{"id":4543,"date":"2026-03-04T08:13:17","date_gmt":"2026-03-04T07:13:17","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4543"},"modified":"2026-03-04T08:13:29","modified_gmt":"2026-03-04T07:13:29","slug":"%c2%bfesta-degradandose-el-universo-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/03\/04\/%c2%bfesta-degradandose-el-universo-2\/","title":{"rendered":"\u00bfEst\u00e1 degrad\u00e1ndose el Universo?"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/25\/Grand_star-forming_region_R136_in_NGC_2070_%28captured_by_the_Hubble_Space_Telescope%29.jpg\/800px-Grand_star-forming_region_R136_in_NGC_2070_%28captured_by_the_Hubble_Space_Telescope%29.jpg\" alt=\"Grand star-forming region R136 in NGC 2070 (captured by the Hubble Space Telescope).jpg\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Aqu\u00ed se forman estrellas masivas de inmenso brillo que generan una descomunal fuerza de Gravedad, es la regi\u00f3n conocida como\u00a0<strong>R136<\/strong>, un super c\u00famulo estelares\u00a0cerca del centro del complejo 30 Doradus (tambi\u00e9n conocido como la Nebulosa de la Tar\u00e1ntula), en la Gran Nube de Magallanes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4d\/Heic1401a-Abell2744-20140107.jpg\/250px-Heic1401a-Abell2744-20140107.jpg\" alt=\"Cat\u00e1logo Abell - Wikipedia, la enciclopedia libre\" width=\"254\" height=\"283\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9Nme7cHEsbucfXntHQ3cvXhh7HqnLcdDrhV-gJgBX7O9UPVQ13VjXdqKLI49RtJVG1Z1Kvpw4foFgaO_lB9GUKbfCa5fNRmWZsw&amp;usqp=CAU&amp;ec=45690275\" alt=\"Lentes gravitacionales, una luz en el espacio ...\" width=\"321\" height=\"284\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTNgG7JqsPRn9g14ACEROe1nkfcnrj422bm0NWeOV52-gQ1wzsmYlC9BGqtJnMic3EpP3H6XRYxicEz7Wa8KUbc86CVjxLeCD69pg&amp;usqp=CAU&amp;ec=45690275\" alt=\"La formaci\u00f3n de nuestro universo: \u00bfherencia o entorno? | Sociedad ...\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;As\u00ed es &#8216;El Gordo&#8217;,\u00a0<strong>el mayor c\u00famulo de galaxias<\/strong>\u00a0del universo distante. Nuevas mediciones del <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> han mostrado que &#8216;El Gordo&#8217;, una impresionante agrupaci\u00f3n gal\u00e1ctica a m\u00e1s de 7.000 millones de a\u00f1os luz de nuestro planeta, es un 43% m\u00e1s grande de lo que se cre\u00eda. Hasta 3.000 billones de veces la masa del Sol.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/kids.jotdown.es\/wp-content\/uploads\/2018\/07\/wormhole-760x500.jpg\" alt=\"\" width=\"646\" height=\"425\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ante cualquier imagen de las que capta el Telescopio Espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>, nos podemos maravillas de lo mucho que en ella puede estar presente, y, de inmediato, imaginamos mil situaciones con la presencia de mol\u00e9culas necesarias para la vida, mundos que podr\u00edan estar habitados por otros seres diferentes a nosotros&#8230;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQr5cRshYcmHxpYXn1ib7UtfvmGYhJZdfE62MzU4Pw8pZME_cQE3Yj1BSEHyHUefslATCjVwPQQM72hc0UJ1_xAqikPybFzPwlsmw&amp;usqp=CAU&amp;ec=45690275\" alt=\"Memoria IAC 2014\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTB0Rk_PJxbYScTOBxjRMAf0K3WbrFfn7y0kzkMBcE54erRyNGxNJkxfGXZaajbCER7k55nQk8ddMbqtlF1CMv3jS7ENJFeOoCQ6A&amp;usqp=CAU&amp;ec=45690275\" alt=\"Galaxy | Fondos de galaxia, Fondos de universo, Pintura de galaxias\" width=\"293\" height=\"488\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>espacio interestelar<\/strong>\u00a0es la regi\u00f3n que media entre las estrellas y no debe confundirse con el\u00a0<a title=\"Espacio intergal\u00e1ctico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Espacio_intergal%C3%A1ctico\">espacio intergal\u00e1ctico<\/a>, mucho m\u00e1s vac\u00edo. En general, el espacio interestelar suele estar poblado de grandes cantidades de\u00a0<a title=\"Polvo c\u00f3smico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Polvo_c%C3%B3smico\">polvo c\u00f3smico<\/a>, aunque la densidad regional puede ser muy variable, en funci\u00f3n de la actividad de la zona. Los \u00fanicos objetos de manufactura humana que han logrado alcanzar el espacio interestelar, en el a\u00f1o\u00a0<a title=\"2014\" href=\"https:\/\/es.wikipedia.org\/wiki\/2014\">2014<\/a>, es la sonda\u00a0<a title=\"Voyager 1\" href=\"https:\/\/es.wikipedia.org\/wiki\/Voyager_1\">Voyager 1<\/a>\u00a0de la\u00a0<a title=\"NASA\" href=\"https:\/\/es.wikipedia.org\/wiki\/NASA\">NASA<\/a>\u00a0y la sonda\u00a0<a title=\"Voyager 2\" href=\"https:\/\/es.wikipedia.org\/wiki\/Voyager_2\">Voyager 2<\/a>, en el a\u00f1o\u00a0<a title=\"2018\" href=\"https:\/\/es.wikipedia.org\/wiki\/2018\">2018<\/a>.