{"id":27861,"date":"2022-04-20T07:53:07","date_gmt":"2022-04-20T06:53:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27861"},"modified":"2022-04-20T07:53:07","modified_gmt":"2022-04-20T06:53:07","slug":"las-moleculas-portadoras-de-informacion-11","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/20\/las-moleculas-portadoras-de-informacion-11\/","title":{"rendered":"Las mol\u00e9culas portadoras de informaci\u00f3n"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Mol\u00e9cula Micro Del ARN (mir-423-5p) Stock de ilustraci\u00f3n - Ilustraci\u00f3n de  horquilla, emir: 25160612\" \/><img decoding=\"async\" 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\" alt=\"Ilustraci\u00f3n Vectorial Dna Vs Rna. Esquema De Explicaci\u00f3n De \u00e1cido Gen\u00e9tico  Educativo Ilustraci\u00f3n del Vector - Ilustraci\u00f3n de fosfato, timina: 178232589\" \/><\/p>\n<p style=\"text-align: justify;\">Representaci\u00f3n esquem\u00e1tica de la mol\u00e9cula de ADN y ARN, la mol\u00e9cula portadora de la informaci\u00f3n gen\u00e9tica. Las mol\u00e9culas se forman por la Asociaci\u00f3n de dos o m\u00e1s \u00e1tomos, que se mantienen juntas por medio de enlaces qu\u00edmicos. Podr\u00edamos decir que algunas mol\u00e9culas de vida ser\u00edan:<\/p>\n<p style=\"text-align: justify;\">Los microARNs son\u00a0mol\u00e9culas de ARN\u00a0que regulan la expresi\u00f3n g\u00e9nica uni\u00e9ndose a un\u00a0ARN\u00a0mensajero (ARNm) determinado, impidiendo que se traduzca a prote\u00edna2.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas de ADN\" \/><\/p>\n<p style=\"text-align: justify;\">La\u00a0mol\u00e9cula de ADN\u00a0consiste en dos cadenas que se enrollan entre ellas para formar una estructura de doble h\u00e9lice. Cada cadena tiene una parte central formada por az\u00facares\u00a0(desoxirribosa) y grupos fosfato. Enganchado a cada az\u00facar hay una de de las siguientes 4 bases: adenina (A), citosina (C), guanina (G), y timina (T). Las dos cadenas se mantienen unidas por enlaces entre las bases; la adenina se enlaza con la timina, y la citosina con la guanina. La secuencia de estas bases a lo largo de la cadena es lo que codifica las instrucciones para formar prote\u00ednas y mol\u00e9culas de ARN.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_3.jpg\" alt=\"huevos\" width=\"247\" height=\"235\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_4.jpg\" alt=\"cereales\" width=\"278\" height=\"352\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_5.jpg\" alt=\"hortalizas\" width=\"302\" height=\"201\" \/><\/p>\n<p style=\"text-align: justify;\">&#8211; Agua.<br \/>\n&#8211; Hidratos de carbono.<br \/>\n&#8211; L\u00edpidos.<br \/>\n&#8211; Prote\u00ednas.<br \/>\n&#8211; Acidos Nucleicos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_2.jpg\" alt=\"pescado\" width=\"352\" height=\"203\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.uned.es\/pea-nutricion-y-dietetica-I\/guia\/deporte\/img\/nutricion-en-el-deporte.png\" alt=\"\" width=\"250\" height=\"250\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-YHMO1JQFEbc\/T-YJ0BahHzI\/AAAAAAAAAsI\/r9LG1Awy5Do\/s400\/agua-para-fabricar-coche.jpg\" alt=\"\" width=\"400\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">Principios inmediatos o biomol\u00e9culas: cada una de las sustancias que componen la materia viva.<\/p>\n<p style=\"text-align: justify;\">&#8211; Simples: O2<br \/>\n&#8211; inorg\u00e1nicos: agua&#8230;<\/p>\n<p style=\"text-align: justify;\">&#8211; Compuestos:<br \/>\n&#8211; org\u00e1nicos: gl\u00facidos, l\u00edpidos,<br \/>\nprote\u00ednas, ac. nucleicos<\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, etc que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetravalencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_e1_cFc9xC1c\/TBDtGRQ4ZPI\/AAAAAAAAAIo\/YouOypAwiHs\/s1600\/carbono.png\" alt=\"\" width=\"554\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">El carbono no es el \u00fanico \u00e1tomo con capacidad para formar los citados esqueletos. Pr\u00f3ximos al carbono en la tabla peri\u00f3dica, el silicio, f\u00f3sforo y boro comparten con dicho \u00e1tomo esa caracter\u00edstica, si bien en un grado mucho menor. Refiri\u00e9ndonos al silicio, se\u00f1alaremos que las \u201cmol\u00e9culas\u201d que dicho \u00e1tomo forma con el ox\u00edgeno y otros \u00e1tomos, generalmente met\u00e1licos poseyendo gran nivel de informaci\u00f3n, difieren en varios aspectos de las mol\u00e9culas org\u00e1nicas, es decir, de las que poseen un esqueleto de \u00e1tomos de carbono.