{"id":35536,"date":"2026-04-28T08:35:40","date_gmt":"2026-04-28T07:35:40","guid":{"rendered":"https:\/\/www.emiliosilveravazquez.com\/blog\/?p=35536"},"modified":"2026-04-28T08:35:35","modified_gmt":"2026-04-28T07:35:35","slug":"vida-basada-en-el-silicio","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/04\/28\/vida-basada-en-el-silicio\/","title":{"rendered":"\u00bfVida basada en el Silicio?"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/muyinteresante.okdiario.com\/wp-content\/uploads\/sites\/5\/2022\/10\/13\/6347b729107cf-og.jpeg\" alt=\"Es posible la vida basada en el silicio?\" width=\"554\" height=\"291\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/muyinteresante.okdiario.com\/wp-content\/uploads\/sites\/5\/2022\/10\/13\/63481752319de.jpeg\" alt=\"Puede existir la vida basada en el silicio?\" width=\"550\" height=\"412\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQALuFOKlshdkfk9U1U0rjT0GTME-PHWQ-SsA&amp;s\" alt=\"Vida de Silicio? \u00bfSer\u00e1 posible? : Blog de Emilio Silvera V.\" width=\"545\" height=\"358\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Algunos han hablado de la pocilidad de que, en otros mundos, puedan existir formas de vida basadas en el Silicio, y, si as\u00ed fuese (que es muy dudoso), nos las podr\u00edamos encontrar sin tener la menor idea de que son &#8220;seres vivos&#8221;.<\/p>\n<p>Lo llamativo del caso es que, actualemte, los cient\u00edficos est\u00e1n construyendo m\u00e1quinas cuyos principales materialres es el silciio, y est\u00e1n tratando de dotarlas de conciencia.<\/p>\n<p>Por mi parte creo que, la conciencia solo puede surgir en formas de vida basadas en el Carbono.<\/p>\n<p><strong>\u00bfPuede existir la vida basada en el silicio?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEi5Yo5YqbklszTcNcx0RSNOS0Xx-rKoed2NxNkuERpYSM3LBIOpdPTEtREikZIc3QFLd43U-jCUagBRU_IMAKlnhuZklYIy2YLOfop-ETa6It2o3b9P8RUCPoKyAn0kdqGwLudCjSgoFzH9\/s1600\/carbono+y+alimentos.jpg\" alt=\"Carbono: El protagonista de la vida\" width=\"552\" height=\"391\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Todos sabemos que la vida est\u00e1 esencialmente basada en el carbono y quiz\u00e1 alguna vez te hayas sentido tentado a preguntarte: pero \u00bfpor qu\u00e9 la vida no pudo evolucionar de un elemento diferente?\u00a0\u00a0Se dice\u00a0<strong>que<\/strong>\u00a0el\u00a0<strong>carbono<\/strong>\u00a0es la base\u00a0<strong>de la vida porque<\/strong>\u00a0se encuentra presente en las estructuras biol\u00f3gicas\u00a0<strong>de<\/strong>\u00a0todos los seres vivos. Vemos\u00a0<strong>carbono<\/strong>\u00a0en mol\u00e9culas como la glucosa,\u00a0<strong>que<\/strong>\u00a0es aquella\u00a0<strong>que<\/strong>\u00a0encontramos en alimentos como frutas y verduras, y al incorporarlas nos dan energ\u00eda, por ejemplo; En las prote\u00ednas que nos permiten transportar el ox\u00edgeno que inspiramos.<\/p>\n<h1>Una vida de carbono<\/h1>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cu\u00e1ntas especies hay en la Tierra?\" width=\"334\" height=\"187\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1ntas especies de animales hay en la Tierra? \u00bfY de estrellas y pulpos? | Programa Prensa-Escuela\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El carbono es el elemento qu\u00edmico que sustenta toda la vida en la Tierra. En la naturaleza existen 92 elementos qu\u00edmicos en estado natural. Es decir, 92 tipos distintos de \u00e1tomos. Son las peque\u00f1as piezas que se combinan entre s\u00ed para formar toda la materia conocida. Los \u00e1tomos se combinan para formar mol\u00e9culas, y las mol\u00e9culas se unen para formar la materia. Todo lo que vemos a nuestro alrededor se forma con s\u00f3lo esos 92 elementos. Incluidos nosotros mismos.