{"id":17088,"date":"2020-04-18T06:47:01","date_gmt":"2020-04-18T05:47:01","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=17088"},"modified":"2020-04-18T05:47:48","modified_gmt":"2020-04-18T04:47:48","slug":"estructuras-fundamentales-de-la-naturaleza-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/04\/18\/estructuras-fundamentales-de-la-naturaleza-5\/","title":{"rendered":"Estructuras fundamentales de la Naturaleza"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/page\/2\/\">\u00a0Entradas anteriores<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_cTbpVCt4XUM\/THUUVT77LYI\/AAAAAAAAAAU\/VfdiNnL7lF4\/s1600\/clip_image002.jpg\" alt=\"\" width=\"336\" height=\"223\" \/><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5126737006388673058\" src=\"http:\/\/2.bp.blogspot.com\/_J-1I5Aw0GUk\/RyXUJQqleiI\/AAAAAAAAAAU\/aPv1wMQN25I\/s320\/image001.gif\" alt=\"\" width=\"288\" height=\"216\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\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 Una mol\u00e9cula de Agua y otra de Amoniaco<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza. Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"9 espectaculares datos para saber todo sobre los quarks y volar tu ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"9 espectaculares datos para saber todo sobre los quarks y volar tu ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La cosmolog\u00eda\u00a0 sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del big bang original, y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">neutrones<\/a> compuestos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.vixdata.io\/pd\/jpg-large\/es\/sites\/default\/files\/btg\/curiosidades.batanga.com\/files\/9-espectaculares-datos-para-saber-todo-sobre-los-quarks-y-volar-tu-mente-con-la-fisica-de-particulas.jpg\" alt=\"9 espectaculares datos para saber todo sobre los quarks y volar tu mente con la fisica de particulas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los\u00a0<strong>quarks: Son las<\/strong>\u00a0estructuras que conforman toda la materia del universo, son las part\u00edculas m\u00e1s peque\u00f1as de todas y se unen en tripletes para formar la familia de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> bari\u00f3nicos y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> y un anti-quark se constituyen en <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> que es la otra rama de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>. Estos con la ayuda de los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>, forman los \u00e1tomos y toda la materia que conocemos.<\/p>\n<p style=\"text-align: justify;\">Todo esto lo hemos podido saber gracias a los experimentos en los grandes aceleradores de part\u00edculas que lanzan haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> a velocidades relativistas y chocan dos haces que viajan en sentido contrario, cuando eso ocurre se produce una explosi\u00f3n (imagen arriba) que &#8220;desmenuza&#8221; las part\u00edculas y se puede comprobar de qu\u00e9 est\u00e1n constituidas-<\/p>\n<p style=\"text-align: justify;\">Los Quarks, seg\u00fan se cree, surgieron 10 0 