{"id":27921,"date":"2022-05-02T10:29:37","date_gmt":"2022-05-02T09:29:37","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27921"},"modified":"2022-05-02T10:29:37","modified_gmt":"2022-05-02T09:29:37","slug":"la-fisica-no-duerme-7","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/05\/02\/la-fisica-no-duerme-7\/","title":{"rendered":"La F\u00edsica no duerme"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La \u00f3ptica se hace at\u00f3mica: la lente m\u00e1s peque\u00f1a del mundo \u2014 Cuaderno de  Cultura Cient\u00edfica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQeFYP6A0W8pdhaUL_NesEruR1k5kHkjlxNDigWleq39NUVjARPPuch1aDu19TbJuV5_eE&amp;usqp=CAU\" alt=\"Essilor Colombia \u2013 Asesor Industria\" \/><\/p>\n<p style=\"text-align: justify;\">Cient\u00edficos del DIPC y el Centro de F\u00edsica de Materiales (C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C-UPV) y de la Universidad de Cambridge, han creado una lente que puede concentrar la luz en dimensiones inferiores a las de un \u00e1tomo. Los investigadores han utilizado nanopart\u00edculas de oro para desarrollar estas lentes focalizadoras, que permiten ver enlaces qu\u00edmicos individuales en las mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2019\/11\/deteccion_dest-250x140.jpg\" alt=\"La \u00f3ptica se hace at\u00f3mica: la lente m\u00e1s peque\u00f1a del mundo \u2014 Cuaderno de  Cultura Cient\u00edfica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ2sLFmpc7NC8yfozH4RsOsAKZSYvRfyTltKTnwInjywbNCeRI-if5s861WcAdilS2qF28&amp;usqp=CAU\" alt=\"Producen lentes de grafeno fuertes, flexibles y baratas | Tecnolog\u00eda -  ComputerHoy.com\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Nuestras predicciones te\u00f3ricas suger\u00edan que esto pod\u00eda ser posible, como as\u00ed se ha comprobado ahora<\/em>, asegura el profesor Javier Aizpurua, que lidera los esfuerzos te\u00f3ricos de esta investigaci\u00f3n, y cuyo desarrollo ha permitido entender el confinamiento y la interacci\u00f3n de la luz con mol\u00e9culas en escalas tan peque\u00f1as.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La lente m\u00e1s peque\u00f1a del mundo | Rinc\u00f3n Educativo\" \/><img decoding=\"async\" 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\" alt=\"Crean la lente m\u00e1s peque\u00f1a del mundo, que concentra luz en dimensiones  menores al \u00e1tomo - RTVE.es\" \/><\/p>\n<p style=\"text-align: justify;\">El equipo de investigadores experimentales de Cambridge, liderado por el profesor Jeremy Baumberg, ha utilizado oro altamente conductor para fabricar la cavidad \u00f3ptica m\u00e1s peque\u00f1a del mundo (pico-cavidad), que confina la luz a una distancia inferior a una mil millon\u00e9sima de metro.<\/p>\n<p style=\"text-align: justify;\">Los resultados se han publicado en\u00a0<em>Science<\/em>.<\/p>\n<p style=\"text-align: justify;\">Fuente: Revista mensual electr\u00f3nica de la Real Sociedad Espa\u00f1ola de F\u00edsica.<\/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 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href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+F%C3%ADsica+no+duerme&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F05%2F02%2Fla-fisica-no-duerme-7%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; 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>Cient\u00edficos del DIPC y el Centro de F\u00edsica de Materiales (CSIC-UPV) y de la Universidad de Cambridge, han creado una lente que puede concentrar la luz en dimensiones inferiores a las de un \u00e1tomo. Los investigadores han utilizado nanopart\u00edculas de oro para desarrollar estas lentes focalizadoras, que permiten ver enlaces qu\u00edmicos individuales en las mol\u00e9culas. [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27921"}],"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=27921"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27921\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27921"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27921"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27921"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}