\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlt03AsKyR46t1XAKoMsegwH_BnW1iDxkJnw&amp;usqp=CAU\" alt=\"Datos curioso sobre el cuerpo humano\" \/><\/p>\n<p style=\"text-align: justify;\">El 95% del cuerpo de los seres vivos se compone por s\u00f3lo cuatro elementos: carbono, ox\u00edgeno, hidr\u00f3geno y nitr\u00f3geno. De ellos, el carbono es el m\u00e1s importante. Sin \u00e9l, no podr\u00eda formarse el ADN. Las prote\u00ednas, gl\u00facidos, vitaminas y grasas tambi\u00e9n son compuestos de carbono.<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/zfrqskxtxc2q5aazexsg-140622123520-phpapp02\/95\/tabla-periodica-2-638.jpg?cb=1403440542\" alt=\"Tabla periodica\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 elemento de la tabla peri\u00f3dica ser\u00eda un buen candidato para reemplazar al carbono?, pues recordemos c\u00f3mo se organizan los elementos en la tabla. Los elementos en un mismo grupo tienden a mostrar propiedades similares. El carbono pertenece al grupo IV, y el elemento m\u00e1s cercano a este en ese grupo es el silicio. Ambos tienen 4 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia, lo que hace posible que ambos puedan formar hasta cuatro enlaces covalentes.<\/p>\n<p>&nbsp;<\/p>\n<p align=\"center\"><img decoding=\"async\" src=\"https:\/\/mediateca.educa.madrid.org\/imagen.php?id=5mco7engzeg8rjtx&amp;type=2\" alt=\"Tabla peri\u00f3dica, silicio | Mediateca de EducaMadrid\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El primero en proponer en serio la vida basada en el silicio como una alternativa a la vida basada en el carbono en la comunidad cient\u00edfica fue el astrof\u00edsico alem\u00e1n Julius Schneider. El us\u00f3 esta teor\u00eda en 1891 para predecir la vida en los planetas rocosos de nuestro sistema solar. Luego en 1893, James Emerson Reynolds propuso\u00a0 que la vida basada en el silicio podr\u00eda existir, pero a temperaturas extremadamente altas, porque los compuestos de silicio conocidos en ese momento eran estables, incluso a altas temperaturas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"el-proyecto-matriz-98-origen-abiotico-del-petroleo- - [PDF Document]\" width=\"264\" height=\"198\" \/><img decoding=\"async\" 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\" alt=\"Vida: Silicio vs. carbono\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Treinta a\u00f1os despu\u00e9s, J.B.S Haldane sugiri\u00f3 que la vida basada en el silicio podr\u00eda existir en las rocas fundidas en el interior de la Tierra. El manto de la Tierra contiene suficiente silicio y, como se dijo antes, los compuestos de silicio son muy estables a altas temperaturas. En a\u00f1os recientes el Dr. Thomas Gold, un renombrado astrof\u00edsico austr\u00edaco (ahora fallecido), escribi\u00f3 un libro sobre la posibilidad de la vida basada en el silicio en el interior de la Tierra: The Deep Hot Biosphere, un libro ciertamente muy controversial y que valdr\u00eda la pena leer.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.iesrdelgado.org\/tomasgomez\/2%C2%BA%20Bachillerato\/QUIMICA\/enlace%20covalente\/100ciaquimica.edv3.net\/images\/temario\/tema4\/cuarzo1.gif\" alt=\"\" width=\"459\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Con el conocimiento de que el carbono y el silicio tiene propiedades qu\u00edmicas similares y que el silicio es el segundo elemento m\u00e1s abundante en la corteza terrestre (mucho m\u00e1s abundante que el carbono), hay que preguntarse no s\u00f3lo si la vida de silicio puede existir sino tambi\u00e9n por qu\u00e9 no existe ya, al menos en nuestras condiciones ambientales.\u00a0 La respuesta seg\u00fan Nicholas Linn se encuentra principalmente en el tama\u00f1o y la diferencia entre la energ\u00eda de los orbitales de los \u00e1tomos de carbono y los \u00e1tomos de silicio.