{"id":27432,"date":"2025-11-02T18:00:22","date_gmt":"2025-11-02T17:00:22","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27432"},"modified":"2025-11-02T18:00:23","modified_gmt":"2025-11-02T17:00:23","slug":"biologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/11\/02\/biologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-5\/","title":{"rendered":"Biolog\u00eda cu\u00e1ntica: una ciencia que es y no es a la vez"},"content":{"rendered":"<h1 style=\"text-align: justify;\"><\/h1>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Publicado en Nature: Biolog\u00eda cu\u00e1ntica y computaci\u00f3n cu\u00e1ntica adiab\u00e1tica en la fotos\u00edntesis a temperatura ambiente - La Ciencia de la Mula Francis\" width=\"330\" height=\"181\" \/><img decoding=\"async\" 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\" alt=\"Los procesos cu\u00e1nticos estar\u00edan implicados en la orientaci\u00f3n de los p\u00e1jaros \u2022 Tendencias21\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los cient\u00edficos estudian si los seres vivos utilizan las extra\u00f1as propiedades de la f\u00edsica cu\u00e1ntica en sus procesos biol\u00f3gicos, pero a\u00fan no lo han decidido.<\/p>\n<p style=\"text-align: justify;\">La afirmaci\u00f3n es correcta: los cient\u00edficos est\u00e1n investigando activamente la relaci\u00f3n entre la f\u00edsica cu\u00e1ntica y la biolog\u00eda, pero <strong>a\u00fan no hay un consenso definitivo <\/strong>sobre si los seres vivos utilizan a prop\u00f3sito propiedades cu\u00e1nticas.\u00a0Este campo emergente, llamado biolog\u00eda cu\u00e1ntica, explora c\u00f3mo fen\u00f3menos como la superposici\u00f3n o el entrelazamiento podr\u00edan desempe\u00f1ar un papel en procesos naturales, y hay evidencia de su relevancia en fen\u00f3menos como la fotos\u00edntesis.<span class=\"uJ19be notranslate\" data-wiz-uids=\"T6Vm_13,T6Vm_14\" data-processed=\"true\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-processed=\"true\">\u00a0<\/span><\/span><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ichef.bbci.co.uk\/news\/1024\/branded_mundo\/44C4\/production\/_105140671_artificial.jpg\" alt=\"El futuro ser\u00e1 cu\u00e1ntico o no ser\u00e1&quot;: preguntas para entender ...\" width=\"616\" height=\"346\" \/><\/p>\n<ul class=\"KsbFXc U6u95\" data-processed=\"true\">\n<li style=\"list-style-type: none;\">\n<ul class=\"KsbFXc U6u95\" data-processed=\"true\">\n<li style=\"text-align: justify;\" data-hveid=\"CAUQAA\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Evidencia creciente<\/strong>: Se han observado fen\u00f3menos en la naturaleza, como la fotos\u00edntesis, que parecen requerir la coherencia cu\u00e1ntica.<\/span><\/li>\n<li style=\"text-align: justify;\" data-hveid=\"CAUQAQ\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Campo en desarrollo<\/strong>: La biolog\u00eda cu\u00e1ntica es un campo joven y est\u00e1 en constante evoluci\u00f3n<span id=\"imYYHaeKVJOqakdUP8f7H-Qs_4\" data-processed=\"true\">.<\/span><\/span><\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<ul>\n<li style=\"text-align: justify;\" data-hveid=\"CAUQAg\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\"><strong class=\"Yjhzub\">No es un fen\u00f3meno &#8220;a prop\u00f3sito&#8221;<\/strong>: No se trata de que los organismos &#8220;elijan&#8221; usar la cu\u00e1ntica, sino de si los procesos biol\u00f3gicos se benefician o son posibles gracias a principios cu\u00e1nticos, tal como se detalla en\u00a0<a class=\"H23r4e\" href=\"https:\/\/www.bbc.com\/mundo\/noticias-60939356\" target=\"_blank\" rel=\"noopener\">la BBC<\/a>.<\/span><\/li>\n<\/ul>\n<ul>\n<li style=\"text-align: justify;\" data-hveid=\"CAUQBA\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\"><strong class=\"Yjhzub\">Investigaci\u00f3n activa<\/strong>: La investigaci\u00f3n contin\u00faa para determinar el alcance y la importancia de la mec\u00e1nica cu\u00e1ntica en la biolog\u00eda.