRh7ly1cu3YCF1ImAVdcoeIkSZE6iBRfjPZIuyhiGUhs7BSrxEBgVbQjyBExoBNLTdirlrMUveEbHL8R6uJ0pq\/QdeHUcHg\/4ZR3bl0f4VnmSACDy3r2JU27bGCpVTBjSToDO28e1KHAP4mzhldmBud5mRCCQoVTIOu5LA6dBRy7xlr+Fd3KhAqv4VaY3H4jPXQcqtSaIaEXiGFxKXzdLl0uCDmYkSNjHIjX3NL3E271yM2i6fPmfen\/ALQsbdp3LBxlhYWIlSQd65eqUkXZPljzqRkBG0j+t634Z\/MYW2Ik7E\/Y0TuX1s3CgS2dJDRmmBmBGb0jamAtNYNpgZy22OsGSk\/ij8vX50xcJLWbyXnRGKXAly23wNoIYnoQVIYg6EHkaocT4xeZWtsR3R\/CBAI02jTTTlyqnheIsoyP4hlFsg81WcnsCyejGpasFoZeM8bu3pZrQtd3lVVWCCA0kn3MwIis4LGPdU2e8uFJBySSsroND5dKg4Eq3BcS5cAKCQT+JSJn2+9FuDWCreBSVG09f6NKPY\/C1jLRdQoCrHRYOnpXktoSugWDqcx1jyNT3GYalSaha4uxBnl09K2M6LjJbOwX5UF41HhtoPiMtUauzXSuQgDnyNFVwi+FsozKdD1HnR0MgRe6t+QEn1oV3Nw6666+9EceS7LbHMyaKrg9BpRRLGisg1g1gGmM3FYuoGVlOxBBrwrW64VSTyFAHOuK4VrN4W7IygKZJ10I1JPnVXs9wO5ibd24rAG20AcmO9EuP3Sltjqbl3QdYpm7I2reHwqKzAO3ibnq2sGOgrFJSkynpALg3DMShYvaENqC2jJpGm5jbSvYjg737a2zcbUkgXIVXkzIKyJ8tfQ706Yi+jaKwJ9aEJihbsZjyUx6yYqnBNCyEa32auJcNs+ED4iwmOekf11rU4y7hmyZpt5pEfCTtPrECmbA2wizAzN4m8yarcVwyXNSozdefzqPptoeWxi4FxtXsZdmO\/7UbwVyBSBwyyUMcqacNioG9EY0DY44a7IqzQLheLkxPKjIuCrQjNy4FEmqTYjNrsKr8YxMSByUmhl29mCkMAAQfUdKLAnxl894sc1b9KonC2nuPmXWF2067xvUWJu\/zbWvK5+lR2b4724PJPsadiot4DC28jb6XHPxHcx+wqlxDB2xg8lvwgqgmSdBoJnevcMxci4Ol1hU3D0bEWAqwCUU6\/3dxSYxd7b2jbwTS0wygRp5fauXq5JrsHb6z\/8A5mQwYdZjy10rlxRQdqBg+CDvqDRJTnEz4z5SSecE7VXubmrGAtl8wGsCaANXZiZaJGm20aRG1Db6GSOtHhwy4Im2wnUZhGg3OvLzofesyZEEA6kEEbgUASYC0twWswkMCpHmuo+4Hyp87P24twCBlMRHKlXs9hW7slR4rV8R8wx+6ijvC+IX1uNduIzlAdFVSSpPwhRuJ1J39TUJ0yqtB8u0x4TWjnqn2rNg5k7zLlzLnykFWCyRs2ogjbzFZY1qnZHQK4neCocqkP8Ah0286kw+dbY7wywEk1RxDm5iABsn9GrXFb2bKi7sfpVNE2bcFsG47XDzOnpTFFS8G4cBaHX6VP8AwJraNJGcnsn4Sy3iRMQJEcxMH2096KNhEGsfUmk\/sfiCptSeZQ\/4xp\/7gtOrGuSbaN0gTcTKxHz+VCMfxG2T3efaSRGhA5zsdeXkaK8efLaZsjOV\/ChAYzpAJ8yKHYjguGKI1y4BlXOquUAnQ5WzT+KJ9DSfJoMSFMGlyGtg3QQCrKsiCJGp20iiWE4M7aMoQx+IzI+X9bVV7B8buXnu27ltLa6MioQQN1ZTB02B5c9KbbrmA22U6+mx+mvyq1LQsdinxvgncxiRdgIPGp0UyQAfLn66UExGEaIdiUmQDpHP510XF2BctvbbZgQdtJ5weh1pct4ZcUjBiM9pzbfLzIAMkcjB2qXJhQqPil1HONCOtD1xXi1p6Ts\/aXlNAe1XDFturoIDj6jQ\/SDUubSGkDrdzWrlu+aDI8VOl+kpWDQcw+NIO9F8NxYzqTSimIqe1jAOdMC12j4i38QwDMBlXQEgbUNXGNGXMY6SYqpx+\/Lq4O6wfl\/pQsYqlY6GTMSJNxpykg5jInlvpyrR8ZbUyb8Fo\/Hqeg31pQxmJbMRJggEf170OxYzEEqWIPhgwQTqD5gEDSmkJjli+MJbMi48EawTqdd4orwnEK6fy8Q6MZ0DqNAdgDMaVzq+CyddiPt+tb4CUuW3jpPp8J+mtMDofaPFm5b7ssHckksDOwIExzk1zjNrXRn4Dct2zdcKFChjrrqQAPUk0g4+1kuMORMj0OtJOx0VHbWm\/wD4a4TvL10ESBa\/+S\/60mXHk11H\/hCEVLzsfGzKig89zAp3spwaVl4cGU3LpuBrlppLSxJJJ0RddAY1pQ4lbuXEu3Gt27SqpVLSAeEBrZExuf3rp93BEhkG+b+vrND8f2ZBsuo+JlO53gox+0fOqIFfslhfFiP\/ALqH3Dn962biBsXmCIt1wco3581MeopywPBFsnrnIdv8CQfqxrl3GcNcQi5ZZzcuPETMbmV\/LB58pNZ+lIL8Q7RXVujvLZtsoOZGE5lbKIM8pA18jUqY9e47wNmgb+fTXmKGnCQoN0tcIQLIOaW5mY2AgD59axiL\/eZLS7zLDKV+laQ7FOqLfB7UKXO7Gr3A8Ib9+fwjT5Cq+MfJbCrufCKbuyXD+7thuZrZbMnoMpZCrl5UvXO0lpSV10MbdNKKcbxRCi2v\/UunIp6Tu3yFS2uFWlULlGgA26aVZItX8EbTRmGdWkQYErDLv5xTi98FVcbMAR6ETXJW4vfu3A7EbgkW5nTz5Hzpt7LY24Ldy20s+XPbFxgSB4oUmZVcxtrrG9cdNrZuMGKQXEdNwykbaaiOdIljhLuYLXbhQkNlW3b13I3LQM34V2FE+A2sYrC9icReafjtupW2p\/KiFRB2Cgaz1GtB+0fF72Dxtnu2QB2D3FLBdgCQxnaM8Ajc+dS4plJ0bjjD4DGWbTWgmZ0kaE93cOQuzblgZ1P611HEX4noeug6Vyi521OJ722\/hXSIC5tCICk67qDpsda2xfaPPOW49xQSASYkKY1HWBrVRuiWP44soWGfUCDGs5dJ+cT86oYfiVq3cuRIN05jtBIET6wKQl4q8sNFBAI+x\/Solvs9xDLSD7+X0psKOhX+LjrS\/wBoeJ57X\/i0++lCHxkc6G8Qx4KFRzH+tQxkuHvZqt8qB8Pu0YZtKEDNXuVUe\/rvW11q0tYV32Un5VViMu+ZYJ8xWuDwhdoqLEW2XcRVWxxC5baUIJHKk1fQDBxTs6y2hd\/KdfQ8\/ePegdzAK6xvmXQHbMusH5x7GiS9rbjqUZdCIINbkBwDb0nUTyYbg9J\/eldDBPDLKNbKjdfDrOnNT8tvkaJWr9skRaUabRP3oXij3dxXLRbuaMdsp8\/Q6\/NulWzYQORmOuoM8+Y\/X3okwRZbi18Oym49y0yxkLEjeRoTuDz6RVHjFjOA41KawByO\/sf1q7w7B95cS2LmU3HC5m2E0xcZ7OWcNZa6t4vlcINvE2s7HQQJihNs0WNV6cww9trjZV3J9vM10Lsnjf4d0VFzlRCg82b4njruB61Q4YljNDN3S6SRbL\/+1BPzNH7PEcDhTNkPdu8mcFFE85IED0BPmKY38DNxbjD4fJGXPllpEwWMx96T+I9rr166myi1J8M6nQ6yfIUL4rxhrjQDnuMdxtryH9QAPKtMJY7hS134p1G8noOtVloycaY6\/wDMfdWmEZ7iWlQTsXcy0+5\/y0h8SxOJfDPeVGQo2Vii+ERrznWN6N27NjuA93EItx2Zu7zrmJEACCZLbwI2FQcB7QJZuNauQ9u58dvmOWYDk0bdRSjtjfQkcIxN25eVRcfUy3iJ0GvOuhYTDTLnltUWJ7MW8PcN2yQ1q6JtsB4QOY8vTlVnE3e6t+cfWtatmRFgrBv4hVHwqfrXSEQIoUchFLXYrhpW2bjDU0W4vfYKLafHdOVfIc2+QrVIzZHw1e9uvePwr4Lfy+JvmdPlRvKKrWkSzbAGiov2rn+I7bpnbX8R+9UlYC9c7R2U2aY5D\/8Amqljtl3Td7a7skk2zbacxUjNnMCMswN5kdN0LvKt4fh125qFgHmxyj66n5Vy0bWGuI9sb9wz3mXoLYygeh3HvQZMTnJLy2oO5M+vOrlrgQ\/Fck\/ltqT9T+1WV4aqGAmVhrmYyx02g6fKk6Q9g5sczCETfmf6\/WmPD4C7ZtqL6m3mkgEgz10Go5b9av8AAMTw6zb7y7ba9dDkFHICKNhMaazPOIqhxW9duXHLZiFC5dyoVtVEwNeU84pJ+D\/JuuIUQRuNDOxnT71Jax8MIMGf9\/pNDbVhiJ89fertvChTMiRr\/v7UnQKy93ZJJ6majxFoZSOdaYnvboOVo5+HQddxuKuYHBgWhdBDAjxAcuoqcX2OwdhpXSiBxMKS2gFRvaEyuqn3HkaixumUcswnzo9AuWOF4i7D93kRoguYmdjG\/wBKeuH9h3yhmxI11hUMe5bWvYtT3duIH\/TGgJO35j9op3wynIskzHOJ+gitMU0Rk7OU9qeEGxoXDz\/dIP3Nc\/xr5W02rp\/\/ABFeMu3w9POubZ82\/wC\/15VOKXQ7s3sKWANEsNhTB1io8GAEC7QJqQXmZu7tDMx9h5k8hQ96H0Tvw7OCG1kaxrP94fqP6MHDMGy\/yrsZlP8ALcbMORE8x0NVOK3HsXci3CxCgt0zHXQctIqB+K51h83UEbg9RUOMlopNPY12MNmkkCRo4+zAdCP60NBcdgWw9wsNUcaSNDGwM8xt6VQs8bYGGYmNnWQY6EVau8VDLkfMw+37etRGMospSj6FrPA3e2LwcKSC3PwhevOhl3FAmLiKSBuqjXzgL+lD8PiWVhlLQJ3kGD16ii\/D79rxm4BLABSdI11iTW3XQ7tNshw+NRCSlok\/3vCPrH0qfD3Fd2a9chlUlQAcogbDTU\/L0q5hMbhrButct5jlhNMxnNB3GjBZMz08qH8VdGHeIuVLgDIcuWBA5ecz\/tSoFFXRFi8PbeGENMQT4Znbfb5+dC+L8Nu27iOCzd5zI+E6DLI0Py6U14axhkwTXbgDlVylSdcxJKgLvExqPMz0j7Itad7ltjN0RM\/CYGuX0MituKGUqMOeeMbroI8D4m2H\/k4iWsXNSRuh\/OnQjmOYq1xrh7i5bEhrZ8SuNnHIirmJ4arrlYafUelB7mewwVyWtahZJhc246CuiXE4b7Ry8fOuTXTDmH7TtbKWrVsNA3LQD5etScK4wWxc4hShIIXdlEkaDptvSliLSo4zElPwsDDDyJ6jpRfhaNeIh3YpqCVGsciRXLN8y5VSWP7RulHGvQn\/AMROO93a7pPiffyFco7yuicd4eL6N+C8OTGA3kJ60jtwm7J\/kXfb\/SvZ\/j8UK2cnJNv\/ABB1nCKqhrZUGYiCWjqSauvetIPGxY8+Q+mpoBjcRdWAYWRoF+2lZXg94rnuRaQ\/iuHLPmF+I\/IV42FnflRdxXaCBltgD0Ef6\/WhL4m7cMSx8htVkjDpoua8\/UjKnyAMn5mtZu3NAAi\/lUQPYVooRiTbZaxWLUqisAWCRlUKgB1mSvxeu9MicQvXmtW3uJ41EIsQe7BjvCOYAMSeXnSXkWcqguxMfM6fem\/h\/Zq8rq73VlFJKqTIEH30rOUdaKT+Qta4co0Z8xkSq7cufp0mtsVctIGtgCSOWujcyfSqWGw3fXFt2ULXHkAk6nSTvy0+lGcL2FxgcFkIXQEyug6jWsfp+spyB2Fvd3BQAg6FeWnLyq7jcQb7lsotpytrt8zzpxxHZHCqrO2IBKoT+CTlG+h8qH4LslirqJce5abMiwRoIjTRRG1XJSqkSmrFALkzGtEwr3ntqqMZlzlE6LE\/Iae9Fe2PDDhERXZTcuH8J2C\/6mq\/EuMi0LXdofCgAYErGcDTTflSbapDRbxfaAtbDvcKAHKFAgysoNAM06VRx3GmUIVu3yF5NdLO075oiPSdKVb+Ke3cd1+Ft1OoB3Ph5g7g+tGOAumIW6zWswtoWOW6Ey7AE5vM0qa9K0W7\/HUuCHLywhQ8sJ5TqY1qovDpbTSF89TsTqNBQW9ikzQFBPIE5voN6IcKv3BcYuSGYA5ZEAA6yNgSNhyAmimloXuyxcsahSYhdSOccqLdmYW3dPV4HyA\/eq3E3BzORE5cu2kAg\/CANdDtUnBGiyB1LH3NVB7smS0LfF72e9cbq320\/SqLGrWPw7W3IbmZB61SZqYza0TmWN5EU1YR+8uBSC25ZiZ5eep\/SlXDmGnprTDwRHGYhirEDpzncH5f0KErYN0gxdwqKplQSdjzHtQ98BbbcHoB1mr2GuEgLdPj13jXnIj5e1WcHaUvmP4NvMn9quTTfREbS7BvE+F3FCkeMfin8PyHz1qngcJndTck2wPFE7dI3n0prxF0Ipncg0Kwl9UnTQjaox+DRzb0yp2ixuGTDK1q238tx3Fz8zEhiXzAnKoGgO5mhuAvYjH3xeVjbuByxuEN3YgatIETEDpryo\/bNl17u4oYO2xGhjUem1GeGdk7odGS+1mwJYWkJB8YhsusKGEToa3wxipWc\/1MpOFFrD8Sdmb+UzWwJ7xdRA3On2ob2g7SYO3byu\/eFhoi6t8+S02W7Vt8PdwdtTai0ypGkZgRmDDczvzrgF7hV3vu57phdUlSoBkxz\/1rVfynPVGC\/iRhu2G8VxY3LJ7skAbrzjpPOORoz2S4nbm1bS65d5BUjVGAkQ3NWE6HYgUt9nsEl3EKjFrMTm0J2\/CQdp2prweATB4gOqLmJ8DxIaeXkfOs1klaOhuEni+xuOHS6zJeJJZYB29iNjUP\/KrcsXdjlqP2qviMUD\/M69OXlUq8beBv7V1U2lRyrkUG0zk+Jxj2yrW2yt8MwCYPQkabbiqT2yxLXGLHqTvXsRiFdSFOu+oqz\/Zyr4sRcCf3PiuH\/Dy+cVybekdpB36gQok+Qge51NZAukEnwKfl9TU64nlh7UT+N\/Ex8wDoPrUN7DGc165J8zP+1LFLvYWaYdwHRUJZswAOwBJ01id\/KukYCz3bXAzM1wWgz3G\/EPFCjyGunnXNRignwLqNQTyI5iij9r8U2hKGVyxlOs89Dv8A1FDYBCxi3RldHKOplWUwQeoom2Mx1wFTirrqQSQbhggCTt5UO4bwu5cHJQFzHPI09Iojf4haUFQO9yrlCgZVB\/Npq0edY20WC7HFbmVra+IPplgazpHWj\/D+PY1EVEICqIABGgHKguI4orA2zbRcwgmFkecgUQwFoJlKmFHXWZ38zScwoi7RY3EXWtm\/GgOWI8p2rODvEoFYBl8xqPSouNHVAD4QCR18UHWtsP8ABSe0C0b8UwoumbSAKAJ5Qx3Jn9KL9neFWrK3u9y3c9shTlVip3kBwRQO21ZesspLSZdJ9lSzwwFt8oIJ2HXbSKKWsGLakiVUqV05zr+1RC4zbkmNqMBM+FLD8J1q7b2KkgBj3hN6sYW9lRV8hQ7HvKx51KW2q4dEyCzYEYhSpIEbHnPlSfj8M9tyjiCPYjqKZcHjXtzlAaeX7VV43ikvhVC+ICcx0g818xVvGvySrv8AAAsg6R116D18qYeF4tW8Mw41\/wDLqR18xQRz3dvxRv8AM+XnQ7EYtnYMoFsLqAs6HrJ1mpimOVD+wDwG0bkR9x+1bYDBXLpbuwXCtBYEAehzH7UtW+OFk7ssveaRc2WOZM\/CQP3roPDOK4LDWLdpLwYAalASGY7kGOvnVMSBPFuG37No3XYBVgeJgx1MBRG+9D1uT6\/1tWe2PH1vOttMwtp4mzTqeu55aD1NCcFj0ckA+\/3pq6B0XXf+YvlNdO4Jf8NoXGLXCkidgIBj12FcsDjvQCQYB1\/emPD8cvIqqCPDsY3GwkzRJANWIxS27hJcA5jEnX5CgnH+0gzpdChURSrkiGkEaxuVj7+VKn9rNcxhVlOk+LXcwTHly+dFsRYW4sN8jzHp+1bcPHF+0zDmnKPloMstrF2xcRgQw0YfEPI+flUp4cr2u7uawND+tIOANzB3chP8q4dDyB5Hy6RTWvEXHOa7ovKNM8+UcJ5L\/jIrbXLNzu7ms\/CeTj\/9vvRhbliBrQ3E4hr65HAiZB5g9Qar\/wBnYroD55d645qUHSZ6HG4ciuSORgxXgY1FYr1YGxOMW8RnaDvrUTOTqTNa16gDMmpLV5lMqxB6ioq9QAQXjWIBkXrk9cxqD+Ou6+NvFvrv61Wr1AEovsPxH3qx\/al7\/uv\/AJjVKvUUgLdziN1om45jaSayOJXgI7x49TVOvUUgLY4jdH\/qN70x2+E4k2y7XbklUKQLv4nCMGUpnOUEGVBBnQnWlGi\/\/MWKn\/qn2WDtMiIMwJnfnNGKHbDH9h4wHKcQisTABe5JGdbQbRdAWe2IMHxSQIaKhOOtBVS7cPemFW2XYuMiPmAA1GVx8welDm43iCQTdaRsdOTLc6fmRD\/hFacQxpvZJEC3bCKJJgSWOp11ZmPzpUhWE7WBa5ZFw337x0uXAhXwkWZLS+aQ0AkDLGkTJq\/iOCst25b\/AIq4wR1tghbZZ3c3IUAX8gEW2+Jw2oGWl5OJ3ha7kORb1EACYOpGaM2UkAlZirA4\/ie87zvPG0AkIgB1LBioXKWBJOYidd6YBYcEvhc38QwH8P3m3\/qZQ\/cHxfFkOaek6V632euvfW0l640m4rvlBAa0QrBQtwsRmZRLBTDAwaX24vfIKm4xB3HXwd1\/+Pw+lSYrjN+4vdvcLDnostsZYxLElVkkkmBQBTxJfMVcmVJBB5EaEe9aLeYbE1tfvNcYuxlmJJPMk6knzJqGgCRbrDYkTW38S\/5j71DXqALF7Fu\/xOx9TUa3mBkEgjzqOvU02gJ1xdwNmDtm6zrUw4pe\/wC6\/wDmNUq9SAurxO8CSLrydzJrb+2cR\/3rn+Y1Qr1AF29xS84yvcZl6Ekisrxa+AALrwP7xqjXqq38ixj8BNeO4kbX7g\/xGrH\/ADbjv\/q73+c0Er1K7Cj\/2Q==\" alt=\"Microscopio de efecto t\u00fanel (STM) de ultra alto vac\u00edo (UHV), nanof\u00edsica,  Laboratorio de F\u00edsica de Materiales Centro mixto es un Fotograf\u00eda de stock  - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS5UDSwW1GqTg27IhjSrEGea4OpvWBGx0CYEQ&amp;usqp=CAU\" alt=\"Microscop\u00eda de barrido de efecto t\u00fanel: ojos y dedos para nano\" \/><\/p>\n<p style=\"text-align: justify;\">Este proceso se ha podido seguir, entre otras t\u00e9cnicas, mediante im\u00e1genes de microscop\u00eda t\u00fanel in-situ. Los mecanismos existentes en el proceso se pueden entender gracias a los c\u00e1lculos ab-initio que apoyan la investigaci\u00f3n experimental. Esta combinaci\u00f3n pone de manifiesto como una mol\u00e9cula plana de carbono sin hidr\u00f3geno se pliega espont\u00e1neamente. La belleza de este nuevo m\u00e9todo de s\u00edntesis reside en que si se sintetizan mol\u00e9culas precursoras planas con diferentes topolog\u00edas se pueden conseguir mol\u00e9culas cerradas de diferentes formas, tama\u00f1os e incluso que contengan \u00e1tomos diferentes al Carbono. As\u00ed se ha sintetizado por primera vez la mol\u00e9cula C<sub>57<\/sub>\u00a0N<sub>3\u00a0<\/sub>sobre una superficie.