12 segundos despu\u00e9s de que &#8220;naciera&#8221; el Universo, justo cuando la fuerza d\u00e9bil y la fuerza electromagnetica se separaran. All\u00ed tambi\u00e9n surgieron los anti-quarks. Nunca se han podido ver Quarks separados y siempre est\u00e1n constituyendo <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>. Sus nombres son: arriba, abajo, encanto, extra\u00f1o, cima y fondo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/particleadventure.org\/spanish\/images\/scales.gif\" alt=\"\" width=\"434\" height=\"301\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si es as\u00ed, cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo.\u00a0\u00a0 Alguna vez he puesto el ejemplo de mirar algo que nos es familiar, el dorso de la mano, por ejemplo, e imaginemos que podemos observarlo con cualquier aumento deseado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sin Patr\u00f3n De La Piel Bajo El Microscopio, Magnificado C\u00e9lulas De ...\" \/><img decoding=\"async\" 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\" alt=\"C\u00e9lula,piel, u\u00f1as, pelo y tejidos. \u2013 #Neuroglia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Lisosomas y Centriolos by agustin enrique guillermo velazquez on Prezi\" \/><img decoding=\"async\" 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9ZDG02Ak7GByQDvH2r6mWVmG9K3TqFsmA39xW2r4FeNXX5MFUFidgBzPpFeucEIuXMCfrG9ebg+ReXe4RFSlK7tFKUoFKUoFKUoFKUoFKUoFKUoFYYSI\/tzWawwkR\/bag4L9GAMIbTOB\/tsoW2yjETcVZyOwM\/wBUHaAKzZ+G1Vd3GXh21JIJgp4e8ZYkA2gQMYHnI2rd+g47pgWEAKyqtsgYjuCqZMKDxz6QIxpfhm2oUMcoW0DI2JteER2\/LE2lgQI\/aKJ7XSrYIKtAZ2YBYUNlNzH7FVeRv2ehMtF0UW7i3AVlZ+W2FkFcfI8mASYkkbQJB3XoyC0toHYOzzC9zNlOQiGHfv6gRS30dQHGXzoUMKo5LNsOIGRAXiNjltAQN00C\/mtxA8OwlQX72Uy8EF1EMo3ECBvU\/T+jrZuG4pJJULuWmBj83diYwEQojeorfQLeUtDAkErgoSQ4ubLEcqP\/AHvWB8PWxhBIwjYbAkC2J7SO78pd9+T9gx\/oyh5yWWIBhQrMgzZw53NxmDkE7bb8jfN7oQdMS4PaVGSBoXFVVgCdrgC\/P\/1Ntvtv\/oVrEKABAA2VdyAVLERuWnf1Ag1No+mC22St5QQFABlmeBHABYwB5cztAVW+HkJYtiZG3YszF0B2P6rn5pOW3Aq31DpousrEjtK8qGIxYP2E\/ISRBO8iPQGr1KDZOR9ak6h1BbQEySeAP\/PcVEDUHUtKl8AOCIMgqYI9azlcvG+PaL1p0vJMAqdiCAfsaxptBatmbdtVPqAAf3qHSAW0CINh67n3JPmam\/En0FXHqXLtNLMUiq34k+gp+JPoK35RdJhZWZgT6wJrTV8CtPxJ9BWl27lU3NehHSlUtZ1RLbYEOzY5lbaPcKpMZMFB5IIA5MGAYMZVdpVK91jTplnqLK4EK+VxBizGAGk7EkEQfMVXX4j0pZkF5CyuqYhhJLC0wKCe5Yv29xtvVHVpVA9a08wLyHudCVZWCMivcYOQeyFttz6VLp+pWbmIt3bblgSuLq2QBIJEHcAgj7GoLVKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKyBVj8L7\/xVk2itSrP4X3\/AIp+F9\/4p40VqVpf1dhLi2mvKHc4qs7k8xA45HPmQPMVb\/De\/wDFXxor0qx+G96z+F9\/4qaorUqz+G9\/4p+F9\/4p40Vqpavpiu\/iBriPjgxttiWQEsFbY8EsQRDDIwRJq\/q7ZUdsFoMA7CRwCR5TXAuWNTbVUDm4ZaHUFTkxUgvIeAD4nmBBA2gQ0JNL8Mae3cNxFhjcNye2QxdrjDLHIqXYmCT5RAAFRaL4S01oAJnsqLu07WxpVXy9NFZ\/ZvWtxp9WgJN0MAi8fMWxXPyiS2ZBC7AgQYitbVnVsoIcqSWxzYSFyuY5KbcscTb5giN9wcgf\/wAlpvMOQEFtRme20q3US2scKov3CDzJEkwKs6boNpLq35drgzlmIljc+YuVAngdvyiAYkA1pY0uoDElu0upgvkQoCBgezukKwA2iZkzI69FKUpUClKi1asUIQw20eW0iRMGCRImDE0EtK5Gg0upV1LuMJuEicmhmuFRliJMNb3j9JH\/AHdegUpSgUpSgUpSgUpSgUpSgUpSgyvNdCuevNc\/rfxOlklLYFy4PKdlnjI\/4H8V048bfUTW3Y1msS0he4wVRyT\/AObn2r558S\/HNx5TSgov9Z+cj1Hkg\/nf9PNc\/qGpu6l5cs7fpXhR7KPIe\/8AP6hwtXbacRDEHhTIHJkk8kevA9+a9vHwyduuOH6i0nT7ty8EtgtfbcmTFsT891\/UTPtO+5K19X+