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Silicatos: Clasificaci\u00f3n y tipos de SILICATOS [ Nombres ]\" \/><img decoding=\"async\" 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\" alt=\"Silicatos - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">El mundo de los silicatos es de una gran diversidad, existiendo centenares de especies minerol\u00f3gicas. Esas diferencias se refieren fundamentalmente a que el enlace qu\u00edmico en el caso de las mol\u00e9culas org\u00e1nicas es covalente, y cuando se forma la sustancia correspondiente (cuatrillones de mol\u00e9culas) o es un l\u00edquido, como es el caso de los aceites, o bien un s\u00f3lido que funde f\u00e1cilmente. Entre las mol\u00e9culas que lo forman se ejercen unas fuerzas, llamadas de Van der Waals, que pueden considerarse como residuales de las fuerzas electromagn\u00e9ticas, algo m\u00e1s d\u00e9biles que \u00e9stas. En cambio, en los silicatos s\u00f3lidos (como en el caso del topacio) el enlace covalente o i\u00f3nico no se limita a una mol\u00e9cula, sino que se extiende en el espacio ocupado por el s\u00f3lido, resultando un entramado particularmente fuerte.<\/p>\n<p style=\"text-align: justify;\">Al igual que para los cristales de hielo, en la mayor\u00eda de los silicatos la informaci\u00f3n que soportan es peque\u00f1a, aunque conviene matizar este punto.\u00a0 Para un cristal ideal as\u00ed ser\u00eda en efecto, pero ocurre que en la realidad el cristal ideal es una abstracci\u00f3n, ya que en el cristal real existen aqu\u00ed y all\u00e1 los llamados defectos puntuales que trastocan la periodicidad espacial propia de las redes ideales. Precisamente esos defectos puntuales pod\u00edan proporcionar una mayor informaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1l es el cristal contra la negatividad ideal para ti, seg\u00fan tu mes de  nacimiento - La Opini\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"lote de 8 figuritas de cristal,ideal para colec - Comprar Objetos Cristal y  Vidrio Antiguo en todocoleccion - 209799517\" \/><\/p>\n<p style=\"text-align: justify;\">El cristal ideal no existe, en su estado natural, todos tienen imperfecciones y, s\u00f3lo el elaborado, se podr\u00eda decir que son cristales perfectos y, sin embargo, la mano del hombre lo que ha producido con tal intervenci\u00f3n es perder una valiosa informaci\u00f3n inserta en ese cuerpo natural.<\/p>\n<p style=\"text-align: justify;\">Si prescindimos de las org\u00e1nicas, el resto de las mol\u00e9culas que resultan de la combinaci\u00f3n entre los diferentes \u00e1tomos no llega a 100.000, frente a los varios millones de las primeras. Resulta ranozable suponer que toda la enorme variedad de mol\u00e9culas existentes, principalmente en los planetas rocosos, se haya formado por evoluci\u00f3n de los \u00e1tomos, como corresponde a un proceso evolutivo. La mol\u00e9cula poseer\u00eda mayor orden que los \u00e1tomos de donde procede, esto es, menor <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. En su formaci\u00f3n, el ambiente se habr\u00eda desordenado al ganar <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en una cierta cantidad tal, que arrojarse un balance total positivo.<\/p>\n<p style=\"text-align: justify;\">No puedo dejar pasar la oportunidad, aunque sea de pasada, de mencionar las sustancias.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_1bf36kd10DQ\/TM5ciyFumXI\/AAAAAAAAAYw\/soxFzx8fTxA\/s320\/25102010170.jpg\" alt=\"\" width=\"240\" height=\"320\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_1bf36kd10DQ\/TM5gTxmBQFI\/AAAAAAAAAaU\/cNfVIuhCHAA\/s400\/25102010197.jpg\" alt=\"\" width=\"400\" height=\"400\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Las as\u00ed llamadas, son cuerpos formados por mol\u00e9culas id\u00e9nticas, entre las cuales pueden o no existir enlaces qu\u00edmicos. Veremos varios ejemplos.\u00a0 Las sustancias como el ox\u00edgeno, cloro, metano, amon\u00edaco, etc, se presentan en estado gaseoso en condiciones ordinarias de presi\u00f3n y temperatura. Para su confinamiento se embotellan, aunque existen casos en que se encuentran mezcladas en el aire (os pod\u00e9is dar una vueltecita por el polo qu\u00edmico de Huelva en Espa\u00f1a).<\/p>\n<p style=\"text-align: justify;\">En cualquier caso, un gas como los citados consiste en un enjambre de las mol\u00e9culas correspondientes. Entre ellas no se ejercen fuerzas, salvo cuando colisionan, lo que hacen con una frecuencia que depende de la concentraci\u00f3n, es decir, del n\u00famero de ellas que est\u00e1n concentradas en la unidad de volumen; n\u00famero que podemos calcular conociendo la presi\u00f3n y temperatura de la masa de gas confinada en un volumen conocido.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-VNpfnY8kyc0\/TaeHoJvc6YI\/AAAAAAAAAD0\/eNqg8Bb4hiE\/s1600\/orion.jpg\" alt=\"\" width=\"503\" height=\"503\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Nubes moleculares en Ori\u00f3n<\/p>\n<p style=\"text-align: justify;\">Dec\u00eda que no existen fuerzas entre las mol\u00e9culas de un gas. En realidad es m\u00e1s exacto que el valor de esas fuerzas es insignificante porque las fuerzas residuales de las electromagn\u00e9ticas, a las que antes me refer\u00ed, disminuyen m\u00e1s r\u00e1pidamente con la distancia que las fuerzas de Coulomb; y esta distancia es ordinariamente de varios di\u00e1metros moleculares.<\/p>\n<p style=\"text-align: justify;\">Podemos conseguir que la intensidad de esas fuerzas aumente tratando de disminuir la distancia media entre las mol\u00e9culas. Esto se puede lograr haciendo descender la temperatura, aumentando la presi\u00f3n o ambas cosas. \u00a0Alcanzada una determinada temperatura, las mol\u00e9culas comienzan a sentir las fuerzas de Van der Waals y aparece el estado l\u00edquido; si se sigue enfriando aparece el s\u00f3lido. El orden crece desde el gas al l\u00edquido, siendo el s\u00f3lido el m\u00e1s ordenado. Se trata de una red tridimensional en la que los nudos o v\u00e9rtices del entramado est\u00e1n ocupados por mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Todas las sustancias conocidas pueden presentarse en cualquiera de los tres estados de la materia (estados ordinarios y cotidianos en nuestras vidas del d\u00eda a d\u00eda).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.astronavegador.com\/imagenes_encuesta\/Grandes\/Nebulosa_Carina_20ani.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">El Plasma de las estrellas y otros cuerpos estelares forman el estado m\u00e1s com\u00fan de la materia en nuestro Universo -al menos la que vemos-<\/p>\n<p style=\"text-align: justify;\">Si las temperaturas reinantes, son de miles de millones de grados, el estado de la materia es el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, el material m\u00e1s com\u00fan del universo, el de las estrellas (aparte de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, que no sabemos ni lo que es, ni donde est\u00e1, ni que \u201cestado\u201d es el suyo).<\/p>\n<p style=\"text-align: justify;\">En condiciones ordinarias de presi\u00f3n, la temperatura por debajo de la cual existe el l\u00edquido y\/o s\u00f3lido depende del tipo de sustancia. Se denomina temperatura de ebullici\u00f3n o fusi\u00f3n la que corresponde a los sucesivos equilibrios (a presi\u00f3n dada) de fases: vapor \u2194 l\u00edquido \u2194 s\u00f3lido. Estas temperaturas son muy variadas, por ejemplo, para los gases nobles son muy bajas; tambi\u00e9n para el ox\u00edgeno (O<sub>2<\/sub>) e hidr\u00f3geno (H<sub>2<\/sub>). En cambio, la mayor\u00eda de las sustancias son s\u00f3lidos en condiciones ordinarias (grasas, ceras, etc).<\/p>\n<p style=\"text-align: justify;\">Compuestas:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-1RF1gp-eUeY\/Td3UphzixNI\/AAAAAAAAAE4\/quZcjCnHkKw\/s1600\/ejemplos+sust+compuestas.JPG\" alt=\"\" width=\"325\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-l_AVj0cxUVc\/Td3UrWE72XI\/AAAAAAAAAFA\/Jhu_5d0e-90\/s400\/esquema+sustancias+simples+y+comp.JPG\" alt=\"\" width=\"400\" height=\"172\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-kseI9lEVl94\/Td3Uqmb7vQI\/AAAAAAAAAE8\/BOpfZCIsbRI\/s400\/ejemplos+sust+simples.JPG\" alt=\"\" width=\"400\" height=\"326\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Las sustancias pueden ser simples y compuestas, seg\u00fan que la mol\u00e9cula correspondiente tenga \u00e1tomos iguales o diferentes. El n\u00famero de las primeras es enormemente inferior al de las segundas.<\/p>\n<p style=\"text-align: justify;\">El concepto de mol\u00e9cula, como individuo f\u00edsico y qu\u00edmico, pierde su significado en ciertas sustancias que no hemos considerado a\u00fan. Entre ellas figuran las llamadas sales, el paradigma de las cuales es la sal de cocina.