<\/span><span class=\"uJ19be notranslate\" data-wiz-uids=\"T6Vm_2q,T6Vm_2r\"><span class=\"vKEkVd\" data-animation-atomic=\"\">\u00a0<\/span><\/span><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\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alt=\"Permanentes | Ciutat de les Arts i les Ci\u00e8ncies\" width=\"430\" height=\"285\" \/><img decoding=\"async\" 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\" alt=\"Modelo de estructura del ADN del ser humano en el Museo de la ciencia en las artes de las Ciencias, Valencia, Espa\u00f1a Fotograf\u00eda de stock - Alamy\" \/><\/div>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">Imagen de una estructura de ADN molecular en el Museo de Ciencias de Oxford. Allispossible.org.uk (CC)<\/p>\n<\/blockquote>\n<div style=\"text-align: justify;\">\n<div>\n<p>Circula por ah\u00ed un chiste sobre los ordenadores cu\u00e1nticos, esas m\u00e1quinas del futuro de las que se hablan maravillas: &#8220;Los ordenadores cu\u00e1nticos son extremadamente potentes, y al mismo tiempo a\u00fan no funcionan&#8221;, cuenta a EL ESPA\u00d1OL el f\u00edsico Franco Nori, director del Grupo de Investigaci\u00f3n en Materia Condensada Cu\u00e1ntica del Instituto RIKEN, en Jap\u00f3n. El chiste es una parodia del famoso experimento mental del\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Gato_de_Schr%25C3%25B6dinger\" target=\"_blank\" rel=\"noopener\">gato de Schr\u00f6dinger<\/a>, que estaba vivo y muerto al mismo tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Introduccion A La Mecanica Cuantica http:\/\/fisicamoderna9.blogspot.c\u2026\" \/><img decoding=\"async\" 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\" alt=\"Mec\u00e1nica\" \/><\/p>\n<p>Y es que la f\u00edsica cu\u00e1ntica es as\u00ed: parad\u00f3jica, contraria a la intuici\u00f3n de los seres grandes como nosotros, que nos regimos por la l\u00f3gica de la mec\u00e1nica cl\u00e1sica y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> einsteniana. En nuestra experiencia cotidiana, algo no puede aparecer al mismo tiempo en dos estados incompatibles entre s\u00ed. Las reglas de la cu\u00e1ntica s\u00f3lo operan en lo extremadamente diminuto; e incluso a esa escala,\u00a0<a href=\"http:\/\/www.elespanol.com\/ciencia\/20151113\/78992128_0.html\" target=\"_blank\" rel=\"noopener\">no siempre funcionan<\/a>. Pero sobre todo, a\u00fan no ha logrado tenderse el puente en el que los f\u00edsicos cu\u00e1nticos y los relativistas puedan darse la mano; no hay una teor\u00eda que ligue ambos ingredientes en una sola salsa.<\/p>\n<p>Sin embargo, es evidente que las part\u00edculas subat\u00f3micas son la base de todo, as\u00ed que podr\u00edamos decir, apunta Nori, que &#8220;todo en el universo es cu\u00e1ntico&#8230; porque todo est\u00e1 hecho de \u00e1tomos&#8221;. Pero aclara: &#8220;Sin embargo, no describimos c\u00f3mo se mueven los sat\u00e9lites o c\u00f3mo fluye el agua utilizando mec\u00e1nica cu\u00e1ntica, porque para esto no necesitamos la parte cu\u00e1ntica. Muchos \u00e1tomos se pueden describir bien cl\u00e1sicamente&#8221;. De hecho, a\u00f1ade, &#8220;pocos <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> requieren un tratamiento de \u00f3ptica cu\u00e1ntica; no se necesita&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static1.s123-cdn-static-a.com\/uploads\/3295260\/2000_5f3d2c321499d.jpg\" alt=\"Biolog\u00eda cu\u00e1ntica: Una ciencia que es y no es a la vez ...\" width=\"638\" height=\"408\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div>\n<p>Y dado que lo ocurrido en los c\u00edrculos cu\u00e1nticos no deja rastro aparente en eso que los no-f\u00edsicos llamar\u00edan el\u00a0<em>mundo real<\/em>, \u00bfC\u00f3mo podr\u00eda tener alguna importancia para la vida? Deber\u00eda quedar perfectamente zanjado que las enormes mol\u00e9culas en las que se basan los procesos biol\u00f3gicos no pueden enterarse ni de lejos de lo que sucede al min\u00fasculo nivel de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de sus \u00e1tomos, por mucho que dependan de ello. \u00bfO s\u00ed?<\/p>\n<blockquote>\n<h2>\u00bfQu\u00e9 es la vida?<\/h2>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/s1.significados.com\/foto\/vida-intro-ok.jpg?class=article\" alt=\"Vida: qu\u00e9 es, caracter\u00edsticas y origen - Enciclopedia Significados\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0La vida es algo imparable en nuestro Universo. creo que pulula por todas partes<\/strong><\/p>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/m.media-amazon.com\/images\/I\/51CDTtmn5gL._AC_UF1000,1000_QL80_.jpg\" alt=\"\u00bfQu\u00e9 es la vida? (Metatemas) : Schr\u00f6dinger, Erwin, Guerrero, Ricardo:  Amazon.es: Libros\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div>\n<p>En 1944 Erwin Schr\u00f6dinger, el del gato, public\u00f3 un ensayo de divulgaci\u00f3n titulado\u00a0<em>What is Life?