<\/p>\n<p style=\"text-align: justify;\"><strong>Nanotubos de Carbono<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Nanotubo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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AIAJ38XLbfzA\/ZOMEgXiHyIj2PPGPvPTpnnjqM2McBEshG5h1HGdLg92xRxpDfiUAYz19K6XUYYHI1LIzdZWWQjUqxOcjDBY+fJTEN6h\/kdoLdoLaZIAAmwz1sRuvpPK61bEw9iDUueZy+\/d9N\/wDzKDncnbGfux1G3+J7n2x8uZ7Ppy72UnGo\/d8h6jVtvt7g1auhL5JbebDEnxau8Vu6XLnVGMy7nyao3cHGk4yFDSAKBjYaSngJAyM6v3Wxvyytr1SLu8h8BbjRZu9flV39jx7eOXfYeD0znnyxvt0I+XFuHRbeOTfl4cZ2ztn+Pl9bJrck40jcAnAUAgo428Axsy\/FjkcciaZJA530nfPTHXJUjIxuoOeZ1cqsKrv5ei67JpFm+qqXsohn7xtjp5deX6kb1za0QfjOwyeW3X58qsXibzx0zk5Gy5077jIPP+VRzGPNR6Bthu3w78\/F+tVDjvXPZD+Kr\/s6\/tfUrRXVoR5x\/MnPz3orvFxUuzP8fX4UQU4U2nCqLOrS2f8Auko697GM+mdxVbVrY27NA6\/tEEfLBH6VDjsJmJVYpGI56VLYz5kDYe9XqMIDTGiz03gucJ1UY1aRR\/ZkEjD71x4FP4Qfxkefp6jzONBwPhsFsiyTRpJOWJ0lgyxgHC7KSurbO+cZHKqDtNJquGYZwVBA8uefzzVBTdTZ2hz0+fhTNVtR\/ZDx48PlVsjliWJJJ5k8zVrwhHEFy4B8UQiG3PLDXj\/Tmqetlw\/iEMNvGZSw+68KKMs55ddgOpJ+QNGzsaScRgAHzt7p7VUe0NDBJJHlf2UPsv2QkvF79nSO3DlS7NhmIAJRB0O4GTgDPXGKqOJ3JmkJxpUfdxpyVFGwH5b1o+znaJu5uI5FRykDTwatWF0kAqNLDw4bP+mqDg\/D3up1iALFnLN6KPFIxx6A\/lSthAGv0efsmCS4l8QBz4nyy8VsIOy0bGzhmlIj7yVWKaVZ5JAraUL+EfAo36VWcdtYn4jHbIuIEkitljjbOhSR3o1Dm2osWbnzzuKr0vprq7iZWYn7QpiUk6UXWGXAJwOQJ88VsOF9lkWa+mllUOILiaAKRhRIJA0r5IPgydh79Kq6HS5otksrXOYA2o7vQTlkTynWfNNuuJ8PWG+Nuup+4itklC\/CHQwaY2YgqoCDJA3zsSDSdkeLfZRY2qWsTTSS\/aS+PEA5kWI7DOdBzqzshHntTdkrq2jtr0zwd593CVGds68KCOmGKnPkDWhiubi+4lYXkEJQMI0YqPCrRllnR2wB8GcbDwstSfr90VWtA7u6Nf2o\/Cbi\/sxAWQQtxDiIlfUAAqrImVw3wamkfY74UedPmhktbi3Vr4MbniztdGFiTmKSMRo2MDbvCSOmtdjpFR+Dj7SGfiN20cljdi4dXBaQo8iCdAo5YkVcYBwXIxuKdwyZbae7WK2F2VdOI2bOGIKrINTqq88pIST5xbjIwJPFz95Z+CsFDhgti0HcR3VzAtrfGXV4GebupdbEqCVLR9zz6FOZyK7LJJCknEYra2ETRWTxRuQ5UQskUmhSdWzx4zjk6mpVjFOlrJLa3kMMc1x9qtoNQDM6h0mtiuADs6ADJDBE2GcVCkht0S3a3hlhxcECS73t0dxpls5gBlYzgMC2SVds4yxEqgGuX7mDlr6KgKRbcKFs4bh54JHmSYQRkFRcCJ7VsYGQWCb\/AAjBHUZkcDcNK0p7zuyV7kPIDOhQJHPD3ecsdozyxpRT54lpalr3RlXb7MYwtm6RYQb9zMvxMirjTNGv7J320v4XwlSJElWJ2imEjExq8rBHGl5J0cq2nJGoaXPiDKc7ZmkteDrI36mSbQbmATlFjZN8FhB3H0U\/h6tNIQsmhSoPUscOPDjqCp0+gFQ4BE0mgLHku0eZGyrgsmjw8mK91gcviHmakXq2quWkdgmyIwDfExVUO3nnbOB586y1xxRESRoWy0JI3XGGB0g4OcjI\/rlXrVtlpV2vFxYHLUSRzi\/hlkI8qlWqMw5G5Ge8jpePfNX9jaSRTd2zP8BCnKKHjy+dWQceIk455GNgTXG6ubSIIJbq2PjcsAxkzkyZOkFsYOVA2A1fKqbs52iuG1yzSNK+VRS2PABknAAxvkfSona2zgkdGgCB2H3gVdHizklkwMHBBzjevNr\/AOMfXArOMFwvAzNxIJGvKCbr0aW0spONLQeQ3Hl5CApsvHoIsllkfW4lVkwMqVXWDkgjKkjbff3qtn7XDfRboCeRZyxHInYAfiGcZxuc5LE1yvOH6o1UHdQMH5YrOspBweY2q+2bBTFY1HiS6DmYm05R9J3o2TaZp4WnL0myupO01wc4WFcjBATIOOWdROdiRv0qFJxq5bnM3PO2kb+eQBUKkqTaFNuTR0C1dq86ld2vpjzllP8Arb+dcGYnmSfc5ooqkAZLkknO6ZpoNOam0kQE2loooRCWlpBTlUkgDmTihC1XDIy6rjA+71EkgADG5JPIVT8XuR3hEUmpRgal2BPXHXA86TidwRiJT4VAyPMjln2qvrbtFYnuDRYdnoN\/M6\/eq0PZzj8iSLHK3eRM4BD5cr5FSTt+lVXFpXeaQyHLd4ynYD4TgYA2AwByqIM9OfT36VouIcGMuqRXUNo1FTnxEYyAR19\/KpsY+owgXj3lUe9lOoCbSPSPvRUnD7J55FijUlmOAB9ST6AZPyrtxhvvmXkI8QqPIR7Y+ua1vYqaGAPGlzALiTT42JjUKD\/00dhhiSdwdPLkaoO2URS9mVsaww7zAwC5ALEbDz59dzvnNdRFM3zOWtp+UB2KrkYAMHS5Hj5J3ZKFHlYMf8Fxp\/aB2b8v1rY9k7+2sLuS1DtEZu7XviFk0NtpiLZGlTqyTvuQDyzWG7NhvtCac5xIdvSNzVenKusYFICBMm\/Q8tfJS7Mu2hxJMQ22X8vH++AiZuJ\/CpRvtHhUc1PebKPUHb5VdcRu5o+JuZGwUumhOo+ERayjJvyQozZ\/zE9atYZrWGKDiGA86tEchvC8qqAwZMEa8+LO3w1G7YXS8RkF3biRvAqTIQDMjam0udHxIQQAQNsYOK7cwtdG+6nTeKjQYIthPAnzOQg8b3lX6cD4faC5s3uNclzCjW+rK40ktChcZXJYLhmIB5Yqq7NcSv8A7JcWdv3okhdLlVRcSrpkCzL55BZGxjPhYdcVEvuAyS8PgvNS\/dI9tIjbP3aSsI2Ax0DlSDjZBzq64Z2vuHtUFsirdwKpd9KyPPCFKudxksvgYg52BYcjXDhqu2yBBM7+vx6JOBjh8qS391K2oq0V3bxgam71gonXcFQXZG22DjYjZak9lk4iYXt7OVBB3rSQXQ0kRtz7uYMNSh1OCpTIYg7g1C7IrYTSvLKwgmXUDbFlEFxrBVo1Em66iSNBY4JUg9Bxtbm2a6kiguZbCOV9Mttcx6oOoKSDvNhz2cDGdmG2JuGY9fvz4qrVKsbGERy2z8Mla6csDHqMds+nUqzW0hVgjjUcZwhBIB3C1ZW9tNLGbeeXijToDFFAYtICqu3eSb286DfDPgnz5CuL2\/2aQrwl78IYm71rdYbu2fG7FQ8uA3IYJ1dBncm3seHwSvGtrFcwvnvpriVJ7d2yB3iLpkjJY89gyD1qD7\/fseaoCutvwtZ17mdEBhkMKd3FbLBGxCtnSGkwzDmCFzq+EZBq5v2QDxHPxrsFGRuQvPH4t8DffNcLe+xCZFIeKM6Ld1yRJnYEjSARk41BsfE2RuRWcd4kySW4YFywk8JUjwoMvI22cchnkdY54FKlSxPEqFeqcJDVSHiAMc8DRofEiEHJ0khZUJJGDgZIIOcjesPJYkXckQOe+hkOBzBbJH0IP1rQdp5G+2RNH4VmujI4B5lUVFyPLRn03NVvYeV5LiWVE7yU8uWVRjuVBOPIZ6bcs16kwQCLz7X8YMLHTBgkHu4dL5uIB6ieg4qj7NcRe3uEG2lpESRWAII1YPMbEb7irDjHHO+vWdziMHuhhQSqA8yBjUfzxtVhx3hoa7MwQoNZLBhocuAuSU6HUTk9cdayN9GVkcEb945+RJIrKWupMDp1t95+i3BzKtQtjS\/X4y4FayRRjKujqRlWU5B\/kfMHcVjp31MT5k1L4PcaJAOjeA\/w\/r1qPeR6XZfJz9OYrqvVNWm13EgrnZ6QpVXNGoBHuuVJS0Gsi2JKKKKChI1NNOammuV0iiiihCBU\/hFuWfVg4Tcnpnp\/P5VBjXJA8zithY3PdxhAiacbjA38yfX1rTs1Ivdi3LLtVUNZh3rJyPqJPmSfrTa63UQVyBXKokEEgq4IIBGSUGtQ\/GBHArlNTuhCg\/Cp5Fj1OOg88ZrLVYcQH3cH\/tMf+4Vei8ta+Nw9QPdQrU2vczFvPoT7KBiruC0e+UHWO+TTEzOThl5IWbfcYxn0qlFWnZ\/iPcSYPwuQG9PI\/nRQLcWF2R+g9U9oDsGJn5C49x4hajsNEtjcSGeS3jn0NHD3jrpGd2ctumCBgb5JyNqo+2PDvs906hVCsFkXRvEQ6hvuyNtO+P8AjFQ+Pzl53yANOIh7Lvk+pzXXg10rFbebDQl9snBjY\/ijboCeY5b5889mMXZjfE8eP3jopAuwiqd0kcM7cf6tKmdmuFS3sdxBENTqq3UYyBl0bSwydssr9eqiovB+ISWNwJNB1IWVkOVO+xB8vP3ArSz3kXCmD28JYSqY5EkkY6gN\/CVAIGWXPt6mqW5ntb6Utj7LK5AIJaS3Y4AGWPiQ++R610Wlhg5j++t\/2uGvbUaXASw5nXQTGcW58IurTjvaO7LC5hnlWGdcFScp3ijTJHKjZVm5HcbqV+Vj2R4hw8DvhHFDfISYQXkWBm0nTjOUUNnSQTtzFdOFmLg0Ti4cXCXBCkRxhtDhD+GZlByuRq546Vlo7WwmfCXUsALbCeIMN\/J0kwAP3se9NzSDfPkuWFrm93IWkEH96zzuDmp\/FeLQXFy5vrN4ZDJ96YHKSDp4o5g4Y4xuNOa0fH+NW80MdrYm1uUQghbrvVlzjSBG0vd6tv3tW2AMYqR2g12VkLb7O93HgEvIMFAN1LquW0gfCQQBg78s5Xs\/2lhtHWc8MiCnIEitKSD10GZnXPnjB9elTcFRveEtH3lZaOO5vOGpJD\/Z\/DImYj+8CcRoBjfJaTvWI3+FhjyPVtweHRWqJH9lmu5ZAw7iNbuUSfiK9+5YADkXPM6sdKreGOnE7oTvZYQMCZXlmeMKp8MYQjSwztoXCjJ2Ap3aeHTctDDJaWsTFQ6Q4SeTVgkaY1LhegBwDzI3wOcBzSNQYsOovY8Nwkndp8XPaZY4kgh8bzSFVYgKJplTJYzTZJ7sHBOMcsYAzim7R8YjuiojmLRxHvrlkDFVSPBjTW3MswXAUncA9Kb2t4IkCiKzgjt43GbiV5M4XYaGkZmwpOfCvPA23xUmbRLw9beGZNGkAHRImSDgtpI5DDHJwSTyGMm1NpJgD7\/cSctFB5a0YnEwNfKY5ThAvaTmAq\/soyT95d3OtiO8SMEkRRAjOkYHxnOB55HMkVnrF5eHd7IpKuddrGeRwfjfHsNvWpthx5o5EtbdnWAORsSGlk6SPjp4RhegwefKJ2qvUfCAhmEhLHfbpgnzOfyoOE0y8m9xzO\/oqjG2sKYBg30sAbC3TxPj34JfB0CHVrUEsTyIzsc88+effrgUHEbrvXLAbch7DrXbhBwZD5W0n8MVBFSq1XOosB4+Vgq0qTW1nkcPO5QrYOfI5qz45EdSvg4ZR9R\/x+lROHwCRwGzp5tjnjritjxG5SWMxmJdOPD0II5HI6iuqFF1Sm4DhHMJV6zWVGnnPIrDUGulzFoYr5VyrKQQYK1ggiQiiiikU0jU005qaa5XSKKKKEJAaueHcYRCO9iMg25Np99sHPtkVTU4V2yo5n4lcPptf+QlW3H2WWVpoySj491wANJ8uVVddrS40HfdTsw9KuIuCwtkmSRc8sAMPn1qwpmrdmeoUTVFI4X5aFU1tCZHVBzZgo9ztWz45bRSQiBI8NEMIynJ2GGB8wcZ\/Os9DdLaAhEBm3GtuQB\/YHTb5+uNqm8P7aXUWBotmGkocxKrMp5jKYwcbZx9adN7KYLXCSVzUZUqEOYYA81mwacRU97RJt4NjzMbYyP8h5Ef1tyroez9yAGePQhIBcspVQerBSTj5VwabtLjfoqtqt1MHcc1Y8Z4JM0MV6q6kkgRpMEakceHUV54OBuB0NZ+txH2m4cFVJFvHCARgIsShlA3Ysz5ySTtj09azf8AZKSk\/ZZVk8o38Ew+TbH3BwPOrVGte6WGTqMum9Z6RcxsVBAFgc+u7xXbhIN2v2RmGvJe3ZjsGx4oix5Kw5eRA6VB4jw2e3YJPFJGxGoBxjI5ZHnV1wzgk9oUupO70xku0ayK8hAB2AXI3885Gc42rtx7tPa3G32N231Fnm0kMfiCKiHC+5JoiGjHIOQt9iMsskwTiPZwRmb5T8xOeZKrYu0MrL3dxmeEgKVOA4x8LRvjIcdCc+R2NW1x2MYwrPbziXvMtHGU0uUznJJYjPp\/+VF4LHwyWUBluASdo5ZFWAnoNagN9Svlk8jY9p7a4KmO2Y9wBpktoXLBSM4JQMSw3Jxk4O+BXTRLZsfG\/TO2eSm50PDWy2d7bdcp0sdZuc6zhXZi+WUaB3DZ+MSICo6nEbFz7AdK2fHp72O2iigH2grn70KoYNzY\/Zzq1MSchgxxv4RXlkdu27LG\/gOWKqfB5EkDw\/OpRmubpxl7idx4QSzyEDyySdI\/KuBU09\/0qPolxDnRbh7l2hE3lX9nYcWn7yYXE8bRkZEsssT5PIIoG35DoKhmaG0k1u\/2q4DEnDN3KsebNIw1O3Ppsc53rVcA4fPDbOryTrIyli\/3bxRgL11jBC8zl9IIyPM4pLSyRvHeFwDuFhfBx5seYPLb867ezARoc7kf3mpU6naAtmWi0Bpv47uRvyz63vE7jiTKgSNVTLHSX0LnnJIWYjYDA5c8Dc7k3aExJ3FsF0KhTvGGXbPxMo5LnfoefSr3tpxQNaoschKOFHhR0jZdzzKKMYCgA7jURjnWe7