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Est\u00e1 degrad\u00e1ndose el Universo? : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTmssaPyOXjM7cEbYMRyCRe2kdkDdvMq4vh2bqYup3kmXGeC1lf4c0hhjUVbRJr19Zy1zkAAmQrFIsOIT_joFF9Z4tdPLPED4Px7w&amp;usqp=CAU&amp;ec=45690275\" alt=\"Es sorprendente, como funciona la Naturaleza : Blog de Emilio ...\" width=\"382\" height=\"214\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSzZLCTrvgqlag5lurbaDETAlHudarK8qjFTQHQASMQTptN_xua-8Wg3nJ9EeYkk12wR9Tewed6YqK0pTQLuHNHtCLViMrGs7-QHQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"El Universo! \u00a1La F\u00edsica! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Telescopio Hubble, las 20 mejores im\u00e1genes - RTVE.es\" width=\"619\" height=\"611\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Telescopio Hubble, las 20 mejores im\u00e1genes - RTVE.es\" width=\"306\" height=\"226\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAsICBYTCg0NCgoNDQ0HDhANBwcHDSIZGggcKRggKigkJyctMjU3LTAxMCcnLEAtMTc5PD08KzZDSUJGSDQ7PDkBDA0NDw8PFRAQFjklHSU5OTk5OUU5OTk5OTk5OTk5OTk5Ojk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5Of\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQIDBAUGB\/\/EAEAQAAIBAwIDBQQHBwMDBQAAAAACAQMREgQiBSEyEzFBQlJRYWJxBnKBgpHB8BQjM5KhsdHh4vFTY8IVFiQ0RP\/EABcBAQEBAQAAAAAAAAAAAAAAAAABAgP\/xAAhEQEBAQEBAAMAAgMBAAAAAAAAARECIRIxQQMiE1FxQv\/aAAwDAQACEQMRAD8A8vAACAACQAWICAALEisNWB8KFLEEkIPppf63k2lzT6Jnayr8W\/3AxXWlM88V+5+BMmlbHp+L3oa9Dh8q3mbCYwTHrj238ORopw5oylabKvn+RNaxza0Zjnj\/AD934E0afJd33P14G\/PDo8yj6CKmU9LWlH235TeJMzr31fj45nsmXp84+ardmyZNi9s08Lx429p0bUaM5QuLctm3x5X\/AMFN+HrPTtLtn1U+Mv4w20+1enfu9\/yIno2NmpoJxt1YTsf0FKtpGjqUWkihgJiWalGYIJ+IaXk+KUSv\/gRPTsSUy81KOzXzNbf8+\/7Tc9YvjLTqNDVantKCJUxZqMYpgsRhyjvn7Csy2a5Zp0oxWWy39BeerJYz1zLZWXNCY34rsnHDKJn23t329\/cQYG3Omuy4r17STiHB1p81qdcRs+zvv7CybNi25crAwn0kcwXJpzltX9eJXdbMZsWIgFmBCBAFABAAAAIgWICJAJWY6hBWeZ5s2QkALA6EGxBKsgLEWJIpzHL12bq9vcMmb+U0+F6OalS2OXLJ\/kGot8G0CvUXtNuEO2\/zzabd\/vsdJQ4dmzP2ap3th4fYLw\/h6oqzUX2YZ+Tv\/oR8R4lKtam2K\/Z+RnqyTK1zzt2Hs60lV92+Z348r+z+wqa+WX096v7LeBz3btUqtLNln535l+ixyvVn07yc\/rWp1ZktU6v\/AGkb66xJn6a08sjU09CW6abY+vK35HK9Tn21055vX1CfstGryqUFRvWnIo6vgzUv3lBu1T0HQU9D8OP3rjlnFsKm3645\/llOv47HETrJhun4d\/enzLFOqlXZUx\/NCxxnQwupaMcVrXZH9\/s\/uY1+yqq7Ll8Hdn9vhB0\/yWxj\/HJY09d9HGpJ2lVcUeMqP\/e\/095zup0sw1zo6\/0gauqU9S22jFtN4Ye79f8ANbUaeJXOn981PvxjqZPXOIm40FrSzLk3hCp8rWgbV09ukZS5MdJccbNOlI3Tjl3\/API+mkQvpblh7PmMZ7ch\/fjHv\/V7DdJMXloWprK6mk3\/AFqPdKTHunvj5FbWahnXcqrz2Yd3y+XMqO7ebH66L7BKleZX\/aWXqTNOvjfxTa8Nf\/XkQ16K43Vt31bFu3qIa1SJ6tvLye3wubl8cvdUGG2J5p3I5gjSIB0wNkgACwAIAAACwIKAsD4GQSKBJSXcdRwFFVr45Mm5PmYOn0+XNd3\/AIHTcG0jZJGLZVpxop65vYk3fGvMbjNjSaW3NaTmtVDO246TVUGVbVFx5dBh6xcTPU99dOb4q6WjEZSSVdREclKi6ndYirtuMWNStnRV7suR3FG0aalO3F4jM800uosx2XBuLKydhXbb5H9ByvPrtz15jtNJFPs9yqvL5FTiGlR+nq8mHeZFbUPS6d6eT2FSrx9lXbTUtvOfG8k56+XynSL6SqqU0jzJuQ5monaL9SN\/+CbiOretUvUybuw9gtGlK0mlvP5\/8QYnjp19Mapyaxe0WrmNjEFdIhmki0t2qbenzu\/KP1yO3Pv04dSNDUJGV16X3GfWSzFzOZVYxJk4W1RWqLjim1\/b9h0nv05Zn2zopy2MKuWfoJ6+hqUtlSlg3nTKMk525x4d32mtT02FJYVscLth7\/Cbx9n4FfiGvyympUZ3ti7vzzNTJGLtvjEqrJBUdYprjlnee27sbcrW9\/f\/AEFavEt1DKkwNTDYkjeIkjerJKs35KvQaiVHKEEqX5TaxWqIWsyqswMkmvYjqTGTYrit9iZXwj2XIpuYgAAgABACiCwAsD1GQWKFOZYK3\/ozxBNPX7XU0oqqi\/8A1n7qv6\/x9mvHE4fW9rQXBb5UUTl2Psj7PA5rVaVqLLFVcWeIbB+\/mWeGP+8NW9TxmSX+zu82qqvaNmzx+oOc43RmOfuN7gj3VpZclSY6xvGdJlSbpyTcTubPk1zcuOBZpVietzpq6\/fItVSlajQNpVojY3S\/WYxvcNWrYu0NXMdLGbXWzbekjipMEvOrOsdrofpFKrhV3p+u40G1NCrzWpg3o8PkcAuqLNPX28xz64def5MdpToUu9Wy3dHIqapIluzybFOhEX85kwafFZ9Q\/wD9WmepjH+Ouk\/mn6v0+E9pUbtFZUtOCZXzmPffuL1PgzSv8NERPsl+fhbv7zFTjLL\/AA6jL9RvaO\/9wPjbJsfrHTnnGO+506Wnw6kjX1LZ\/UbkJqOJUk5U1XFOhDk6nGGbqYq1NffzG9s+nG5b62eJcYy5U9v1DIqVLqVZr+JHUrlzU0yZswsv6iPO4ucx+Er9klTTZiJYm0\/URLBKhWatN0lar0ksTtIKxdZxUcikmqEUhSAAAASs43x29OYqW8wNJAkQABACxJc0VeEqK7eSYb8CkLco0+J8SbUalq1Vsmrfqw\/R1bNYzFYmpPYX32kyTI7bhHEYhsG6XnJPmdNW36ZnXceZ6XVWZTtOAcWif3dRsiy\/+aWZ\/aMnimkiWvj4yufvOar08WPReMcPyp9pS6fOnzOL1ujlWbaYs+Nxuf2mxks+0YPq07EUfF0hCCwMmRbgPykTtJGTIlyiTtZ9QdoRADUk1BMpGiwwQ9rx1DLktR5fH4IxGql\/MFufhIC5LFGfu+sWKVwEUnpoLSoFiUhQGNFlKNZyavVKtR7s23Hn0eCe7mVEcjZHxHUMsEJYBcl9IANCBB1OIllhmxW8Zv34R4yQIENbmOqLEVGim2SJM4PjbOL8p93yCMcWyyyt+5wta94vf3W9njYKaAAEESSKxGLEgWIexf0uulW2sZcSSU53ErUr0HhHH4ZezqN1xj7YJ9RolqLdcW+D0fI4xqVTTrSmquC6ynFXTd375bzaY914Luk46y47shbsyrJl8Wtdwbzqu0yKnDWjLFf13fgdLR42r8qq7SxFOi7LjVX6j8uVufzkn\/F\/64Wro5jnt+55PmQdlPp+I7avwvJnSgyPSeck29ceF5K08HlVeGXHOPT1+41PUsxySU2npVmw3dN8Le33DJU6Gpwy2WO3\/ko1OHyNTGXYLF+dJbl6xv7OTVyqVhYUuLpZ9JL+yWGpiisC4lxacDJiBq4bTv5uksZx\/wBNV\/XeQQ8CM8438vTn4Xi14\/sF38WprxClerqbqQTMjJKwGe5HMjs5jLFuva\/xxeJ\/uRzJUOuRzI6YGAAAAD6arOfaVMMElqO2+cx3R7r+0ZIgECxICErUGimlRuitLrR3RvmLX5XvHh3hUYBMgVBERj1bvR\/qAAQLEj4axGLAE76hm6mZvR8A1XsNiACrKamY8xap6+Yx3GbBJRZYqL2isyXjtkRrS8eNptNp95myNS3XQ6PjUqtu0Zf13GknG1bkzKxx7vZvL3ZJuieX+RsVZEn+lt\/27OdXTbqx+5ykqV4XtP3bfztP9zm4rz6h8aqYGGtloXFZZt3oTnyHwqSreXD5GLGrbGytiJ285dQwt1rVmVf4bZL68bFGvqb9JUapJEzFZ\/Uk1fSRy4wLFw07IXPaRiSVEyvA1p+IjC4QZCTA5bT5hrTBQ2ZGiyIQO5ANAAvGXTt9AgoECC3CwsPMdLMv1GsAkAEsFygAAAB0SNgUinQPhRkSSQwBYSxb0r04z\/aVdtj\/ALN2DRG63KZvHd7bcyu07iKZYdECwESAqoOlBysOsFQ2C5Y7O5G9OwEWQNITAySoSWFmpONvve\/8RkhcqHZC5DJ5CTIRZr0MFpT2iN20ZbGvKc5i0x7StMhLzjYaW5+E39LIgARQAAAAAEAABEhBYABZt5cgAAlr\/wCxbR+ATIAEAAUsQPhJFpdR2M8D08cGjWftMds\/\/wCDx7uU2\/L8i5qW442Vt1BcdVncMXyxjkRSxIsSNFAXIWJGwLAVKjFinNyrBNSiSVYu00I9RFlNTQJtbav76MXzX39\/9DL1n8Ro9EkhVJiKSVyKTSEmBkiyJEhBcQAKAAAAAAAAAAAAAiAAAAa2W3LHyZ8pAQUKAAAgAACnRNiWNS3qb+YgAB7NcbAgoCwLARA9UASJnu8vVh4fP+kElNSeho5bpU2dPwGcVdv5DN6kbnHXTFpUJZuk1dDw9mbapv6Lgt12qdJoNCtGlnVVVVN2b23mZ18rjpePjNrmZ0c0qe7bn1nJax71XlfPM\/3Oo+kvHFZezpL984+WOlz8cff0x5ImHtJHICSNkUSQgAAAAAAAc8LH8NmZfjW0p\/WRoAAAAAAAEAAAAAAAAAWAAmLN1K3xpf8AOAAACQAKB8QNiC9otE1TpXx6yW4sm1DTpTPSdPwT6MtVXOpsXl1+c2fo79EobGpqV29WHyOuqUadKnZduHRRRev5yZtvU2O3MkuX7ZnD\/o+i4xSpZN53x\/rzLVfhFlt2X8nf8y3ptWlOnFVbO\/reL4e2xn8Q+kkLLyzdUzs95wt3yu8mexK8JQoNNRlyRJbB2tnNjjOLfSNqmxWxRCtxrjzVWaMv8J8jn3qSdeZHHrs3U1Zao0sQTIsyRMx0jjQ0jYWZZYXcz7UQSZGyVkTIBcMvAAkAAAhZnpUJn8v7BE2C4AACs0TjtVeULsvv983nvn8AEAAAAAAhBQgJAAAAAAAAAAAAiAJaVOWZYXzhV7hHCm1FWyq2Kfxn\/L5novCOAJSp51+hPInu\/vJX+j+nTT6HcuOcb38Xnxm4zU8faGbs8censfAz1PG\/47ldDW44iLgqrink8OXsMfVfSRY6aeRy2r4gzMU5rNPUYl6db8d1t6v6Ruy2XavwGFqtaztuZiNqu7crY\/ByIKlaPT\/ks5Z67MZyFnG1KhFLG3O0rPMjJkJkaVAAAEAAAAATHwhYAABZ+HpAQACQAACwCAKAQAAAAgAAAAAKAAAsGlwWP\/k9wAK1HZa1p\/Z1tMxy8JMGpO7vADF+2p9I4GVAA0KVYpuABKjkSQAqEEAAgAAAAAACQkAAAAAAAAAAAAQAAI\/\/2Q==\" alt=\"Las mejores im\u00e1genes del Hubble de todos los tiempos - Una rosa ...\" width=\"303\" height=\"227\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todas las im\u00e1genes que podemos capturar con nuestros telescopios, sin excepci\u00f3n, nos cuenta una fascinante historia del por qu\u00e9 est\u00e1n ah\u00ed, y, tambi\u00e9n, sobre su posible destino.<\/p>\n<p style=\"text-align: justify;\">Cuando me sumerjo en los misterios y maravillas que encierra el universo, no puedo dejar de sorprenderme por sus complejas y bellas formaciones, la inmensidad, la diversidad, las fuerzas que est\u00e1n presentes, los objetos que lo pueblan, y, esa presencia invisible que permea todo el espacio y que se ha dado en denominar oc\u00e9ano y campos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>,<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSc9di8nBgfsN7OtRJRzMXODP83LZqbpOVMew&amp;s\" alt=\"El campo de Higgs es un campo cu\u00e1ntico presente en todo el universo. Las  part\u00edculas adquieren masa al interactuar con \u00e9l. Su excitaci\u00f3n se  manifiesta como el bos\u00f3n de Higgs, descubierto en\" width=\"312\" height=\"388\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 Oc\u00e9anos o campos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/strong><\/p>\n<p style=\"text-align: justify;\">All\u00ed donde reside esa clase de energ\u00eda ex\u00f3tica, ese nuevo \u00e9ter que, en definitiva hace que el Universo funcione tal como lo podemos ver. Existen muchos par\u00e1metros del Cosmos que a\u00fan no podemos comprender y que, de momento, s\u00f3lo sabemos presentir, es como si pudi\u00e9ramos ver la sombra de algo que no sabemos lo que es.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Estructura y evoluci\u00f3n del universo | OpenMind\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTHPyLwIJxWMAFf_YLXZhuCZLSLtS706SiBEOhJTJA9mF70UySd0xIvOZ-rl-gMuZYpy4tfNqRfGZ_y7oJg-Qq9TEu04f2TocXbww&amp;usqp=CAU&amp;ec=45690275\" alt=\"As\u00ed es como se forma un agujero negro\" width=\"240\" height=\"134\" \/><img decoding=\"async\" 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\" alt=\"El Universo cambiante : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Universo: \u00bfCu\u00e1les son los componentes?