<\/em>\u00a0(<a href=\"https:\/\/www.amazon.es\/%25C2%25BFQu%25C3%25A9-Vida-Metatemas-Erwin-Schr%25C3%25B6dinger\/dp\/8490661685\" target=\"_blank\" rel=\"noopener\"><em>\u00bfQu\u00e9 es la vida?<\/em><\/a>), basado en una serie de conferencias p\u00fablicas que hab\u00eda pronunciado el a\u00f1o anterior en el Trinity College de Dubl\u00edn. En su obra, Schr\u00f6dinger ataba la relaci\u00f3n entre qu\u00edmica y biolog\u00eda, y por tanto entre f\u00edsica y biolog\u00eda, en una \u00e9poca en que a\u00fan no se conoc\u00eda que la herencia gen\u00e9tica resid\u00eda en una sustancia ya conocida llamada ADN.<\/p>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTg9V7R3mVS-8Y5Tm-kZIVRnQE4IOH1NcuG7bvQt-RUtFWZCs-g7n0ZHP_0FD6bMz5GIg_69OcqIDpMlcAiMpHOai1Pt3IzY_SxXONHLg&amp;s=10\" alt=\"Erwin Schr\u00f6dinger: A misunderstood icon\" width=\"445\" height=\"334\" \/><\/p>\n<blockquote><p><strong>Erwin Schr\u00f6dinger (naci\u00f3 el 12 de Agosto de 1887 y muri\u00f3 el 4 de enero de 1961<\/strong><\/p><\/blockquote>\n<div style=\"text-align: justify;\">\n<div>\n<p>Aunque el austr\u00edaco\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Hermann_Joseph_Muller\" target=\"_blank\" rel=\"noopener\">no fue el primero<\/a>\u00a0en suponer que la informaci\u00f3n gen\u00e9tica de los seres vivos deb\u00eda de codificarse en enlaces qu\u00edmicos, sus ideas influyeron en la posterior investigaci\u00f3n de la estructura del ADN por James Watson y Francis Crick. Pero Schr\u00f6dinger hizo algo m\u00e1s: acu\u00f1\u00f3 el t\u00e9rmino &#8220;teor\u00eda cu\u00e1ntica de la biolog\u00eda&#8221;, refiri\u00e9ndose al hecho de que las mutaciones son saltos en la herencia, del mismo modo que la energ\u00eda de las part\u00edculas salta de un valor discreto a otro (est\u00e1 cuantizada). &#8220;El mecanismo de la herencia est\u00e1 estrechamente relacionado con, o mejor dicho, est\u00e1 fundado sobre, la misma base de la teor\u00eda cu\u00e1ntica&#8221;, escrib\u00eda el f\u00edsico.<\/p>\n<p>Con todo, Schr\u00f6dinger se qued\u00f3 corto: adem\u00e1s de no extender su idea m\u00e1s all\u00e1 de los genes, se centr\u00f3 \u00fanicamente en c\u00f3mo la asimetr\u00eda de las mol\u00e9culas y sus m\u00faltiples formas pod\u00edan servir para codificar toda la diversidad de la informaci\u00f3n gen\u00e9tica. En cambio, neg\u00f3 expresamente que las transiciones en los \u00e1tomos pudieran tener alguna influencia en la biolog\u00eda: &#8220;La indeterminaci\u00f3n cu\u00e1ntica no juega ning\u00fan papel biol\u00f3gicamente relevante&#8221;, escribi\u00f3.<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" 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\" alt=\"La coherencia cu\u00e1ntica entre excitones clave en el transporte de carga en el fotosistema II de la fotos\u00edntesis oxig\u00e9nica - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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VyawujN+IMT5lZn336HYj\/L9uILl7NKmuozkabnjsOAPsAJRlGb5FJa1Uubk8Cw9hIpYXDHy\/MYhQbhL3u5B9WgAcDqxsL7XvtB0I9T8P0kq5QDcWNCrTa5As6h0AJOwJ9PPcTynE4d6btTqIUdDpZWFiCP+88EWInoHhnIEq5WSwI8wu9Q3Iu1NqgpsO2m1\/c83gzEPSx2HTEVqhSoihXIUDa4ABY3uLm44tqPM49NR0XJ5pvrsLMfEIVzDI2RTURw6Dcm2llHci9iPg39pJl\/hbE1lV1TSrAFS7AXB4IUXa3vadK1ItXYWXPDGYii4J1WtYAdWbYX3\/7eaFsIr4dg702qNrbU7aVLBmB3G54IHx1gPEZM+CqUvqDTfWdlR21LawJYFRYeob\/M1FbJldzUWwBAF0Pqa9gXLFmAtY+ntqO52Ktco6IO0edYXL\/MrGmHVVBJLk7AA9L2ue0NuuEoqfKu9dFZlYMSoIFjr\/a3JNhbiZ\/H0QlRgG1Lc2bv+JBSe1\/gj8iU47nl46OdrJNjcc9Vg1RyxGw7Aew6StHAjSkqWAFFFOi23EAOZcwFTSwN7EWsfeVA2xlrBOoNzz+32Pc\/EBrk2NHDtiAio7KdO\/rRha9id\/UGNuIK8S5FoHmo61E6sGU7g2Ye9iRJ\/C+KpLUu6ltzuBdl2G\/52+81GYJqVkTTofkGwXYEuT1TYEdTdbbTFtxZ0pKUTymKWMfhvLqMnQHY77qeDvK82RzPAoo9o0ANfQphFVvpzoGoahfU5sL6r76Rv+doFr3LX0kBR6RcbC5K723A7z0XNMKDUJe2gFSpuVYMN7MLgHmY\/H5afMIWqj72U6wNve\/Hx7TOLN5RwZzEPc3633+ZwqrpJJN+kLPkFYGwVXA50OrbSCrk2IFtVNlFvTrstxf3Mu0ZNPoGQpkWCqVKlqaFrq6nsAVI5kD5VUUXKggdiD\/Anpv+HbomHOpCGvcm2\/tJnLbGyGmjO4DwK70izD1dFmXxmGei70XBU7be6m4np2d+JVpuSgYjiyjcHvMhjsWmPDJoIxCAsjWANVRuUIH7gOO8w0NSUk3ISMkBOZKo6bXnLpY2nWUGctreWDdWW+kgo1iG4Qk323DHrxxD+IxOhda9tLsH1uQW1awL7A7cc\/aCfD2Vu9N6gYKqaiwPNwNiPi5A67w34bwdLyjVZ9VVQSFBK6VsbL7m+\/zIkaxujIZohDam3Lb6j19\/fsZQCE7wzmpS761YuzKVswBQ7lwUO5BuLH\/LaUUHQq4At0vbffbpLRm+SfJ8nfEayiF9ChmCmxFzYWHU8w5jcsGJoaqNF1xFHSj09d0WmrOlkVhfVfSzXPLHm8bwe1enUerSqpST0q+sXLhidKqh\/U11O9wBfnpL\/i\/MyldK4RL1aLpVRv0Pey3YdbgKf\/UTncpeptx2v8FaumV8t8WpRyp8J6vOu6JYbaKlyzlu41OLc3tAOSYgqtZQqsPLL2dQ9tBFyFb0k27g8SCvTZnJ8rTv+gA7CwsOO1vzLeXUmRi7oyo6VELEG3qRgBf5tNnGNAkLw5XYYhFVyqBtTA2IYKCxWx23Atb3neK8VYtwR57qlzp0BUNr7DUoBtb3lLDK6MCqvfUALAWa9xz951XymujCm1N79AFLgA9itwevHaLbG7pBXwT5YFu1Sox1GzXPqZrN6hc9SL8zS08I6g1Eo1NN9WtnBCoArFUQbMSTp3JvuLTPYHA1yVHluo02JdWAtckE\/wATT42kxpU6TuKp9N6etFJK7+ti99twLA\/ETeTeK+0xmOps5Hp0MeVKaLAbDew++3O8H6bbdeJv83ySq9NNJXQoOktdSh59Lb6htbf7TJf0PEb3oubC9wp3vsCD1lRkjOUWmUUpjSSWAItYd++84WmTv0722EIHKKgvddNudbKpv2AJkuHyfEtdVpPY7kbBTp6k3tteO12Ttl0CCs5h5fDtYKWqFKaD9TO6njsFJLH2lShhKGv11HCf3BAL+4BJi3LwG1+QZJEPaW69CgB6KjlrnZkAFr7bg9vaEhkDvTNYtTVBb0pqZ7W5Cgb9eSIbkNRfgHUKoFgNySCem\/ufx\/M3uV4V6tNXcBg67styirbbUisD0673PTrjquDpFtNBmfSt21+glhzZSLW52v8AeaTwhSdVd1NmBAVHAADX5JViQNyONxJlk107TBPiHBI16iabK5U+WC2xNwWBtp67drbQFTwmt9Cay39ui7XHOwnplTC130qwQOxIso9GkkkMdlIC2AAP8mYfxDgamGrPswUmwa53vvYNyesmMvATiv1EAypv\/rVT76RvFI1zzEAACobAAD4AtFHUibgaHO3VULPVZySfSDwehmReuD0k2NqE3u+qUJaRMpWy3Rxbpuh0nuJc\/rlQgK7BwOA4DW+\/MERxGSpNGhwWfpTUsKKazsDp9K+495C\/iWtcMulDfcoNJI7GBLxpNIe51RexOYPUYuztc83MmwOLWnUWpckrvv0PcGC4o6Qk6D1XNEdw7oLXu1lXU3yTDeCzvD6bBKSn\/Ol7+97bGYi8V4bUNTZ6Xg8Sq06gQoqndVVAVvYkm4+ZTyVH+mIR0Rbli5IG44Fpmsqx9RKbUwRobm\/Q+0tIwZAgOxvdex7yGjaMk8hWp4gekykMlSw3dkBa\/WxkeJ8W0yrIaRqa7X1tYbfHvMfiXYMVJ4MivKpGT1H4DAzFC+vSUswbSCWU23Xk9DDGaeKkq01ZaSpVA0MWCujJzcahcG8x4MV49qJ3ZsKnM3tpZyR2HpH5Ep1cQxFg7W\/t1EiVrxXhQ3JslFV+NRt8wjgs3qUBanWf4udP4gm8V4UhKTQUxWZV6guzsQeeg\/iW\/DrAVQ2zbG+oavj4kYxSDD6dI1Xvf7Tnw\/iAjX5NwSO4HSZptp4oqErlk2LZgadNdZFwSUQKWGnj7H3MyPiLNaz1TrdgB+lQdIA6bDrNHWdcQ4WmrptuxG3wDAGd5PW1BmF+nfiKLink01W6ABqEm5JJ+ZYTHOBpDGxN7XPSQVKLLyCJHNcMwTJ3xTkaSxKg309L\/E4aqTvI4ox2TCuR2\/AktDMXQgq7C2436x8Ngi49J37RquXOvKn8Sd0bqxbh1zFwxYEBjy1gT\/McZlUuTra53JBIJtxuJTIjSqHuZrMm8TOnLuWuLAm4a3AZjwIcxOY\/U4ZlrIhfVa\/7B+4NqsSD\/wATDZdS1sEN9z+PeaGjgxRezPrRrqdiLHm5+JlKK5NtOTfPAHxWQ1w7BVuL7G43vvFJMTi31taqwFzYb7CKP7iah8g7GEFiR3lQSWtyTIpojJiiiigIUUUUAHvGiigAp0JzO6Q9QgMMUGVKJXTqL8HtLmAoFGF1208joTE21MEDY7fec+Y5UKhsOsl5NlgBY5bVD8mV5Yxi2YyvKMXyKKKKAhRRRQAe8aKOIAEMUtqY97TrJH01VO3PXiLMT\/40\/wC9JBgagVgTuBJ\/5Li8o3uKzfRZQo36Lbb32gzFNVsaqs5UDct\/xIMtqI7l2e3QLcbS94iDLhxockHkTPauDol90W2UaOOo11s6gN3g\/NMlCjzENxAQYg7bS9hcydSFJut9x0k+lKLuL\/g46a4LWUeGsRiRqRDp7niXMT4LxKC5QzRv49+mRaaUb+kG9wBe3tA2O8fV3Fgir9yZSeo88A2\/BnKuFqUjuLQpl2ekWV\/UPeCsbmT1TdyJUEqekpxqSCrWTT5xlyPTNenYW3ImZCnm0N5NmIo02qONYJCql+e59of+rwuIpgLTVGtYjqfvMYuWiqlbXhhdGOwz2N72+OYSr4lnQKTxuP8AXc9ZYxmTW9SH7SDDJ6WRtj7zWOpGStGkHfBVZ9W56xQh9MP7h+Ipe4vYwBW5kRk9XknvIJRkxRRRQEKKKKACiijgwAaS4cXacKd+8koKdXvAaDWGxLIPL5Bl9HUIbG\/XYD8QKSRaW8LVNP12vf2ipGqbBePHqMpy\/j3DEtbmUJRkyfB21jULjtHxBBJsNNjxIVNiDJMQt2v3iAhindRNLEXB+OJzaAho4jSWgt2EALGYPfQvYSGhOK7XYmdUObRUNBnAYRj616dLXhfG4hzSKkDtxBOW4oIwBF\/aGsUC41cDtwJD5ydEf04MRWFmnEt5lT0ubGVQN5oc7wyxi3vYk8ACVp2+5M4gIUUe0dRACSu2yr2H8mcU3Km4NpyxubxCABzAZsy\/q3HvL2JdKhDja25He0zVO5lxHI\/2mL0o3uWGVFJOy8cZ2QW6RSL6n2EUujW\/kGs5UEbEe\/t2laKKWYs60xMI8UBDWi0x4owGbvGtGiiAe0tYY2NzFFAaCNNLi5jVCSIopPk1XBQrjaVtBtfpFFLMmI7R1GqKKAjtqdozm\/AtFFACMLO6Bs1\/aKKAEZMmw53iiiGgvl7gPciFGqWUseOg7RRSHybx\/SZ7MBqu0oBI8UsxlyMI7N1jxRkjExooogGEkWn6SxPsB3jRRgd02tL6AaSTuentFFEy0c+ZFFFJGf\/Z\" alt=\"Los sorprendentes efectos cu\u00e1nticos en la fotos\u00edntesis | Ciencia | EL PA\u00cdS\" \/><\/div>\n<div><\/div>\n<div>La fotos\u00edntesis funciona gracias a la f\u00edsica cu\u00e1ntica. Sorprendente efectos cu\u00e1nticos en la fotos\u00edntesis<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/736x\/f9\/e7\/77\/f9e7776a9786d9a3c0c629df726f7b3b.jpg\" width=\"327\" height=\"341\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/736x\/01\/1a\/c9\/011ac996bcf35366e8fd219c9ac447d3.jpg\" width=\"301\" height=\"333\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<p>A la biolog\u00eda cu\u00e1ntica a\u00fan le aguardaba una larga espera. Al menos, hasta 2007. Aquel a\u00f1o, un equipo de la Universidad de California en Berkeley dirigido por el f\u00edsico Graham Fleming demostraba algo que otros cient\u00edficos llevaban tiempo barruntando: la fotos\u00edntesis, ese proceso cuasi-m\u00e1gico por el que muchos organismos consiguen producir ox\u00edgeno a partir del di\u00f3xido de carbono, funciona gracias a la f\u00edsica cu\u00e1ntica.