{"id":12384,"date":"2020-01-02T08:20:06","date_gmt":"2020-01-02T07:20:06","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12384"},"modified":"2021-01-02T08:22:13","modified_gmt":"2021-01-02T07:22:13","slug":"la-fisica-de-particulas-y-el-modelo-estandar","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/02\/la-fisica-de-particulas-y-el-modelo-estandar\/","title":{"rendered":"La F\u00edsica de Part\u00edculas y el Modelo est\u00e1ndar"},"content":{"rendered":"<p style=\"text-align: justify;\">El hombre se ha preguntado durante largo tiempo, \u201c\u00bfDe qu\u00e9 est\u00e1 hecho el mundo?\u201d Dem\u00f3crito de Abdera nos hablaba del \u201c\u00e1tomo\u201d y Emp\u00e9docles de \u201celemenmtos\u201d, otros, se refer\u00edan a la sustancia c\u00f3smica a la que llamaban Ylem, aquella \u201csemilla\u201d primera que dar\u00eda lugar a la venida de la materia. \u00bfNo ser\u00e1 aquel Ylem, a lo que hoy llaman <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/ci4.googleusercontent.com\/proxy\/ZElEIdz2D9gFiaP1x3QkILbshLUafBGWlqEB8BG5dXqLB1XXcC2rEOz59g2EOBaeDo1CcOTjLlf1Uo1rz8e36CJspFJGhn0Hk20mwp0KqY6HrtBPeIE5MutQzKrsTePXDTS2R9LaSK0uYuWdelza4iYHwA=s0-d-e1-ft#http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQiJ4-3sgeLY4NWdTBSwsyNobl8wywnt-km22roioJ8_dENX2gbow\" alt=\"\" width=\"252\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ahora sabemos que, no s\u00f3lo nuestro mundo, sino todo el inmenso Universo, est\u00e1 hecho de peque\u00f1os objetos infinitesimales a las que hemos denominado part\u00edculas subat\u00f3micas y que forman varias familias. Unas son m\u00e1s elementales que otras y seg\u00fan, a qu\u00e9 familia pertenezcan, atienden o se rigen por una u otra fuerza elemental.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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8NaIKV\/Lpgh1IIzkWACzOe+4KM+3EDWnwNpDqn1T5s3q68opWKxzEFbk7VDOSgI9Ynv8sBvuH8ProXZWpUE56sz\/DuxJ7CBlQEC11BBBGQRgj2g94Gnr8J6BUKLpa1Vgg6AggVndWFOcrtbqMdj2gH8KaEgg6ZMGrksOoDV7i21uvX1mJyeuSTAvHhjRbt\/wCXUkqVJJLZynLJOT1bYSu7vjpmB618B0qsrihAyMrK2OoZUNakfEISvygbKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICBhNxFQSOXb0OOlLEft0gU9