\" width=\"305\" height=\"171\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR55PXBj4mQmdcJYsG5p6TG5yiaw4EVIWEbgysrVeh4TAJyH1rGZ-NRPFw_zmfriDR2DeaEyZ89zu-R0dRI2yO1tVEBvaudpLPXTQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"universo | Ciencia para llevar\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren que vivimos dentro de una enorme burbuja espacial ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTeVV8Vs0E4S1DtCAN7mrFet086u92_1_1ILzgmXVlQ3XjQwVlRaaZCNLZPYAeT-8Q-yj818MdR44zIoM1MgOp5ehNaXDVStA6U5w&amp;usqp=CAU&amp;ec=45690275\" alt=\"Descubren que vivimos dentro de una enorme burbuja espacial - RT\" width=\"602\" height=\"337\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todo el Universo conocido nos ofrece una ingente cantidad de objetos que se nos presentan en formas de estrellas y planetas, extensas nebulosas formadas por explosiones de supernovas y que dan lugar al nacimiento de nuevas estrellas, un sin fin de galaxias de m\u00faltiples formas y colores, extra\u00f1os cuerpos que giran a velocidades inusitadas y que alumbran el espacio como si de un faro se tratara, y, hasta objetos de enormes masas y densidades infinitas que no dejan escapar ni la luz que es atrapada por su fuerza de gravedad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lepton1x.files.wordpress.com\/2013\/07\/leptonesquarks.jpg\" alt=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Wimba Rob\u00f3tica | Ideas para hacer desde casa: Conociendo \u00e1tomos y ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sin embargo, todo eso, est\u00e1 formado por min\u00fasculos e infinitesimales objetos que llamamos <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>, part\u00edculas elementales que se unen para formar toda esa materia que podemos ver y que llamamos Bari\u00f3nica pudiendo ser detectada porque emite radiaci\u00f3n. Al contrario ocurre con esa otra supuesta materia que llamamos &#8220;oscura&#8221; y que, al parecer, impregna todo el universo conocido, sin emitir radiaci\u00f3n pero si Gravedad y ni sabemos a ciencia cierta de qu\u00e9 podr\u00e1 estar formada, y, al mismo tiempo, existe tambi\u00e9n una especie de energ\u00eda presente tambi\u00e9n en todas partes de la que tampoco podemos explicar mucho.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-ZywkQWR5VVs\/TdkyYARZSII\/AAAAAAAAACA\/vBSBq1YiA9E\/s1600\/Porcentaje%2BEnergiaOscura.jpg\" alt=\"Ciencia a la \u00faltima: Materia oscura y energia oscura (Adri\u00e1n Gil y ...\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0Nos dicen que,\u00a0 la materia que vemos s\u00f3lo es el 4 por ciento (\u00bf)<\/strong><\/p>\n<p style=\"text-align: justify;\">Pensemos por ejemplo que un \u00e1tomo tiene aproximadamente 10<sup>-8<\/sup> cent\u00edmetros de di\u00e1metros. En los s\u00f3lidos y l\u00edquidos ordinarios los \u00e1tomos est\u00e1n muy juntos, casi en contacto mutuo. La densidad de los s\u00f3lidos y l\u00edquidos ordinarios depende por tanto del tama\u00f1o exacto de los \u00e1tomos, del grado de empaquetamiento y del peso de los distintos \u00e1tomos.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/clickmica.fundaciondescubre.es\/files\/2020\/05\/1024px-Osmium_crystals-768x494.jpg\" alt=\"Osmio - Clickmica\" width=\"630\" height=\"405\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 Consiguen obtener Hidr\u00f3geno s\u00f3lido. La otra imagen es del Osmio<\/strong><\/p>\n<p style=\"text-align: justify;\">De los s\u00f3lidos ordinarios, el menos denso es el hidr\u00f3geno solidificado, con una densidad de 0\u2019076 gramos por cm<sup>3<\/sup>. El m\u00e1s denso es un metal raro, el osmio, con una densidad de 22\u201948 gramos\/cm<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">Si los \u00e1tomos fuesen bolas macizas e incompresibles, el osmio ser\u00eda el material m\u00e1s denso posible, y un cent\u00edmetro c\u00fabico de materia jam\u00e1s podr\u00eda pesar ni un kilogramo, y mucho menos toneladas.