<\/p>\n<p>Los investigadores aislaron los centros fotosint\u00e9ticos de dos microbios, la bacteria verde del azufre\u00a0<a href=\"http:\/\/www.nature.com\/nature\/journal\/v446\/n7137\/full\/nature05678.html\" target=\"_blank\" rel=\"noopener\"><em>Chlorobium tepidum<\/em><\/a>\u00a0y la bacteria p\u00farpura\u00a0<a href=\"http:\/\/science.sciencemag.org\/content\/316\/5830\/1462\" target=\"_blank\" rel=\"noopener\"><em>Rhodobacter sphaeroides<\/em><\/a>, y los bombardearon con pulsos <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> para estudiar c\u00f3mo la energ\u00eda de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> se transfer\u00eda desde los pigmentos que recogen la luz hasta el centro de reacci\u00f3n, donde se cuece esa qu\u00edmica necesaria para la vida. Los mensajeros de esta transferencia son los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, que corren alimentados por esa poci\u00f3n m\u00e1gica de la energ\u00eda fot\u00f3nica. Pero \u00bfC\u00f3mo encuentran su camino entre el desorden molecular para evitar perderse y desperdiciar esa energ\u00eda?<\/p>\n<p>Fleming y su equipo descubrieron que lo hacen como ondas, no como part\u00edculas. De este modo, la onda se dispersa para encontrar el mejor camino sin tener que recorrerlos todos uno a uno. Y esta capacidad de estar en distintos lugares al mismo tiempo, o de tener dos estados incompatibles entre s\u00ed, es el privilegio de la f\u00edsica cu\u00e1ntica; por fin hab\u00eda nacido la biolog\u00eda cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<h2>Un caos h\u00famedo y cliente<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.asmedia.epimg.net\/resizer\/v2\/UXGQUXHXO5C2JIMQESGWOIOOCY.jpg?auth=a19c8bd700999c26c57f3636441560196b6f1f7052faa43c1b79ff19a10b0b74&amp;width=1472&amp;height=828&amp;smart=true\" alt=\"As\u00ed son las 'cascadas de sangre' de la Ant\u00e1rtida, el extra\u00f1o lugar que  fascina a los cient\u00edficos - Meristation\" width=\"623\" height=\"350\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.nationalgeographicla.com\/files\/styles\/image_3200\/public\/GettyImages-557126469aa.jpg?w=1600\" alt=\"Qu\u00e9 hay realmente en las misteriosas Cataratas de Sangre de la Ant\u00e1rtida? |  National Geographic | National Geographic\" width=\"619\" height=\"397\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&#8220;La catarata de &#8220;sangre&#8221; en la Ant\u00e1rtida.\u00a0El color rojo intenso se debe al hierro oxidado en agua salada, el mismo proceso que le da al hierro un color rojo oscuro cuando se oxida. Cuando el agua salada que contiene el hierro entra en contacto con el ox\u00edgeno, el hierro se oxida y adquiere una coloraci\u00f3n roja, lo que en efecto ti\u00f1e el agua a un color rojo intenso.&#8221;<\/p>\n<p align=\"justify\">Los an\u00e1lisis qu\u00edmicos y biol\u00f3gicos indican que hay un extra\u00f1o ecosistema subglacial de bacterias aut\u00f3trofas que metaboliza iones de azufre y hierro. Seg\u00fan la geo-microbi\u00f3loga Jill Mikucki, en las muestras de agua existen como m\u00ednimo 17 tipos diferentes de microbios, que viven pr\u00e1cticamente sin ox\u00edgeno. Nunca antes se hab\u00eda observado en la naturaleza el proceso metab\u00f3lico mediante el cual los microbios utilizan un sulfato como catalizador para respirar con iones f\u00e9rricos y metabolizar la materia org\u00e1nica microsc\u00f3pica atrapada con este compuesto qu\u00edmico.<\/p>\n<p align=\"justify\">\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.areaciencias.com\/biologia\/imagenes\/fotosintesis.gif\" alt=\"\" width=\"304\" height=\"218\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p>Pero no tan aprisa. Fleming y su equipo llevaron a cabo sus experimentos en condiciones t\u00edpicas de la f\u00edsica cu\u00e1ntica; por ejemplo, por debajo de los 100 grados bajo cero. Y est\u00e1 claro que las bacterias no suelen vivir a esas temperaturas. Para un f\u00edsico, una c\u00e9lula es la peor de sus pesadillas: caliente, h\u00fameda, ruidosa y desordenada. En tan miserables condiciones es imposible que ninguna tarea importante pueda confiarse a la extrema levedad de los fen\u00f3menos cu\u00e1nticos. &#8220;Muchos cient\u00edficos creen que estos fen\u00f3menos son tan fr\u00e1giles que s\u00f3lo aparecen en sistemas muy simples, compuestos por muy pocas part\u00edculas y donde el ruido molecular se congela a temperaturas cercanas al cero absoluto&#8221;, resume a EL ESPA\u00d1OL el genetista molecular de la Universidad de Surrey (Reino Unido)\u00a0<a href=\"http:\/\/www.johnjoemcfadden.com\/\" target=\"_blank\" rel=\"noopener\">Johnjoe McFadden<\/a>.