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/AGgPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/wBoD0mvu7voP9oD0mvu7voP9oD0mvu7voP9oD0mvu7voP8AaA9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/AGgPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/wBoD0mvu7voP9oD0mvu7voP9oD0mvu7voP9oD0mvu7voP8AaA9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/aA9Jr7u76D\/AGgPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/2gPSa+7u+g\/wBoGdAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQIlxrxulNrU1UtqGTo5D7FB9mcHJgZ3hrxRXq9ybDVanU1sc5HtU+Ygb+AgICAgY2r1i1\/EnsJWdQ6pi4cfN5mfUMTOmMnFfahA9ucypxf8lrNtZMeo++9m2wRwQCOxnpseSuSsWrPiWV03CAgIFGbHU+XeBEdb45QMVppNoH827YD8uhk2nCmY3adLvD0S9q92S3b\/LY8B8T1aklNprsAztJzkfAzlm49sfn3CLzOm5ONHdvcfdvpHVxAQEBAQEBAQEBAQEBAQKGB898dpsr1ey7ctaNdzcVWXesT6hKVsrMMHp1xAlH4Z6Zmv05V3tGnSzmWPWamKksEVlJJHQjuSSFzA64IFYCAgUMDTX9bjn2ieE5sd\/UrRk\/2Gs+0C4fx3d6LHOsfL6lNT0dgW68oOcYPtHwl5z+JgjBeYiN6Zl0rhJOz5E4m3\/HrWnian7zoj0zZeskBAQNP4vdhpLiv9ODj2E4P+J248ROSNp3TYrPJp3fdzXiGjU6G6znPSakZs1vyznGAWYdcDOcfCTOVNlx1XJkj1LK4fXVXZpjprWuBtXa7WNaWy2G9ZupGMzOPzhnbbBPdw7xbzGp9usSseXICAgICAgICAgajiHH66SwKuxVgvqgHJK7zjr5CRM3MpinUx+P\/aXg4V8upiYjxvz++m1qcMAw7MAR8j2kqs7jcIsxqdSumWCAgIGu4nwTTagg3Uq5Xs3Y49mR1xA9+H8PpoXZTWta98KMZPtPtMDKgICAgIGFrtDv6g4OMfOUnU+kxybRlxz23j+WJhruF8DNNVdCnFdShVyxc4HxMrrdI5nIybzWiI+ujTd01hQFHYT03HwUwY4x09QyvnYICAged9SurIwyrAhh7Qe8zE6ncNq2mtotHuEI1Xg7UIxGnsRq2z6thII+B6HMn15dLR88L+nV8V66zV8\/hsvDvhY0sLbmVnUYrVRhU+XtnLNyItHbWNQic3qUZKfCxRqv+UpkRUkBAQEBAQEBAoYER4w1f5mw8k+qjqz8zaCwr3HC+3b0zKjPNJzT4\/vv8Lfjxf4ER3fWJ1r6b1\/lKdERy68DA2LgewYGJaY9dkaVeTcXnf3l7TdoQIZ48s1Qt0ope1KzzOca+bjsuzdylLe34QMHUcX4nS1i11l1e\/UFLLuYyqFFXKQBUZgpBsPb+WBdxXjXEGRsbqHr1VQetNK9hFIuUM\/M7OChJwBnHTpiBfxHifEGrbeu2p77KiyUWb0rRWZHIVtzB2Cr0Axu7wMvhfF+JPbVzKFqQtSticpiRvpZ3IfOAFdQO3nAmMBAQBgc04f424gz6ZbKFCW6m1WtxhbKwLuWlfX\/ALg5Jz8Me3oGafxBW6pOSiq96aXa5vUJU2oqstItbadu0VFexyzKMCBl6PxwXbTgaY7LvywZ2uG5TqA5XChcMP4Z65GciBMoFYCAgeWqrZkZVc1lgQHUAlT7QGBH94HP38Sa3SaMXOz6q2x7wqPSq9KS+ANm3BYKD\/MT5AwN1oPFb2akabk7W5xRuj9K+QLVfJGOrEr+0CVwEBAQEBAQEBAoYER45pubqHC6QWGsLuY38oNkZAI8+kp+VjjJmnVN6\/OlxxcnwsMbya3+N6Syn9K9MdB0Hl07S2r6hUW9yvmzBAQEBApiBWAgICAgWCpeg2