<\/p>\n<p style=\"text-align: justify;\">Pero los \u00e1tomos no son macizos. El f\u00edsico neozeland\u00e9s experimentador por excelencia, Ernest <strong>Ruthertord<\/strong>, demostr\u00f3 en 1.909 que los \u00e1tomos eran en su mayor parte espacio vac\u00edo. La corteza exterior de los \u00e1tomos contiene s\u00f3lo <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> liger\u00edsimos, mientras que el 99\u20199% de la masa del \u00e1tomo est\u00e1 concentrada en una estructura diminuta situada en el centro: el n\u00facleo at\u00f3mico.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/teoriaderuedas.com\/wp-content\/uploads\/2016\/10\/Helium_atom_QMuniv.svg_-e1475739224785.png\" alt=\"Cuarta fase: El n\u00facleo at\u00f3mico - Teor\u00eda de Ruedas\" \/><\/p>\n<p><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-cb=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-sfc-cb=\"\" data-processed=\"true\"><span class=\"N9Q8Lc\">Di\u00e1metro del n\u00facleo:<\/span><\/strong><span class=\"N9Q8Lc\"> Es del orden de 10<sup>-15<\/sup><\/span><\/span><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-cb=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-sfc-cb=\"\" data-processed=\"true\"><span class=\"N9Q8Lc\"> metros.<\/span><\/strong><span class=\"N9Q8Lc\">\u00a0<\/span><\/span><\/p>\n<p><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-cb=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-sfc-cb=\"\" data-processed=\"true\"><span class=\"N9Q8Lc\">Di\u00e1metro del \u00e1tomo:<\/span><\/strong><span class=\"N9Q8Lc\"> Es del orden de\u00a0 10<sup>-10\u00a0<\/sup> metros.<\/span><\/span><\/p>\n<ul class=\"KsbFXc U6u95 Lem6n\" data-sfc-cb=\"\" data-processed=\"true\">\n<li class=\"dF3vjf\" data-sfc-cb=\"\" data-hveid=\"CAIQBg\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-cb=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-sfc-cb=\"\" data-processed=\"true\"><span class=\"N9Q8Lc\">Relaci\u00f3n:<\/span><\/strong><span class=\"N9Q8Lc\">\u00a0Por lo tanto, el di\u00e1metro del n\u00facleo es aproximadamente\u00a0<\/span><strong class=\"Yjhzub\" data-sfc-cb=\"\" data-processed=\"true\"><span class=\"N9Q8Lc\">100.000 veces m\u00e1s peque\u00f1o.<\/span><\/strong><\/span><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQm5niToiQo4BXo4Iuf8pL7OVHUdR5oXTdeGg&amp;s\" alt=\" Los quarks son part\u00edculas fundamentales que forman parte del modelo  est\u00e1ndar de la f\u00edsica de part\u00edculas. Son los componentes b\u00e1sicos de los  protones y neutrones, que a su vez constituyen los\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.shutterstock.com\/image-vector\/proton-two-quarks-one-down-260nw-2460990639.jpg\" alt=\"Quark: M\u00e1s de 3,1 mil ilustraciones y dibujos de stock con licencia libres  de regal\u00edas | Shutterstock\" width=\"210\" height=\"226\" \/><\/p>\n<p style=\"text-align: justify;\">El n\u00facleo at\u00f3mico tiene un di\u00e1metro de unos 10<sup>-15<\/sup> cm (aproximadamente 1\/100.000 del propio \u00e1tomo). Si los \u00e1tomos de una esfera de materia se pudieran estrujar hasta el punto de desplazar todos los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y dejar a los n\u00facleos at\u00f3micos en contacto mutuo, el di\u00e1metro de la esfera disminuir\u00eda hasta un nivel de 1\/100.000 de su tama\u00f1o original.<\/p>\n<p style=\"text-align: justify;\">De manera an\u00e1loga, si se pudiera comprimir la Tierra hasta dejarla reducida a un bal\u00f3n de n\u00facleos at\u00f3micos, toda su materia quedar\u00eda reducida a una esfera de unos 130 metros de di\u00e1metro. En esas mismas condiciones, el Sol medir\u00eda 13\u20197 km de di\u00e1metro en lugar de los 1.392.530 km que realmente mide. Y si pudi\u00e9ramos convertir toda la materia conocida del universo en n\u00facleos at\u00f3micos en contacto, obtendr\u00edamos una esfera de s\u00f3lo algunos cientos de miles de km de di\u00e1metro, que cabr\u00eda c\u00f3modamente dentro del cintur\u00f3n de asteroides del Sistema Solar.<\/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=\"&quot;Estructura\" width=\"381\" height=\"288\" \/><\/p>\n<\/blockquote>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El N\u00facleo at\u00f3mico es una parte de cien mil<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<h3 id=\"sites-page-title-header\" style=\"text-align: justify;\" align=\"left\">En tan min\u00fascula superficie est\u00e1n presentes y se produce sucesos incre\u00edbles<\/h3>\n<blockquote>\n<h3 style=\"text-align: justify;\" align=\"left\">Las part\u00edculas del n\u00facleo at\u00f3mico. Prot\u00f3n y Neutr\u00f3n (sin olvidar los tripletes de Quarks que los constituyen y los Bosones intermediarios de la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> (los Gluones).