<\/p>\n<p>O al menos eso parec\u00eda, hasta que en 2010\u00a0<a href=\"http:\/\/www.pnas.org\/content\/107\/29\/12766\" target=\"_blank\" rel=\"noopener\">dos<\/a><a href=\"http:\/\/www.nature.com\/nature\/journal\/v463\/n7281\/full\/nature08811.html\" target=\"_blank\" rel=\"noopener\">estudios<\/a>\u00a0demostraron que lo dicho para la fotos\u00edntesis en el fr\u00edo glacial era v\u00e1lido tambi\u00e9n a temperatura ambiente. Pero, de hecho, \u00e9ste no es el \u00fanico sistema biol\u00f3gico en el que la f\u00edsica cu\u00e1ntica puede marcar las reglas, ni siquiera el primero en el que sospech\u00f3 algo semejante: durante d\u00e9cadas, los biof\u00edsicos intuyeron que las enzimas, esos mediadores que convencen a las mol\u00e9culas para que reaccionen, funcionan seg\u00fan un conocido mecanismo cu\u00e1ntico llamado efecto t\u00fanel que permite a una part\u00edcula, en este caso un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, pasar de un estado a otro sin saltar la barrera de energ\u00eda que los separa, excavando un t\u00fanel. En 1989\u00a0<a href=\"http:\/\/science.sciencemag.org\/content\/243\/4896\/1325\" target=\"_blank\" rel=\"noopener\">se mostr\u00f3 por primera vez<\/a>\u00a0el efecto t\u00fanel en las enzimas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/ichef-1.bbci.co.uk\/news\/ws\/304\/amz\/worldservice\/live\/assets\/images\/2013\/01\/28\/130128131021_fisica_cuantica2_304x304_bbc_nocredit.jpg\" alt=\"F\u00edsica cu\u00e1ntica\" width=\"441\" height=\"441\" data-highest-encountered-width=\"304\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Con todo esto, parece que la biolog\u00eda cu\u00e1ntica deber\u00eda ser ya un miembro de pleno derecho del club de las disciplinas cient\u00edficas. Y sin embargo, ni sus propios patrocinadores se atreven a ir tan lejos. Regresando al chiste del comienzo, Nori aplica a la biolog\u00eda cu\u00e1ntica esa misma doble condici\u00f3n del gato vivo y muerto: &#8220;Es a la vez un campo excitante para estudiarlo con precauci\u00f3n en el futuro, y tambi\u00e9n en el que muchas cuestiones importantes a\u00fan no est\u00e1n demostradas&#8221;.<\/p>\n<p>&#8220;Muchos cient\u00edficos a\u00fan no est\u00e1n convencidos de que estos efectos requieran la mec\u00e1nica cu\u00e1ntica para explicarse&#8221;, apunta a EL ESPA\u00d1OL el f\u00edsico de la Universidad de Surrey\u00a0<a href=\"http:\/\/www.jimal-khalili.com\/\" target=\"_blank\" rel=\"noopener\">Jim Al-Khalili<\/a>, coautor junto con McFadden del libro\u00a0<a href=\"https:\/\/www.amazon.es\/Life-Edge-Coming-Quantum-Biology\/dp\/0593069323\" target=\"_blank\" rel=\"noopener\"><em>Life on the Edge: The Coming of Age of Quantum Biology<\/em><\/a> (Bantam Press, 2014). El obst\u00e1culo esencial es esa diferencia de pulcritud entre los experimentos cu\u00e1nticos y el aparente caos de una c\u00e9lula viva, que suscita el escepticismo de no pocos expertos. Para el f\u00edsico de la Universidad de Viena Markus Arndt, este es &#8220;un rasgo de la ciencia de la vida, no tan limpia como los laboratorios de f\u00edsica o los tubos de ensayo de la qu\u00edmica&#8221;. &#8220;\u00bfPueden estas acciones sobrevivir en las escalas macrosc\u00f3picas de tiempo y tama\u00f1o de los medios biol\u00f3gicos? Esta cuesti\u00f3n todav\u00eda est\u00e1 abierta&#8221;, coment\u00f3 Arndt .<\/p>\n<p>&nbsp;<\/p>\n<h2>La br\u00fajula de las aves<\/h2>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/originals\/68\/b3\/c2\/68b3c24d2dc3729c6385468d37ed685c.gif\" alt=\"Pin de Sivaji Raju en Grfs | Im\u00e1genes bellas, Aves ex\u00f3ticas, Aves hermosas\" width=\"635\" height=\"601\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Confirman el entrelazamiento cu\u00e1ntico gracias a la luz de una estrella\" width=\"365\" height=\"207\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La br\u00fajula de las aves es el campo mag\u00e9tico de la Tierra - VIX\" width=\"281\" height=\"208\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>En realidad, la br\u00fajula de las Aves ha inspirado muchas teor\u00edas pero, ninguna lleva certeza plena. Es mucho lo que no sabemos de &#8220;seres&#8221; que conviven con nosotros y&#8230; \u00a1Queremos un contacto con seres de otros planetas!