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida de silicio\u2026\u00bfes posible? - Quo\" width=\"209\" height=\"258\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Latinquasar - Vida basada en el silicio\" width=\"284\" height=\"255\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00bfPodr\u00eda la vida de Silicio estar entre nosotros y no la hemos sabido percibir?<\/p>\n<p style=\"text-align: justify;\">Un \u00e1tomo de silicio tiene 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s que un \u00e1tomo de carbono y el tama\u00f1o de enlace homog\u00e9neo es de 235 pm a comparaci\u00f3n de los 77 pm del carbono. La nube electr\u00f3nica m\u00e1s grande del silicio hace que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia tengan mayor energ\u00eda, as\u00ed los enlaces del silicio generalmente son m\u00e1s d\u00e9biles que los del carbono.\u00a0 Esta diferencia por s\u00ed sola es suficiente para explicar por qu\u00e9 el carbono crea vida y el silicio crea rocas, al menos en las condiciones est\u00e1ndares de la Tierra.<\/p>\n<p style=\"text-align: justify;\">Usando el software de modelamiento molecular y qu\u00edmica computacional\u00a0 PC Spartan Pro v5.1, Nicholas Linn de la Universidad de Carolina del Norte realiz\u00f3 experimentos\u00a0 para determinar que o bien las diferencias entre el carbono y el silicio se pueden superar o que las propiedades qu\u00edmicas del silicio simplemente no son aptas para la formaci\u00f3n de cualquier vida.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSNveKYXk03z-NBBetXJNCHD3hxcbfSDDJapw&amp;usqp=CAU\" alt=\"QU\u00cdMICA DEL CARBONO El \u00e1tomo de carbono Enlaces C-C Tipos de f\u00f3rmulas - ppt video online descargar\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Silicio | Qu\u00edmica | Fandom\" width=\"286\" height=\"199\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nuevas moleculas de carbono by Valentin Osorio Martinez - Issuu\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 <strong>\u00a0 \u00a0 Mol\u00e9cula de Carbono<\/strong><\/p>\n<div>Nuevo m\u00e9todo de funcionalizaci\u00f3n de\u00a0 mol\u00e9cula de Silicio<\/div>\n<p style=\"text-align: justify;\">Una comparaci\u00f3n de carbono y el silicio se elabor\u00f3 y las propiedades de cada uno fueron probados. Ejecutando un alto nivel de c\u00e1lculo (densidad funcional), la aplicaci\u00f3n Spartan optimiz\u00f3 las geometr\u00edas de las\u00a0 mol\u00e9culas, calculados energ\u00edas totales y rastreando las superficies de densidad de los enlaces en isovalores est\u00e1ndar (.08 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> \/ \u00c5\u00b3 ). A trav\u00e9s de estos m\u00e9todos, la estabilidad y las interacciones del silicio y el carbono en las mol\u00e9culas de tipo org\u00e1nico puede ser investigado emp\u00edricamente y la viabilidad de la vida a base de silicio puede ser determinada.<\/p>\n<p><strong>Los Resultados de Linn<\/strong><\/p>\n<p style=\"text-align: justify;\">Linn realiz\u00f3 diferentes experimentos comparando las mol\u00e9culas de carbono reales con las mol\u00e9culas de s\u00edlicio te\u00f3ricas de la misma estructura. El primero ten\u00eda que ver con el modelamiento de la mol\u00e9cula de etino m\u00e1s conocida como acetileno, el alquino m\u00e1s sencillo.<\/p>\n<p align=\"center\"><a href=\"http:\/\/3.bp.blogspot.com\/-zhBbwtQgKtM\/UR1Qrm1Iz8I\/AAAAAAAAAIc\/u-YI2av9nHc\/s1600\/etino.jpg\">\u00a0<\/a><\/p>\n<p>\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-zhBbwtQgKtM\/UR1Qrm1Iz8I\/AAAAAAAAAIc\/u-YI2av9nHc\/s1600\/etino.jpg\" alt=\"\" width=\"434\" height=\"130\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">C<sub>2<\/sub>H<sub>2<\/sub> es una mol\u00e9cula de carbono simple con un enlace triple, la mol\u00e9cula de carbono m\u00e1s simple conteniendo un triple enlace. La versi\u00f3n de silicio produjo una mol\u00e9cula con mas de una sexta parte de la energ\u00eda de la mol\u00e9cula de carbono y con una densidad electr\u00f3nica baja en la regi\u00f3n del enlace triple, sugiriendo un compuesto altamente inestable y d\u00e9bilmente enlazado. Un ensayo similar realiz\u00f3 con el eteno o etileno.