<\/h3>\n<\/blockquote>\n<p style=\"text-align: justify;\">Se comprob\u00f3 que el n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> es una caracter\u00edstica especial de cada elemento qu\u00ed\u00admico, ya que todos los \u00e1tomos del mismo elemento tienen el mismo n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. Se llama\u00a0<strong>n\u00fa\u00admero at\u00f3mico (Z)<\/strong>\u00a0al n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que tienen los \u00e1tomos de un elemento qu\u00edmico. A cada elemento qu\u00edmico le corresponde un n\u00famero at\u00f3mico desde 1 hasta 106.<\/p>\n<p style=\"text-align: justify;\">Todav\u00eda tenemos que buscar otras part\u00edculas en el n\u00facleo at\u00f3mico. La masa de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de un n\u00facleo es mucho menor que la masa del n\u00facleo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.iaea.org\/sites\/default\/files\/iaea-article_images-what_are_isotopes-sp_02.jpg\" alt=\"Qu\u00e9 es un is\u00f3topo? | OIEA\" width=\"548\" height=\"308\" \/><\/p>\n<blockquote>\n<div style=\"text-align: justify;\" align=\"center\"><strong>IS\u00d3TOPOS<\/strong><\/div>\n<\/blockquote>\n<div style=\"text-align: left;\" align=\"center\">\n<p style=\"text-align: justify;\">Cada elemento qu\u00edmico se caracteriza por el n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de su n\u00facleo, que se denomina\u00a0<strong>n\u00famero at\u00f3mico<\/strong>\u00a0(<strong>Z<\/strong>). As\u00ed, el hidr\u00f3geno (\u00a0<sub><strong>1<\/strong><\/sub>H) tiene un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, el carbono (\u00a0<sub><strong>6<\/strong><\/sub>C) tiene 6 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y el ox\u00edgeno (\u00a0<sub><strong>8<\/strong><\/sub>O) tiene 8 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en el n\u00facleo.<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> del n\u00facleo puede variar. Casi siempre hay tantos o m\u00e1s <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. La\u00a0<strong>masa at\u00f3mica<\/strong>(<strong>A<\/strong>) se obtiene sumando el n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> de un n\u00facleo determinado.<\/p>\n<p style=\"text-align: justify;\">Un mismo elemento qu\u00edmico puede estar constituido por \u00e1tomos diferentes, es decir, sus n\u00fameros at\u00f3micos son iguales, pero el n\u00famero de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> es distinto. Estos \u00e1tomos se denominan <strong>is\u00f3topos<\/strong>\u00a0del elemento en cuesti\u00f3n. Is\u00f3topos significa &#8220;<strong><em>mismo lugar<\/em><\/strong>&#8220;, es decir, que como todos los is\u00f3topos de un elemento tienen el mismo n\u00famero at\u00f3mico, ocupan el mismo lugar en la Tabla Peri\u00f3dica.<\/p>\n<p style=\"text-align: justify;\"><strong>Is\u00f3topos del Hidr\u00f3geno<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/www.fisimat.com.mx\/wp-content\/uploads\/2018\/10\/isotopos_de_hidrogeno.png?resize=555%2C230&amp;ssl=1\" alt=\"\u25b7 \u00bfQu\u00e9 son los is\u00f3topos? y Ejemplos - Fisimat\" width=\"490\" height=\"203\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Is\u00f3topos del Carbono<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/geolodiaavila.com\/wp-content\/uploads\/2019\/03\/isotopo_carbono.jpg\" alt=\"is\u00f3topos de carbono | Geolog\u00eda desde \u00c1vila\" width=\"488\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">Desde 1918 estaba probado que exist\u00edan los is\u00f3topos. Estos, eran \u00e1tomos que ten\u00edan propiedades qu\u00edmicas iguales (parec\u00edan elementos iguales, por tanto), ten\u00edan el mismo n\u00famero at\u00f3mico, pero sus masas at\u00f3micas eran di\u00adferentes.\u00a0En el n\u00facleo deb\u00edan existir part\u00edculas neutras que contribuyeran a la masa pero no tuvieran carga el\u00e9ctrica.<\/p>\n<p style=\"text-align: justify;\">Estas part\u00edculas neutras del n\u00facleo se descubrieron en 1932 y se llamaron\u00a0<strong>neutrones.