OcHkkkWRkRY1OotMVSMkDKgl8A5ONjzpHEDDXZ5lUaGlsubAH4ttc8sicwBHHio\/DITGjXRGygpFnk0h2yPMLn8\/Q1V7n1P61tu3c57qNHcFgwAUFCFPM40nddODkbeIedZXhti8rbYCr4mdtlUDckk7VKo24ptv8AvM+XSFSk+Q6o62l9wyHUnxJWj4dweOO2k1PmV06DZRjZSfPc5P8ALNZF1IJB5g4Nbe97QcNRn7gXbZOnxBO7KHZsEkOCATgkZ23FZyXg0zZkUAoWJVmKqSM7HSTn6ZrurgeAKUmFxRxsLjVgSm9mEDXMasuVY6WxkEAj4hjqDg+vKr3jE1rCzot13jLkaVjY7+Wv4fQ79DVG7\/Zl0qfvGG7dVB22\/P8AWqsUu0fRGFpvr8fKfZsrnGRbT76J8shYlj1rnS0lZze61CyKKKK5KYTTSGiikmkooooQilFNFOoQnVfcLvNY0n4gPrVAKkWEumRT64Psdqvs9U03jdqs+00hUpneMl24tdLLKzKoVdlUfuqMAn1OMn1NQ663Uel2XyY\/8VyqZmTOao2IEZJ8MhVgw5g5FahOIrLE+n4hGSVPPl+dZWulpcNE4deYP18xV9n2g0jGhzUNo2cVQDqMvWCudKD\/ADqfxOy0gTID3TnKnorczGfL09PY1X5qZaWnCVoY\/EMQ+\/taW17TLoEc0TnbQzqw1Ecs6NOxx1yfaqniFi0OGB1xN8Eg+FvQ+Tea\/wAKg1e9j7phMIc+CQglTumpfFlgdsAAn5VbtDVhrzyPty8+KzGkKIL6Y5j3G4+R6FUgbNOhlZCGUlSORU4I9iK1\/amO0D6p2zKceC3KF8Y2MhU6VPLY5b0qmh4hYowIs3fHIySfqm6n2O1cuptaYxDz9gV0yo5wnAR0HqQtLwjj7R2rPdi6HeOFRwh+9GluWSqnOy5O2PPlWWv+0NxLsJGjT8KISAB0BYYLfPb0HKtBd9orJ48M0smoYMZixj3OsAY6FTn2rPaLB+T3MR6a9DJ9VBb61aq6wDakjxHqPUqFCnBLnUoJPA+\/py0CrzO+Cut9JOSuo6SfMjkT71K4Zw5pjk4WNTl3bZABzGTzP9GtceCQpCrG2TCKXZzqOVUAlnOcaTrXHQ5GOe+P4lxN5yAcKg+CMABFHTYbZ\/oYqbqYpxiIPAe\/6kq7K7q04ARxPsM\/byC1t32khjjbTOZGC6UjAl05xhdRIC6BtsCeWMdRiry7kmOqR2c9M8h6KBso9BiuFS+H2ZlbHJRu7dFX+f8AXSuKlV9Z0a7vvr1TpUaeztJHU5\/eA5BaXgSqsCqscZ1bnKKxJPQZB+lU3HbttRhA0oh3UbZb9725Y6YPU0y94qx8ERZIwNI0kgkepG+PT61WV3WrAt7NgsNd8e27wKnQoOa41Hm5m26fff4oBrXlhjwtqX8LDkR0IHTI6VkKsr6UpHHF10Bm\/l+tPZqnZhzuA9bI2qn2hY3iekXUfikoaQkdPD9Ki0UVmc4uJJWlrQ1oaNEUlFFcrpFIaWkNcpgJDTaU0lCaKKSihCBS0wU8UISilFJSo2CD5HNCCtDxHhTSRpMmC2nxLkA4HUZqhIrT8PzMPuwT545D3PIfOo3FuGQll7m4gdig1AOpy++rAznGMcs8q3V6TTDmmSeSwbPVI7rhAHNUFLUp+GzA47tj\/l3qRBwG4cZ0qv8AnYAn2HP64rN2b5jCei1dqyJxDqr\/ALHGYxERByS+nCjJJGW29AGGfeofG+DRB8m4t0c7vGGU6D5MMgA9cZqt4pd4VIEyqIviGfiY5yW8\/P5+gqsAqz68NFOBZQZQ7xqAm\/LXmCre34GJDhLm3b\/KdTfJR\/OrmHhMMSHu2l70oV7wkAbjDAIM4HPrmseRVnHx+5C6dYPqyRl\/m5XUfmadKtSae8zz+UVaNVwhr\/L4VaU0kqRjBIx5Ec6BVob+Gc\/fppbl3kXP\/UDnPTz+VSLXgCOWzPhfwsEzq9casAfM1wKRee5f18Z\/aoawYJqW8x4EfpUVOVSSANyTgfOrYcECgtJMiIGxnSTnrgbjfHQZPpSRcQt4D9zEztjBeQ4PyAHL\/aaOzLT37evT5hPtQ4SwT6dTb1VjLwVjbpGs+WVmk0EaVJYDIDE\/ujmAPaqM8IuB\/hP8ip\/Q1Zt2nbThYIlfGNZLNj1CE6c++R6VTtezHnNMfd3P8a6qvokjAD5fBU6La4BxkdCfcK34VwYDe4ic5+BclQd+eRueo2NO4\/KEQRxoI0yRgdcYzqJ3JO2fkKg2XHriIFe8LoeayfeAfvJqyUb1XHIZzS9oboySk6soPgG2F1eJht11E78zgeQo7VnZENbBynml2T+1Bc6RnHEKsooqfwuxMmXKkqpXPl4s4+W35ioMaXOwhaHuDWklN4VZmRtWDoTdj0z0Hv8AwqPeTa3ZvXb2GwrV3E2U0hVUdAoAx9KyUy6WI8iRWivSNJgbvPtZZqFUVXl24f2mUlFFZVrRRRSUiUINIaU000l0immlphNCEUUmaKSECnCmUooQulLTQaWmhKQD0FOpopaEKRBdyR\/C5A8ua\/7TtV3YcRV18TIrDmCdOfUZ2+Wc1nKdV6Vd9L8emihWoMqfl11Vrx1DlGwMaSuR13J3+pqrqVZ3WkFHGqM818vUeVOuuHMoDJ40JwCOe\/IEedN\/fJe3xG79JUzgAY7wO\/8Aah0U6SNl2ZSD6gj9abUVZFX\/AAG90xS6lBWNNQwSGOWHhzuByODjIz12AprW1eU4VSfM9B7nlWgj4fEsRQa9TDc52J9q0bPTqE4maLNtNSm0YXqm4rxFrh9RUIqgqiLkqoznmTkk9WPP0AAEKul1AY2Ktnb8x0Nc6heb5rQIiyKKKkWlm8p8I2zux+EfPz9BQ0FxgZoJAEnJP4ZCHfBGcDNavvGk8GFYY+EgaQOp32AHn0rPNeJANEQDN+Jzyz+75\/p71Dn4lM66Glcr1XOEPui4U\/StbKzaLS2JPly4rHUourODpgDrz4KZc3turHuoUbyY5C\/JeePXI9qIe0VymQhjCnZk7tCrDOcNqBYj5+2DvVVSVmNR519vRaRSYNOt1cT8eJHggiRsbtl2A9VVjgf6tVVDHO5pKKTnuddxldNY1tmiEUUUVwukUhNBNITSXSCabRRQhIaYaUmm0kIopKKEJAadTKcKEJwNPBrnSg0IXSlBpoNLTQlpwNNpQaEJ1W\/ApMZwTldx6A8z\/XnVPTkkKkFSQRyIJBHsRVKVTA7EpVaYe3CVrJUWUFpWxGinUxGQNvCo8yTjA\/5qkfiEQ+C3j9CwXP0wcfWodxeSyYEkkj45amJA9s8q41WptLnmQI6e4UqezBjYJn7wVieNzfuY8sZH5k13Xj50\/wDQj1Y56pNPvpzn\/uqnorjtqn8j1XfY0\/4jorP+2GIw8cTL5aT\/APYmn28dtMQqq0bEgAFmwxPQHffy5VU0UGq4\/lfmJTFJo\/G3IwtXAsYTT3cZ23ON\/rzFV3GLhkVIweak7bYXJUAe+k58\/rninHZcbrEx\/aZTqPvghSfUg+uar55mdizEljzP5DlyAAAAGwAAq9XaGubhYI+5KFHZnNfieZ3c9650UUVkWtFFFFEoRRSUUpTCM0GkzSUk0pNNoooQimE0E02khFIaKShCWkoooTSU6kopJJRS0UU0J1OFFFNCUUtFFCEoooooQnCmmiimEinCiiimUFFFFFCSSiiihCWikooCYS0GkopIKSkoopJoooooQkplFFCE2g0UUkJppKKKEIooopIX\/9k=\" alt=\"Asombroso