EdQtuyLGZuLbyB1DEBbl1mZ3W3JlgJO\/8nevl\/T+n3rn5NoM5YyQvB9CeBA\/qbidvOfQ6bogss1vULavuwVmVbxDJAGOIJUyOJEmNhA2q8smXq0ykfROn9ZsX\/wDbuAn0Ozf8TvXQmvkWq0L27n5bEL5W74JeQBOLEKTyPPaa6Wi+J9Tp4FxSV2G5NxT9G+dfoQeK5Xg\/jWbh+PpRNbCvN9L+MbF0DI4H33X9+R9wK9BavhhKkMDwQZB+4rhcbO2LLO1bq6MyEIcWKuFb0YiAeDwY8jXGuaC9tjc4Zz3sTAi4tsAlTBhwCd\/Xujfs9SDMpCnFirBW5hiNjHnBriWdLqBmMgoLDEm490oFCntLLL5HIHLGPeud7GX0d\/yaNgMfFeNvE38Tw5Jk2zuN8YO05R3um3ocKynIXO4s0qzC58oKnFSTb2BgYcGp7PT3Nrw7rFj4iN87N2qyMVzhSZxOx\/qjiok6beJGd1gBE43LksckLPMDHJQ4wGyzsfMRWzaXUFWXJQG9bjsUA3gMUl8t5mIB2mK2XS6jIHMR4ik97dyS07YdsKVGIMEgEnnKK906\/hit0k48m46xcKgeJIBJAIPZspy8oq0NE+DrmSWUbsS0PLZETwsFNh\/T+4X6497p99ljJcsgZLswMHchcOyQB2gkfyTNpdJeVkLNsMsh4jtMqBkJUSSwmDsomJkY19b0u7cUrks5SCXdgRDj5CsW9mAhZBg\/cJPwN4AhXkTMZlI3uwAwQ4qAbOwEHAz55Rabpt9AJcN2gH8xlMhrhUhgh2CsoxiDvPHdONHeyBz2FwE97wyy09uPbCkDAGCQCTtBnfTuxvAt2lSqA+RZe4mORPHpv7UENrTXwwJcEZKT3sZHcGaMBEgr2TiI5Pn065dnR3gwJeQGUnvchgMgzY47TK\/lg4jGd66lApSlQKUpQKUpQKUpQKUpQKUpQZXmvJ\/EOhRLhFwZEyyIg8NFBJCzG7Nt7fzXrF5rfqXT0vKQQAY2aJI8x9prtxZeNJdV8teyTI4PBMECNuB7z\/iun0T4Ya9wMbXBdhuw\/wCkef8AYR5kRXqdH8LKr5XGLjaF4BjzO\/8AH\/qvQqoAgCAOI8q9GfP\/ABauf4p9P6bbsLhbWB5n9TH1Y+Zrxvxd8K3HvNespkrAFlnI57y0HeIx2E8cV7+KxjXHHO43bEys9vj4uXUBtuGA80bcDjlX2U8bAE1vZveQJG8wJB9QMGn\/ABX1TV6G3dEXEDc8jcfQ8j7V5vqXwcpBNlsT5K26+sAjdfrBNd8efG9+nSZy9vHXlU9xVZ2kxB59Rt71JpdbdssWtOQeY4JHG4Ox+hnzqTX6C7ZMXUK+hPB8tm4\/mfYVnQaZncC2quQBKEie6YYAkERB39\/eu1s036ey0V65qdK3iFcnFxO3YgEQMsTsd52jaKhu9NurtbeAC5UB3EBvEIQJIVt2U5MZ2+hHU\/B4WFtJ+WcCJHdixHzTtkZMztNc2x0p0LubmORQmGdoRQVdS7mdwZDeRAr5uVnlXFXTp95u5rj217uw3S4UbzkSG8QH3IxG432FtdDdyB8TYOrfPchlBJ3XhYUxiuxIBPEVEvR7g\/XIChccnE\/7eQkGUU+HwPOSZBirei0LI0tdZjjBBZyPltqCFZiBujmeTkZJ3rIt6hSUYCQYMREzG0TtP12rGlVgihzLRLEcZHc4z+mSYHpFc1ul3SEHjMuJ3xdzl8vec8v6T2Dbu5oOl3MQniwFWFIymYQTE\/pKmP8Au8vMFzpdwGbb4zczJzuCCbmbHEbXJSExbYY7cmsN0p2NskjsJJl3uTIUSC+44JjgT96k03Tbg8Um6wLrikPccWjBGQ8Q7mSDMeUcU0vTXWC11yQViXZgBlLg8B5XaSNqCuOk3FCKLpCIFBPi3QcFTFkiY+aWzJkceQrr6a2VWCZgtBJJOMkqCTuSFgSfSqGq6dccOBcIyMyHcEjIHCN1QQMZAJP7zp\/pdzFk8WQywxMySEZZ22ORYE\/9g58gkbQ3PEDB+3PL5nWBmWYYDtfIEDfiPfbp1yrXTrouBzdJAKyM7hyjPIlScQSHAxEAFQdwAtdWgUpSoFKUoFKUoFKUoFKUoFKUoMg1N+J9qgpV2ix+J9qHVe1V6U3RY\/E+380\/En0qvSm6J\/xHtWPxHtUNKbokuOGBDKCDyDuP2rm6bo1i3c8VbYy2idwpE7rIkHc+dXqVfOz7VjWDNWWSsqwkciREj3FccdD2eXALRjghVbY2DBFLmMgDO\/ma7NKmxyv9FEsQ5DNluJkFvGkju5\/MUfS0voIgfoDHL80LJUwiFUAUMAFXxCRu0gg7Hce3cpTYraPTMmUsCGdmAxIIyMwSWM+e\/v5ARVmlKgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg\/\/2Q==\" alt=\"LA C\u00c9LULA Las c\u00e9lulas son la porci\u00f3n m\u00e1s peque\u00f1a de materia viva ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Con un aumento relativamente peque\u00f1o, podemos ver las c\u00e9lulas de la piel, cada una con un aspecto tan grande y\u00a0 complejo como una ciudad, y con sus l\u00edmites delineados por la pared celular.\u00a0 Si elevamos el aumento, veremos dentro de la c\u00e9lula una mara\u00f1a de ribosomas serpenteando y mitocondrias ondulantes, lisosomas esf\u00e9ricos y centr\u00edolos, cuyos alrededores est\u00e1n llenos de complejos \u00f3rganos dedicados a las funciones respiratorias, sanitarias y de producci\u00f3n de energ\u00eda que mantienen a la c\u00e9lula.