<\/p><\/blockquote>\n<p>La escala temporal que menciona Arndt es uno de los factores que levantan las cejas de los f\u00edsicos. Un posible ejemplo de biolog\u00eda cu\u00e1ntica muy de actualidad es el sistema que gu\u00eda a las aves migratorias, basado en el fen\u00f3meno de\u00a0<a href=\"http:\/\/www.elespanol.com\/ciencia\/20151113\/78992128_0.html\" target=\"_blank\" rel=\"noopener\">entrelazamiento cu\u00e1ntico<\/a>. Seg\u00fan estudios en el petirrojo europeo, la luz dispara en la retina un par de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> gemelos que responden al magnetismo terrestre, como la aguja de una br\u00fajula. Un\u00a0<a href=\"http:\/\/www.pnas.org\/content\/113\/17\/4634.abstract\" target=\"_blank\" rel=\"noopener\">estudio reciente<\/a>\u00a0ha prestado nuevo cr\u00e9dito a esta hip\u00f3tesis. Pero un problema es que este entrelazamiento durar\u00eda unos pocos microsegundos. Para los f\u00edsicos, esto es una eternidad jam\u00e1s lograda ni de lejos en un laboratorio, y no digamos a una temperatura a la que el petirrojo no se convierta en un f\u00f3sil congelado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"CIENCIA DE FRONTERA: BIOLOG\u00cdA CU\u00c1NTICA\" width=\"337\" height=\"241\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/serofca.com\/wp-content\/uploads\/2022\/09\/IMG-20220509-WA0081-1024x1024.jpg\" alt=\"Qu\u00e9 estudia la Biolog\u00eda Cu\u00e1ntica? \u2013 SEROFCA\" width=\"245\" height=\"245\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>&#8220;La\u00a0<strong>Biolog\u00eda cu\u00e1ntica<\/strong>\u00a0es la rama de la\u00a0<strong>Biolog\u00eda<\/strong>\u00a0que estudia procesos que tienen lugar en seres vivos y que se basan en efectos caracter\u00edsticos de la mec\u00e1nica\u00a0<strong>cu\u00e1ntica<\/strong>\u00a0tales como la superposici\u00f3n de estados, la coherencia\u00a0<strong>cu\u00e1ntica<\/strong>\u00a0o el efecto t\u00fanel.&#8221;<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p>Sin embargo, el nuevo estudio no es experimental, sino una simulaci\u00f3n por ordenador. &#8220;Todav\u00eda necesitamos pruebas experimentales de que la teor\u00eda es correcta&#8221;, dice Al-Khalili. El obst\u00e1culo principal al que se enfrenta la biolog\u00eda cu\u00e1ntica es la dificultad de llevar sus predicciones al laboratorio. &#8220;Los experimentos adecuados para evaluar estas cuestiones son complicados y dif\u00edciles de interpretar&#8221;, se\u00f1ala Nori. Otra pega es que los cient\u00edficos a\u00fan se resisten a creer que estos mecanismos cu\u00e1nticos en la biolog\u00eda tengan realmente un significado evolutivo; es decir, que existan porque los seres vivos han encontrado en la cu\u00e1ntica una ventaja aprovechable. &#8220;\u00bfPor qu\u00e9 la naturaleza habr\u00eda seleccionado estas superposiciones cu\u00e1nticas? \u00bfQu\u00e9 prop\u00f3sito tienen?&#8221;, se pregunta Nori.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Biolog\u00eda cu\u00e1ntica: una ciencia que es y no es a la vez\" \/><img decoding=\"async\" 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\" alt=\"La mec\u00e1nica cu\u00e1ntica y el olfato. En la actualidad se desconoce c\u00f3mo\u2026 | by Victor Onofre | QuantumHispano | Medium\" \/><\/div>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><strong>\u00bfUn fino olfato cu\u00e1ntico? Hay muchas dudas. EE | Pixbay (PD)<\/strong><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">&#8220;El\u00a0<strong>olfato<\/strong>\u00a0humano se explica con la f\u00edsica\u00a0<strong>cu\u00e1ntica<\/strong>: un aroma viaja en peque\u00f1os paquetes de energ\u00eda\u2026\u00a0 Al parecer los aromas viajan a trav\u00e9s de peque\u00f1os paquetes de energ\u00eda, llamados quantas o quantum, y que son liberados de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.