<\/p>\n<p align=\"center\"><a href=\"http:\/\/1.bp.blogspot.com\/-15KYQlMVDi8\/UR1T3ysLbUI\/AAAAAAAAAIk\/OIYw3KSomK0\/s1600\/etileno.jpg\">\u00a0<\/a><\/p>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-15KYQlMVDi8\/UR1T3ysLbUI\/AAAAAAAAAIk\/OIYw3KSomK0\/s1600\/etileno.jpg\" alt=\"\" width=\"435\" height=\"108\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El compuesto de silicio ten\u00eda una muy alta energ\u00eda y una baja densidad electr\u00f3nica en el \u00e1rea de enlace, lo que sugiere que los enlaces dobles de silicio son muy d\u00e9biles y que probablemente el silicio no forma dobles enlaces.<\/p>\n<p style=\"text-align: justify;\">El tercer experimento consist\u00eda en modelar un anillo de benceno (C<sub>6<\/sub>H<sub>6<\/sub>), con \u00e1tomos de silicio. Los anillos de benceno se producen en casi todas las grandes mol\u00e9culas org\u00e1nicas no polimerizadas como los grupos fenilo y alteran a nivel cr\u00edtico las propiedades moleculares.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"El silicio y el carbono cercan al sida\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida basada en el Silicio - Cardescu Web\" width=\"437\" height=\"163\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuevamente, los resultados indican que el silicio no puede formar estructuras como lo hace el carbono.\u00a0El \u00e1ngulo del enlace Si-Si-H es demasiado agudo y es muy probable que no sea estable. Debido a que el \u00e1tomo de silicio es mayor que el de carbono, no puede duplicar la uni\u00f3n \u03c0 del carbono, que es necesaria para estabilizar los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> deslocalizados en C6H6 y mantener la estructura de resonancia del anillo. Los resultados sugieren que el silicio no puede formar un anillo estable de seis miembros.<\/p>\n<p style=\"text-align: justify;\">Otro experimento realizado pon\u00eda a prueba la creaci\u00f3n de productos del proceso de respiraci\u00f3n. En la respiraci\u00f3n normal, la reacci\u00f3n<\/p>\n<p align=\"center\">C<sub>6<\/sub>H<sub>12<\/sub>O<sub>6<\/sub> + 6O<sub>2<\/sub> &#8212;&gt; 6CO<sub>2<\/sub> + 6H<sub>2<\/sub>O + energ\u00eda<\/p>\n<p style=\"text-align: justify;\">ocurre. El\u00a0 CO<sub>2\u00a0<\/sub> producido es una sustancia de desecho gaseosa que es f\u00e1cil de excretar. Si esta reacci\u00f3n ocurriera con el silicio, se producii\u00eda SiO\u00ad<sub>2<\/sub> . Cuando fue modelado, el SiO\u00ad<sub>2\u00a0 <\/sub>formaba un s\u00f3lido en vez de un gas, cosa que no es f\u00e1cil de remover de un organismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como el silicio tiene una alta afinidad por el ox\u00edgeno, estos s\u00f3lidos se producir\u00edan con frecuencia, creando a una criatura bastante fr\u00e1gil. Ambos detalles complicar\u00edan severamente la fisiolog\u00eda de un organismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un blog Biotecnol\u00f3gico: \u00bfPuede existir la vida basada en el silicio?\" \/><\/p>\n<p style=\"text-align: justify;\">Otros anillos podr\u00edan sustituir al benceno, tales como las estructuras heterog\u00e9neas modelados a continuaci\u00f3n, aunque tampoco se forman bien. Estas mol\u00e9culas ten\u00edan altas energ\u00edas y baja densidad en torno a los \u00e1tomos de silicio, sin embargo las densidades individuales de los enlaces eran lo suficientemente altas como para que una mol\u00e9cula puede ser sostenida en condiciones apropiadas (anillo de densidad de C4O de\u00a0comparaci\u00f3n).