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRYXZ58LhQzF4ih3IUaTEbAz9sTDu2uRbXhtF0kmH8L39bmsrUB&amp;usqp=CAU\" alt=\"2016 agosto 26 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS16JpFzW32upECm5lgdz6yk0Efrt-qDNDDoGfNkbztPr1wEqvP&amp;usqp=CAU\" alt=\"Las huellas del pasado : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQR6nBhHBHlgomxIMbjrEJy5tvepRz3UPnySZ4x4s8FANgilLJt&amp;usqp=CAU\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio ...\" \/><img decoding=\"async\" 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\" alt=\"Las huellas del pasado : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Huellas del pasado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ya ah\u00ed tenemos pruebas de historia.\u00a0 Aunque esta c\u00e9lula particular solo tiene unos pocos a\u00f1os de antig\u00fcedad, su arquitectura se remonta a m\u00e1s de mil millones de a\u00f1os, a la \u00e9poca en que aparecieron en la Tierra las c\u00e9lulas eucariota o eucari\u00f3ticas como la que hemos examinado.<\/p>\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula el esquema que le indic\u00f3 como formarse, pasemos al n\u00facleo y contemplemos los delgados contornos de las macromol\u00e9culas de ADN segregadas dentro de sus genes.\u00a0 Cada una contiene una rica informaci\u00f3n gen\u00e9tica acumulada en el curso de unos cuatro mil millones de a\u00f1os de evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/sites.google.com\/site\/preupsubiologia\/imageNUP.JPG\" alt=\"\" width=\"276\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.um.es\/docencia\/barzana\/IMGTEORIA\/celula.jpg\" alt=\"\" width=\"350\" height=\"305\" \/><\/p>\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de\u00a0 cuatro \u201cletras\u201d- hecho de mol\u00e9culas de az\u00facar y fosfatos, y llenos de signos de puntuaci\u00f3n, reiteraciones para precaver contra el error, y cosas superfluas acumuladas en los callejones sin salida de la historia evolutiva-, su mensaje dice exactamente c\u00f3mo hacer un ser humano, desde la piel y los huesos hasta las c\u00e9lulas cerebrales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/oldcivilizations.files.wordpress.com\/2010\/05\/doublehelix.jpg\" alt=\"\" width=\"592\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si elevamos m\u00e1s el aumento veremos que la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas y festoneadas en una milagrosa variedad de formas, desde relojes de arena hasta espirales ascendentes como largos muelles y elipses grandes como escudos y fibras delgadas como puros.\u00a0 Algunos de esos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">electrones<\/a> son reci\u00e9n llegados, recientemente arrancados \u00e1tomos vecinos; otros se incorporaron junto a sus n\u00facleos at\u00f3micos hace m\u00e1s de cinco mil millones de a\u00f1os, en la nebulosa de la cual se form\u00f3 la Tierra.<\/p>\n<p style=\"text-align: justify;\">Si elevamos el aumento cien mil veces, el n\u00facleo de un \u00e1tomo de carbono se hinchar\u00e1 hasta llenar el campo de visi\u00f3n.\u00a0\u00a0 Tales n\u00facleos \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol.\u00a0 Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> que constituyen <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">neutrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.portalpolitico.tv\/sites\/portalpolitico.tv\/files\/styles\/grande_1024x1024\/public\/photos\/noticia\/00032586-original.jpeg?itok=vlYPElJa\" alt=\"2019 enero 12 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad y ahora est\u00e1n en nosotros y en todos los objetos del universo, chicos o grandes, todo lo material est\u00e1 hecho de Quarks y Leptones desde una bacteria hasta una galaxia. Por supuesto, tambi\u00e9n nuestro cerebro y las neuronas que crean pensamientos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/curiosidades.batanga.com\/sites\/curiosidades.batanga.com\/files\/9-espectaculares-datos-para-saber-todo-sobre-los-quarks-y-volar-tu-mente-con-la-fisica-de-particulas-4.jpg\" alt=\"\" width=\"365\" height=\"274\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al llegar a escalas cada vez menores, tambi\u00e9n hemos entrado en \u00e1mbitos de energ\u00edas de uni\u00f3n cada vez mayores.\u00a0 Un \u00e1tomo puede ser despose\u00eddo de su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">electr\u00f3n<\/a> aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda.\u00a0 Sin embargo, para dispersar los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> que forman el n\u00facleo at\u00f3mico se requieren varios millones de electr\u00f3n-voltios, y para liberar los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\">quarks<\/a> que constituyen cada <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/09\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a> se necesitar\u00eda cientos de veces m\u00e1s energ\u00eda a\u00fan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.sindioses.org\/cienciaorigenes\/biopoyesis15.jpg\" alt=\"\" width=\"584\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/laenciclopediagalactica.info\/wp-content\/uploads\/2011\/07\/%C2%BFPueden-todas-las-fuerzas-entre-part%C3%ADculas-ser-entendidas-bajo-un-marco-unificado.png\" alt=\"\" width=\"400\" height=\"383\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Introduciendo el eje de la historia, esta relaci\u00f3n da testimonio del pasado de las part\u00edculas: las estructuras m\u00e1s peque\u00f1as, m\u00e1s fundamentales est\u00e1n ligadas por niveles de energ\u00eda mayores porque las estructuras mismas fueron forjadas en el calor del big bang.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El cient\u00edfico ruso que meti\u00f3 la cabeza en un acelerador de ...\" \/><img decoding=\"async\" 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\" alt=\"Protestas por proyecto telescopio monta\u00f1a sagrada - Estados Unidos ...\" \/><\/p>\n<p style=\"text-align: justify;\">Estos ingenios tecnol\u00f3gicos que hemos sabido construir nos llevan hacia atr\u00e1s en el Tiempo para que podamos ver como se conform\u00f3 todo en el lejano pasado y podamos comprender el Presente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esto implica que los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo.\u00a0 Un telescopio penetra en el pasado en virtud del tiempo que tarda la luz en desplazarse entre las estrellas; un acelerador recrea, aunque sea fugazmente, las condiciones que prevalec\u00edan en el Universo primitivo.<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a dominar t\u00e9cnicas asombrosas que nos facilitan ver aquello que, prohibido para nuestro f\u00edsico, s\u00f3lo lo podemos alcanzar mediante sofisticados aparatos que bien nos introduce en el universo microsc\u00f3pico de los \u00e1tomos, o, por el contrario nos llevan al Universo profundo y nos ense\u00f1a galaxias situadas a cientos y miles de millones de a\u00f1os-luz de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-kN454e7T5WI\/TwSLdGtPagI\/AAAAAAAAAjw\/JWd-f6wWQJE\/s1600\/hubble_stephans_quintet-lg.jpg\" alt=\"\" width=\"481\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando vemos esos objetos cosmol\u00f3gicos lejanos, cuando estudiamos una galaxia situada a 100.000 mil a\u00f1os-luz de nosotros, sabemos que nuestros telescopios la pueden captar gracias a que la luz de esa galaxia, viajando a 300.000 Km\/s lleg\u00f3 a nosotros despu\u00e9s de ese tiempo, y, muchas veces, no es extra\u00f1o que el objeto que estamos viendo ya no exista o si existe, que su conformaci\u00f3n sea diferente habi\u00e9ndose transformado en diferentes transiciones de fase que la evoluci\u00f3n en el tiempo ha producido.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSY7gJMPcx8Gghixx3MgcPE7QMv9rFoyJ_SitbUo00Oh7INM4We&amp;usqp=CAU\" alt=\"2014 octubre : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSOLOusBtH5KM-SLnvj-BP633qubG7WXYrj5Sedxdzgpqx-lB0U&amp;usqp=CAU\" alt=\"Grupo gal\u00e1ctico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el \u00e1mbito de lo muy peque\u00f1o, vemos lo que est\u00e1 ah\u00ed en ese momento pero, como se explica m\u00e1s arriba, en realidad, tambi\u00e9n nos lleva al pasado, a los inicios de c\u00f3mo todo aquello se form\u00f3 y con qu\u00e9 componentes que, en definitiva, son los mismos de los que est\u00e1n formadas las galaxias, las estrellas y los planetas, una monta\u00f1a y un \u00e1rbol y, cualquiera de nosotros que, algo m\u00e1s evolucionado que todo lo dem\u00e1s, podemos contarlo aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">Estas y otras muchas maravillas son las que nos permitir\u00e1n, en un futuro relativamente cercano, que podamos hacer realidad muchos sue\u00f1os largamente dormidos en nuestras mentes.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\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%2F2020%2F04%2F18%2Festructuras-fundamentales-de-la-naturaleza-5%2F&amp;title=Estructuras+fundamentales+de+la+Naturaleza' title='Delicious' target='_blank' rel='nofollow'><img 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[&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":[501],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17088"}],"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=17088"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17088\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=17088"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=17088"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=17088"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}