comportamiento del agua dentro de nanotubos de carbono -  Nanotecnolog\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Si el descubrimiento del C<sub>60<\/sub>\u00a0fue un hito importante para la Nanotecnolog\u00eda, el de los llamados Nanotubos de Carbono lo ha superado con creces. Los Nanotubos de Carbono, unas diez mil veces m\u00e1s finos que un cabello, presentan excelentes propiedades f\u00edsicas y su fabricaci\u00f3n resulta relativamente econ\u00f3mica. Un cable fabricado de Nanotubos de Carbono resultar\u00eda diez veces m\u00e1s ligero que uno de acero con el mismo di\u00e1metro pero ser\u00eda \u00a1cien veces m\u00e1s resistente! A estas impresionantes propiedades mec\u00e1nicas se le a\u00f1aden unas interesantes propiedades el\u00e9ctricas, puesto que pueden ser tanto conductores como aislantes, seg\u00fan la topolog\u00eda que presenten.<\/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<img decoding=\"async\" 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\" alt=\"Nanotubo de carbono | CMEmaterials\" \/><\/p>\n<p style=\"text-align: justify;\">Un Nanotubo de Carbono se obtiene mediante el plegado sobre s\u00ed mismo de un plano at\u00f3mico de grafito (enroll\u00e1ndolo). Seg\u00fan como se pliegue el plano graf\u00edtico se obtiene un Nanotubo que puede conducir la corriente el\u00e9ctrica, ser semiconductor o ser aislante. En el primer caso, los Nanotubos de Carbono son muy buenos conductores a temperatura ambiente, pudiendo transportar elevadas densidades de corriente. En el segundo presentan propiedades rectificadoras. Por otra parte, si inducimos defectos en la estructura podemos generar mol\u00e9culas semiconductoras y as\u00ed formar diodos o transistores. Es decir, tenemos todos los elementos en nuestras manos para construir nano-circuitos basados en Carbono.<\/p>\n<p style=\"text-align: justify;\"><strong>Grafeno<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Grafeno, el material del futuro. S\u00edntesis y propiedades \u2013 CienciAcierta\" \/><img decoding=\"async\" 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alt=\"Grafeno, el nanomaterial que seduce a todas las industrias | Experimenta\" \/><\/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 \u00a0El grafeno es el material del futuro<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Estos 10 productos usan grafeno y no ten\u00edas ni idea\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQiwMa84HpmRzr7dWJgLIIOy2i2ucpVVOckmJqWkPM-LJgXpw3MaUH7hBznL5Rsrkn65rI&amp;usqp=CAU\" alt=\"El material del futuro: grafeno\" \/><\/p>\n<p style=\"text-align: justify;\">A un solo plano at\u00f3mico de grafito se le llama grafeno, y \u00e9ste, a diferencia del grafito, es dif\u00edcil de obtener. Recientemente, mediante c\u00e1lculos te\u00f3ricos, se han realizado predicciones acerca de las importantes propiedades electr\u00f3nicas que podr\u00eda tener este material. Entre ellas una alt\u00edsima movilidad electr\u00f3nica y una baja resistividad, de manera que estos planos at\u00f3micos podr\u00edan ser los futuros sustitutos del silicio en los dispositivos electr\u00f3nicos. Ahora bien, al d\u00eda de hoy, estas propuestas provienen esencialmente de c\u00e1lculos te\u00f3ricos y, por tanto, antes