<\/p>\n<p>&nbsp;<\/p>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-RIwrh1lFid4\/UR1W95u4DUI\/AAAAAAAAAIs\/f4O43Kg_gNA\/s1600\/ff.jpg\" alt=\"\" width=\"407\" height=\"140\" \/><\/p>\n<p>La incapacidad del silicio para formar cadenas mas largas se evidencia abajo.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><a href=\"http:\/\/4.bp.blogspot.com\/-fglR2mCXV84\/UR1db9iY3CI\/AAAAAAAAAJM\/DlhoCYNtBH4\/s1600\/cadenas.jpg\">\u00a0<\/a><\/p>\n<p align=\"center\"><img decoding=\"async\" class=\"aligncenter\" 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\" alt=\"2015 enero 24 : Blog de Emilio Silvera V.\" \/><\/p>\n<p align=\"center\">\n<p style=\"text-align: justify;\">\u00a0La densidad del enlace en las cadenas de silicio son muy bajas\u00a0 para sustentar el pol\u00edmero. Sin este tipo de cadenas, algunas mol\u00e9culas indispensables como la glucosa y varios \u00e1cidos grasos no existir\u00edan para que un organismo las utilice.<\/p>\n<p>&nbsp;<\/p>\n<p><span style=\"text-decoration: underline;\">Pero algo de evidencia emp\u00edrica existente sustenta la posibilidad de que exista la vida basada en el silicio: <\/span><\/p>\n<p>&nbsp;<\/p>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-1dUkJ3ld-m0\/UR1fajlR9ZI\/AAAAAAAAAJU\/LlmUsUMrahA\/s1600\/cadenas+2.jpg\" alt=\"\" width=\"400\" height=\"70\" border=\"0\" \/><\/p>\n<p>El silicio puede formar cadenas estables con un h\u00edbrido de silicio y carbono.<\/p>\n<p style=\"text-align: justify;\">El siliciotambi\u00e9n interacciona con \u00e1cido fluorh\u00eddrico (un \u00e1cido d\u00e9bil), una sustancia que podr\u00eda ser usada como solvente para separar mol\u00e9culas espec\u00edficas; el agua act\u00faa de manera similar en la vida de plantas y animales ordenando varias vitaminas\u00a0 basadas en su solubilidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-YnUUhJT0FM8\/UR1hLEpZ5DI\/AAAAAAAAAJc\/ByUrQySNnmE\/s1600\/solgvente.jpg\" alt=\"\" width=\"400\" height=\"65\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Estructuras porosas llamadas &#8220;zeolitas&#8221;, que son combinaciones de metaloides tipo minerales, como el silicio, pueden actuar como membranas semipermeables (como paredes de las c\u00e9lulas), lo que permite que ciertas mol\u00e9culas pasen a trav\u00e9s mientras que otras no. La\u00a0 zeolita en la parte inferior izquierda est\u00e1 transportando una mol\u00e9cula de xileno.<\/p>\n<p>&nbsp;<\/p>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-mKOu9gPEUXo\/UR1ip1iV4tI\/AAAAAAAAAJk\/u995JtlleOI\/s1600\/zeolita.png\" alt=\"\" width=\"400\" height=\"203\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Despu\u00e9s de revisar las propiedades del s\u00edlicio, es muy poco probable que exista vida basada en el silicio,\u00a0 al menos en las condiciones terrestres en las que hay vida como la conocemos. Simplemente el silicio no puede formar tanta diversidad de mol\u00e9culas como lo hace el carbono bajo las condiciones naturales actuales, sin embargo el silicio tiene algunas propiedades que el carbono no posee. Tal vez en alg\u00fan rec\u00f3ndito lugar del Universo es probable que pueda haberse desarrollado alguna forma de vida basada en el silicio. Como propuso el Dr. Thomas Gold, tal vez sea bajo condiciones de temperatura extrema, o qui\u00e9n sabe. Espero que un d\u00eda seamos lo suficientemente afortunados como para encontrarla, si no es aqu\u00ed en la Tierra, en otro lugar.