&#8221;<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los expertos no ven demasiado claro que las tecnolog\u00edas actuales vayan a ofrecer respuestas &#8220;en muchos a\u00f1os o unas pocas d\u00e9cadas&#8221;, estima Arndt. Y menos en casos todav\u00eda m\u00e1s aventurados y dif\u00edciles de testar: en 1996, el biof\u00edsico del University College de Londres Luca Turin lanz\u00f3 una idea que trataba de dar respuesta a un enigma cl\u00e1sico de la biolog\u00eda del olfato: \u00bfC\u00f3mo puede nuestra nariz, con un repertorio grande pero limitado de receptores olfativos, detectar\u00a0<a href=\"http:\/\/science.sciencemag.org\/content\/343\/6177\/1370\" target=\"_blank\" rel=\"noopener\">m\u00e1s de un bill\u00f3n de olores<\/a>? La audaz\u00a0<a href=\"http:\/\/chemse.oxfordjournals.org\/content\/21\/6\/773\" target=\"_blank\" rel=\"noopener\">hip\u00f3tesis de Turin<\/a>\u00a0es que los receptores son capaces de distinguir las vibraciones de las mol\u00e9culas de olor mediante un mecanismo de efecto t\u00fanel, lo que ampliar\u00eda la gama olfativa. Sin embargo, la propuesta no ha ganado el aplauso general. &#8220;La mayor\u00eda de la literatura no apoya el modelo de Turin&#8221;, dice Arndt.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Se pueden clasificar los olores?\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Manzanas Entrelazadas: \u00bfEs el olfato un sentido cu\u00e1ntico?\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Receptores olfativos<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">En resumen, y pese a lo que afirman McFadden y Al-Khalili en el t\u00edtulo de su libro, realmente no parece que la biolog\u00eda cu\u00e1ntica est\u00e9 pasando a la madurez, sino sufriendo a\u00fan un largu\u00edsimo parto. Y eso que sus aplicaciones podr\u00edan ser provechosas, m\u00e1s all\u00e1 de responder a la pregunta de Schr\u00f6dinger. Por ejemplo, dominar el efecto cu\u00e1ntico de la fotos\u00edntesis permitir\u00eda dise\u00f1ar c\u00e9lulas solares m\u00e1s eficientes. Los dos autores subrayan que la manipulaci\u00f3n a nano-escala abrir\u00eda la puerta a logros como la creaci\u00f3n de nano-robots que depositen un f\u00e1rmaco en la c\u00e9lula que lo necesita.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/blog.hostalia.com\/wp-content\/themes\/hostalia\/images\/ordenador-cuantivo-blog-hostalia-hosting.jpg\" alt=\"\" width=\"304\" height=\"190\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.asmedia.epimg.net\/resizer\/v2\/ZPKWK4NSPNJA7DVJRT5QB7FBFM.jpg?auth=d8fd514bfd17abfd3475691c4c0f36b47561319236b6d76dbd1ebd31e6d36539&amp;width=1472&amp;height=828&amp;smart=true\" alt=\"As\u00ed son los nanorobots que estudian las c\u00e9lulas desde el interior de tu  cuerpo - Meristation\" width=\"340\" height=\"191\" \/><\/p>\n<h2 class=\"art__hdl__opn\" style=\"text-align: justify;\">Ya se trabaja con robots que puede suministrar medicinas directamente en la sangre, pero ahora estudiar\u00e1n las c\u00e9lulas.<\/h2>\n<\/blockquote>\n<p style=\"text-align: justify;\">Y c\u00f3mo no, tambi\u00e9n est\u00e1 el futuro de los ordenadores cu\u00e1nticos: lo que hace el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> en la fotos\u00edntesis no es otra cosa que computar la mejor soluci\u00f3n a un problema sin tener que realizar las operaciones una por una. La naturaleza ya sabe c\u00f3mo hacerlo. Curiosamente, Arndt sugiere que los ordenadores cu\u00e1nticos, a su vez, generar\u00edan modelos detallados que dar\u00edan una respuesta definitiva a las inc\u00f3gnitas sobre biolog\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">Por algo la ventaja de los ordenadores cu\u00e1nticos es que son extremadamente potentes. Si no fuera porque a\u00fan no funcionan.<\/p>\n<h1>Reportaje de Prensa<\/h1>\n<p>&nbsp;<\/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%2F2025%2F11%2F02%2Fbiologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-5%2F&amp;title=Biolog%C3%ADa+cu%C3%A1ntica%3A+una+ciencia+que+es+y+no+es+a+la+vez' 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%2F2025%2F11%2F02%2Fbiologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-5%2F&amp;title=Biolog%C3%ADa+cu%C3%A1ntica%3A+una+ciencia+que+es+y+no+es+a+la+vez' 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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La afirmaci\u00f3n es correcta: los cient\u00edficos est\u00e1n investigando activamente la relaci\u00f3n entre la f\u00edsica cu\u00e1ntica y la biolog\u00eda, pero a\u00fan no hay un consenso definitivo sobre si los seres vivos [&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\/27432"}],"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=27432"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27432\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27432"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27432"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27432"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}