<\/strong>\u00a0Chadwick consigui\u00f3 detectarlas y medir su masa. Un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> \u00a0tiene una masa ligeramente mayor que la del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> (exactamente 1,00014 veces). Los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> proporcionan las fuerzas de uni\u00f3n que estabilizan el n\u00facleo at\u00f3mico.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/media.istockphoto.com\/id\/1411793823\/es\/vector\/n%C3%BAmero-at%C3%B3mico-y-n%C3%BAmero-de-masa-de-%C3%A1tomos-ordinarios-usando-helio-como-ejemplo.jpg?s=612x612&amp;w=0&amp;k=20&amp;c=iC83jWqpJ9FaI_qN1-7GMgkWZLUBbuw4tSlPH8wnakY=\" alt=\"880+ Helio Atom Ilustraciones de Stock, gr\u00e1ficos vectoriales libres de  derechos y clip art - iStock\" \/><\/p>\n<div style=\"text-align: justify;\">Representaci\u00f3n aproximada del \u00e1tomo de Helio,\u00a0 en el n\u00facleo los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> est\u00e1n representados en rojo y los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en azul. En la realidad el n\u00facleo tambi\u00e9n es sim\u00e9tricamente esf\u00e9rico.<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Hasta aqu\u00ed tenemos una idea de las part\u00edculas que forman el n\u00facleo at\u00f3mico y de otras propiedades que en \u00e9l pueden estar presentes. Sin embargo, el n\u00facleo at\u00f3mico tiene que ser visto como el coraz\u00f3n central del \u00e1tomo que contiene la mayor parte de su masa, exactamente, el 99,9%. Digamos que el n\u00facleo m\u00e1s masivo que se encuentra en la Naturaleza es el del Uranio-238 que contiene 92 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y\u00a0 146 <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. El n\u00facleo m\u00e1s simple es el del Hidr\u00f3geno que consiste en un \u00fanico <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">Hasta aqu\u00ed hemos dado un repaso sobre los componentes de los n\u00facleos at\u00f3micos y algunas de sus particularidades para saber, sobre ellos y tener una idea m\u00e1s exacta de c\u00f3mo fueron descubiertos y que son en realidad con sus cargas y sus masas. Sin embargo, podemos seguir explic\u00e1ndolo de manera sencilla pero con algo m\u00e1s de detalles.<\/div>\n<div><\/div>\n<\/div>\n<div><strong>Antes hablamos del tama\u00f1o del \u00e1tomo:<\/strong><\/div>\n<div><\/div>\n<div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/energyeducation.ca\/wiki2develop\/images\/d\/d8\/Atom_size_es.jpg\" alt=\"\u00c1tomo - Enciclopedia de Energia\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<p align=\"justify\">La curiosidad acerca del tama\u00f1o y masa del \u00e1tomo atrajo a cientos de cient\u00edficos durante un largo per\u00edodo en el que la falta de instrumentos y t\u00e9cnicas apropiadas impidi\u00f3 lograr respuestas satisfactorias. Con posterioridad se dise\u00f1aron numerosos experimentos ingeniosos para determinar el tama\u00f1o y peso de los diferentes \u00e1tomos.<\/p>\n<div style=\"text-align: justify;\">\n<p align=\"justify\">idad acerca del tama\u00f1o y masa del \u00e1tomo atrajo a cientos de cient\u00edficos durante un largo per\u00edodo en el que la falta de instrumentos y t\u00e9cnicas apropiadas impidi\u00f3 lograr respuestas satisfactorias. Con posterioridad se dise\u00f1aron numerosos experimentos ingeniosos para determinar el tama\u00f1o y peso de los diferentes \u00e1tomos.<\/p>\n<p align=\"justify\">\n<\/div>\n<p align=\"justify\">\n<div style=\"text-align: justify;\">\n<p align=\"justify\">El\u00a0<strong>\u00e1tomo<\/strong>\u00a0<strong>m\u00e1s ligero<\/strong>, el de\u00a0<strong>hidr\u00f3geno<\/strong>, tiene un di\u00e1metro de aproximadamente 10<sup>-10<\/sup>\u00a0m (0,0000000001 m) y una masa alrededor de 1,7 x 10<sup>-27<\/sup>\u00a0kg (la fracci\u00f3n de un kilogramo representada por 17 precedido de 26 ceros y una coma decimal).<\/p>\n<div style=\"text-align: justify;\">\n<p align=\"justify\">masa alrededor de 1,7 x 10<sup>-27<\/sup>\u00a0kg (la fracci\u00f3n de un kilogramo representada por 17 precedido de 26 ceros y una coma decimal).