<\/p>\n<p style=\"text-align: justify;\">Por mi parte me alegro de estar compuesto de carbono, un organismo compuesto de silicio se ver\u00eda masomenos as\u00ed seg\u00fan Dickinson y Schaller:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/4.bp.blogspot.com\/-o4GSEUiBAk4\/UR1mW4dcF2I\/AAAAAAAAAJs\/d4jDDyPBn3Q\/s1600\/silicon_life.jpg\" alt=\"\" width=\"320\" height=\"287\" border=\"0\" \/><\/p>\n<div align=\"center\">\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td><\/td>\n<\/tr>\n<tr>\n<td>\n<p align=\"center\">La vida basada en el silicio podr\u00eda ser como cristales animados, como en este dibujo de Dickinson y Schaller. Los elementos estructurales, como fibra de vidrio, conectadas por elementos tensores para crear estructuras flexibles y delicadas.<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<p>Sinceramente creo que se ver\u00eda bien como mascota (es broma).<\/p>\n<p>Bueno, hasta aqu\u00ed la entrada, algo larga, pero creo que interesante.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.theconversation.com\/files\/598705\/original\/file-20240605-19-9pn6vj.jpg?ixlib=rb-4.1.0&amp;rect=55%2C18%2C4034%2C2017&amp;q=45&amp;auto=format&amp;w=1356&amp;h=668&amp;fit=crop\" alt=\"Pueden las m\u00e1quinas adquirir consciencia?\" width=\"626\" height=\"308\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan mi lego parecer (no tengo conocimiento para emitir un juicio cient\u00edfico), a esas grandes corporaciones que tratan de crear m\u00e1quinas basadaas en el silicio (los Chips prodigiosos), a las que llaman Inteligencia Artificial, y que dicen van a dotar de Conciencia&#8230; \u00a1Lo tienen crudo! M\u00e1quinas con cerebros positr\u00f3nicos a los que quieren, no ya igualar, sinos sobrepadsar a los cerebros humanaos&#8230; Parece altamente dudoso. Lo de los Chips est\u00e1 bien, almacenar datos e informaci\u00f3n casi &#8220;infinita&#8221;, podr\u00eda ser. Sin embargo, actuar mejor que los 86.000 millones de neuronas&#8230; \u00a1No parece cre\u00edble! Sobre todo, en ese \u00e1mbito de la repentizaci\u00f3n en el que, los humanos, podemos buscar una soluci\u00f3n r\u00e1pida a un problema inesperado, ya que, las m\u00e1quinas, se ci\u00f1en a las instrucciones que le dieron, a los datos que su cerebro contiene, y, nada de eso, les dota para poder repentizar, y, mucho menos, para tener sentimeintos.<\/p>\n<p><strong>M\u00e1uinas dotadas de conciencia y basadas en el silicio \u00bfD\u00f3nde?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p><strong>Referencias bibliogr\u00e1ficas:<\/strong><\/p>\n<ol start=\"1\">\n<li>Linn, N. 2001. Can Silicon based life exist?. Summer Ventures in Science and Mathematics. UNC, Charlotte.<\/li>\n<li>ATS. 2004. Silicon-based life. Is silicon-based life similar to terrestrial life possible?<\/li>\n<li>Silicon-based life.<\/li>\n<li>En:\u00a0 http:\/\/www.daviddarling.info\/encyclopedia\/S\/siliconlife.html (14\/02\/13).<\/li>\n<\/ol>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F04%2F28%2Fvida-basada-en-el-silicio%2F&amp;title=%C2%BFVida+basada+en+el+Silicio%3F' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F04%2F28%2Fvida-basada-en-el-silicio%2F&amp;title=%C2%BFVida+basada+en+el+Silicio%3F' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>&nbsp; Algunos han hablado de la pocilidad de que, en otros mundos, puedan existir formas de vida basadas en el Silicio, y, si as\u00ed fuese (que es muy dudoso), nos las podr\u00edamos encontrar sin tener la menor idea de que son &#8220;seres vivos&#8221;. Lo llamativo del caso es que, actualemte, los cient\u00edficos est\u00e1n construyendo m\u00e1quinas [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/35536"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=35536"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/35536\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=35536"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=35536"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=35536"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}