de que el grafeno pase a sustituir al silicio en la electr\u00f3nica del futuro, es necesario verificar las predicciones te\u00f3ricas en el laboratorio. Actualmente, \u00e9ste es un campo muy activo de investigaci\u00f3n, y muchos grupos est\u00e1n trabajando en la obtenci\u00f3n de capas de grafeno soportadas sobre diferentes materiales, como pol\u00edmeros o aislantes, para poder determinar sus propiedades el\u00e9ctricas y comprobar las predicciones te\u00f3ricas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQzPmGkKKm13sy0FmMjhxu35mui1P4XKFuFrg&amp;usqp=CAU\" alt=\"Aplicaciones del grafeno: tecnolog\u00eda y medicina por igual\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ6CwB9nU0wcJiJK2bgpuLGrrUdez0822TubQ&amp;usqp=CAU\" alt=\"Los beneficios del grafeno en la industria de la alimentaci\u00f3n y las bebidas\" \/><\/p>\n<p style=\"text-align: justify;\">El estudio de grafeno sobre metales de transici\u00f3n es un campo muy activo de investigaci\u00f3n ya que las capas de grafeno crecen de manera f\u00e1cil, muy controladas y con un bajo n\u00famero de defectos sobre estas superficies. Adem\u00e1s el grafeno sobre un substrato forma patrones conocidos como redes de Moir\u00e9, en las que la periodicidad at\u00f3mica de las dos redes cristalinas (substrato y grafeno), coincide cada dos-tres nm, dando lugar a deformaciones de la capa de grafeno, que se reflejan como prominencias en la imagen STM.<\/p>\n<p style=\"text-align: justify;\"><strong>Nanohilos<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ideas brillantes. Los prodigiosos nanohilos de diamante | Noticias de  Innovaci\u00f3n en Heraldo.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQfbg6_D-iG-nUiBk-XWQAo4V_t893fkZJTOQ&amp;usqp=CAU\" alt=\"Conversi\u00f3n m\u00e1s eficiente de calor a electricidad gracias a unos nanohilos |  Noticias de la Ciencia y la Tecnolog\u00eda (Amazings\u00ae \/ NCYT\u00ae)\" \/><\/p>\n<p style=\"text-align: justify;\">No s\u00f3lo las mol\u00e9culas, los Nanotubos o el grafeno son las apuestas para sustituir al silicio. Otros elementos como los Nanohilos fabricados a partir de materiales semiconductores o los Nanohilos met\u00e1licos tendr\u00e1n tambi\u00e9n cierto protagonismo. En concreto, los Nanohilos semiconductores presentan un gran potencial como transistores pero tambi\u00e9n presentan aplicaciones en campos como octoelectr\u00f3nica o en la fabricaci\u00f3n de censores biol\u00f3gicos. Por otro lado los Nanohilos met\u00e1licos, cuya s\u00edntesis controlada es m\u00e1s dif\u00edcil, poseen gran inter\u00e9s como interconectores. En el caso de los Nanohilos formados de materiales Ni, Co o Fe se puede aprovechar tambi\u00e9n su potencial comportamiento magnetorresisitivo para ser usados en dispositivos de almacenamiento magn\u00e9tico. Los Nanohilos met\u00e1licos son interesantes a su vez porque los efectos de tama\u00f1o inducen en ellos la aparici\u00f3n de transiciones de fase martens\u00edticas y la aparici\u00f3n de configuraciones no cristalinas.<\/p>\n<p style=\"text-align: justify;\"><strong>En el pr\u00f3ximo hablaremos de las Nanopart\u00edculas.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Fuente: Revista de F\u00edsica de la RSEF<\/strong><\/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%2F2022%2F06%2F05%2Fnuevos-materiales-nuevos-procesos-nuevos-dispositivos-5%2F&amp;title=Nuevos+materiales%2C+nuevos+procesos%2C+nuevos+dispositivos' 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; 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