<\/p>\n<p align=\"justify\">\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/opentextbc.ca\/biology\/wp-content\/uploads\/sites\/96\/2015\/02\/Figure_03_02_02.jpg\" alt=\"\" width=\"365\" height=\"228\" \/><\/p><\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\">Empecemos por decir que los \u00e1tomos son muy peque\u00f1os, tan peque\u00f1os que necesitar\u00edamos una fila de unos diez millones para poder rellenar el espacio que ocupa un mil\u00edmetro, es decir, los \u00e1tomos son tan peque\u00f1os que los tama\u00f1os t\u00edpicos son alrededor de 100\u00a0pm (diez mil millon\u00e9sima parte de un metro). Una peculiaridad del \u00e1tomo es que est\u00e1 casi vac\u00edo, su estructura conformada por el n\u00facleo rodeado de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que orbitan a su alrededor lo hace un objeto singular.<\/div>\n<div><\/div>\n<\/div>\n<div>\n<div style=\"text-align: justify;\">Cuando hablamos del n\u00facleo at\u00f3mico, por lo general, nos referimos a que est\u00e1 hecho de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, dos part\u00edculas que pertenecen a la familia de los Hadrones en la rama de los Bariones donde est\u00e1n las part\u00edculas de materia. Cuando nos referimos a ellas situadas en el n\u00facleo at\u00f3mico, las solemos llamar <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>.<\/div>\n<div><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos104\/estructura-atomica-ii\/img48.png\" alt=\"Monografias.com\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>), a su vez, est\u00e1n hechos por otras part\u00edculas m\u00e1s peque\u00f1as que pertenecen a la familia de los Quarks. Tanto el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> como el Neutr\u00f3n est\u00e1n conformados por tripletes de Quarks. El <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> de 2 <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> up y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> down, mientras que el <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> est\u00e1 hecho por 2 <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> down y 1 <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> up.<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><strong>La familia Quarks:<\/strong><\/div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<div>\n<ul style=\"text-align: justify;\">\n<li><a title=\"Quark arriba\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_arriba\"><em>up<\/em>\u00a0(arriba)<\/a><\/li>\n<li><a title=\"Quark abajo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_abajo\"><em>down<\/em>\u00a0(abajo)<\/a><\/li>\n<li><a title=\"Quark encantado\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_encantado\"><em>charm<\/em>\u00a0(encanto)<\/a><\/li>\n<li><a title=\"Quark extra\u00f1o\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_extra%C3%B1o\"><em>strange<\/em>\u00a0(extra\u00f1o)<\/a><\/li>\n<li><a title=\"Quark cima\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_cima\"><em>top<\/em>\u00a0(cima)<\/a><\/li>\n<li><a title=\"Quark fondo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark_fondo\"><em>bottom<\/em>\u00a0(<em>fondo<\/em>)<\/a>.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Como no es el objeto del trabajo, no hablaremos hoy de los Quarks, y, simplemente diremos que en la naturaleza no se encuentran\u00a0<em>quarks<\/em>\u00a0aislados. Estos siempre se encuentran en grupos, llamados Hadrones. de dos o tres\u00a0<em>quarks<\/em>, conocidos como <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> y <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a> respectivamente. Esto es una consecuencia directa del confinamiento de color.<\/p>\n<p>Bueno, el tema ser\u00eda interminable y lo dejamos aqu\u00ed por hoy,<\/p>\n<p>En lo que se refiere a la pregunta: \u00bfSe degrada el Universo? Tendremos que decir que S\u00ed, el universo es un sistema cerrado, y, la Entrop\u00eda no deja de aumentar, lo que supone que cada per\u00edodo de tiempo (en el contexto del universo), que transcurra, habr\u00e1 menos energ\u00eda para formar estrellas.<\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<\/div>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F03%2F04%2F%25c2%25bfesta-degradandose-el-universo-2%2F&amp;title=%C2%BFEst%C3%A1+degrad%C3%A1ndose+el+Universo%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%2F03%2F04%2F%25c2%25bfesta-degradandose-el-universo-2%2F&amp;title=%C2%BFEst%C3%A1+degrad%C3%A1ndose+el+Universo%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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