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1ntos tipos de sal para cocinar hay? - La Espa\u00f1ola\" \/><img decoding=\"async\" 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\" alt=\"7 variedades de sal que todo foodie debe tener en su cocina | Gourmet de  M\u00e9xico\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Es requerida por el organismo para mantener la volemia y procurar el adecuado equilibrio electrol\u00edtico. Adem\u00e1s, conserva iso-tonicidad entre <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> e intersticio, as\u00ed como tambi\u00e9n mantiene equilibrio con la c\u00e9lula. Implicada directa en el mantenimiento de la presi\u00f3n arterial media y en el equilibrio osmolar. Su disociaci\u00f3n en sangre es parcial (s\u00f3lo un 93 porciento).<\/strong><\/p>\n<p style=\"text-align: justify;\">Se trata de cloruro de\u00a0 sodio, por lo que cualquier estudiante de E.G.B. escribir\u00eda sin titubear su f\u00f3rmula: Cl Na. Sin embargo, le podr\u00edamos poner en un aprieto si le pregunt\u00e1semos d\u00f3nde se puede encontrar aisladamente individuos moleculares que respondan a esa composici\u00f3n. Le podemos orientar dici\u00e9ndole que en el gas Cl H o en el vapor de agua existen mol\u00e9culas como individualidades. En realidad y salvo casos especiales, por ejemplo, a temperaturas elevadas, no existen mol\u00e9culas aisladas de sal, sino una especie de mol\u00e9cula gigante que se extiende por todo el cristal. Este edificio de cristal de sal consiste en una red o entramado, como un tablero de ajedrez de tres dimensiones, en cuyos nudos o v\u00e9rtices se encuentran, alternativamente, las constituyentes, que no son los \u00e1tomos de Cl y Na sino los iones Cl<sup>&#8211;<\/sup>\u00a0y Na<sup>+<\/sup>.\u00a0 El primero es un \u00e1tomo de Cl que ha ganado un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, complet\u00e1ndose todos los orbitales de valencia; el segundo, un \u00e1tomo de Na que ha perdido el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> del orbital\u00a0<em>s<\/em>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.huelvaholidays.es\/archives\/581.jpg\" alt=\"\" width=\"428\" height=\"306\" \/><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQRuPTQMtJ_HlgPjNw_idXidgwjFhbK388pG7XuptxtJLzdsap6Rg\" alt=\"\" name=\"LSFZ9KBEScmcWM:\" data-src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQRuPTQMtJ_HlgPjNw_idXidgwjFhbK388pG7XuptxtJLzdsap6Rg\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\" name=\"0TycPPspcs_F5M:\" data-sz=\"f\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/farm8.staticflickr.com\/7187\/6899904028_e5cc23887a_z.jpg\" alt=\"\" width=\"505\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">Por esta zona de Huelva, conocida como Marismas del Odiel, llevaba con frecuencia a mis hijos peque\u00f1os que, jugando por aquellos parajes, se lo pasaban estupendamente, y, de camino, ten\u00eda la oportunidad de despertarles la curiosidad de c\u00f3mo se produc\u00eda la Sal.<\/p>\n<p style=\"text-align: justify;\">Cuando los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que el de Na, as\u00ed uno pierde un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que gana el otro. El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl. Las fuerzas electromagn\u00e9ticas entre esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F04%2F20%2Flas-moleculas-portadoras-de-informacion-11%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' 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%2F2022%2F04%2F20%2Flas-moleculas-portadoras-de-informacion-11%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' 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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Las mol\u00e9culas se forman por la Asociaci\u00f3n de dos o m\u00e1s \u00e1tomos, que se mantienen juntas por medio de enlaces qu\u00edmicos. Podr\u00edamos decir que algunas mol\u00e9culas de vida ser\u00edan: Los [&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\/27861"}],"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=27861"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27861\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27861"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27861"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27861"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}