jAOR0HQ+0f3P8AeB5fkatpTlJtPddi4Pn1GMQPTkr\/AEjy8h5dv7QPSAgICAgU2wG2BWAgICAgICAgIFDAiHHake25xpTaKgOc3PNXlnCqD16Sn5Va2yWns3r350ueLe1MdazfW\/Ua2lelYFEK9ioI+WOktqTusTCovExaYl6zZqQEBAtZwO5A+ZxAqIFYCAgICAgULTWbxHuQmwrAQEBAQKMwHc4g1tQNmCfC6AgICAgICAgIFDAhXEb6LrLWbS3llwFCq6h8DpzAD2z\/AIlJmvjyXtM0nf8Afz+68w0y46ViL11P7eP2THTE7EyNp2jK+zp2lzT9MKW\/6p87es2akBAQOd+LlVtaRqnZaRWORgkKTg7u3nmBmcMu1lehruQ2OKL8ivaGa3TbgrDqMkgFmGCCdo75ge\/\/AInuo1FWjsoe535TWW7q0CC+x1AA6bhXgA46\/PzCYwEBAQEDT6gZd95P+meL5sd3Kv8AHmY\/8WFOKa+6jS85UDmsqbAxIPK3DmMMeYTJx54xPTdN+J\/TV+J7\/wB0yrwzjauM2ELzHzQAGO6pnK0OenQuBn9xJw3EBAQECKeNNxegOSKDnmEf1dMZ\/bMs+n61aY\/V9Fx0vt1eY\/V9FnAKbTXqk09rIpX\/AKewqHC2EHqAwII\/T0mnP18u\/wBX1adS1PbMx831ZHB+NahkS66p1\/MNXWtWEQ1OFItLFmBIL5AHX9Ix3leqklECsBAQEBAQEChgQ\/jtzi+319QCAvJ5SEpnH82O\/WU3KtMZbebfjUeFzxKVnFXxXz73PlI+E63nVhtrKezbl2HIHXAPlLLj5fiUidKzkYvhXmv+PLOndxIFpce0dO\/WBdA87alboyhvZkA\/8wLgR26du3w+UC16VJDFQSv6SVBI+R8oHpAQECjEDqTiADD2wKMo8wJpbHW07tESKPtIOcbSOue2PjNxgajg1Nli2sCSiqEAYqo2tuU4UjPX2\/8AyYGxgVgIFpcDzHt7+UCjoGGCAQfaMiZiZj0zEzHmBVC9AAPYB0mJmZ9kzM+ZUsVTgEA+YBwe3mPl7YYXwKwEBAQEBAQKGBD+O6i5NQ2TcdwK1KgO3BTAOR\/NvlPyb3rm+v4169f\/AFccXHivhj1+d+\/f+NJXpQ2xN36to3fPHWWuPfbG\/apvrunXp7TdqQOe+MvCutv1Oo1Gnbbv09VKqbMLYpd+erDyIVlYN7Vx2zA9L9BxkPqSLGPR\/wAuFdFRl9Tlr6zZVhtYZ2juck56At4TxN9TVqWVxt\/OKFGpA5XM5Z0+4AgMBtYEDPcdxA9X4FxJRWVvd3NVC22vZXzAeerahVYIBjl7sdIHnZw7jI2AWs2CQjc5MJjUFg1+RmwGjaNoHfPtzAnsBAQNL4z4fZqNFqaKhl7ayqAts6n\/AFeUCIp4e4vRzVqt3oLqVRg\/8WzTV1uFUksvrqzICdw3Bc+0EM1eH8XOylnZkPLNtjW1qSv5ayt0IXru5xRiR06dDAx+G+HeJflUqay2s1aLl8s3pYtl+CpNhIY7OxABHxEDLv4VxcO7VXlc84Vqzqa0X8uopwuO\/ODf\/kDc+E6NYou\/MlgrWA6dLLFtsRRWofey9DmwOQMnAI+QDfwECC+OvDOs1NzXaZgrro7Kq9z4V2sYh0cewo3RvIgQPK7hnGA9wS1gopYaba6BB\/02xEfLZDC4FtwU9x62OgC+vhnEbNTp9Rcjha9SWFa6lQa6mpRfW2kBgLFYkZPQwKJwHiYpoJvezUDTWrbY1lZZLnbT9KiFHq4rs9vfrmBbxPhnGQGWm6xxnUilufWrKzMp0z2kr66KocFep6jofIJ8vbr384FYCAgICAgUMSI3xDiGrsrdBobFLqQDzF6ZHfvKzNmz2rNYxz\/CzwYOPS9bTlj\/AKlINIpCID3Crn546yxpGqxtXXmJtOnrNmpAifFvF7Va0aNNMXwKi9htSvHNJClFY5fBHUD24EDV8K8f2s1NT6Y2Hk0vfYGWvrbWbM1VscuOw6eZI8jA9tP41uss0hVdOK9QGLj8yHceqrIvQYFmCfU65xA8r\/Hdu3T2NRyRYld5TnKzWVuy1qiZT1nyxJQdcBevWB66vxvbtsxRy\/8Au8pxYHJ5OpWh9ylcDO4Hz7wMi3xxjdipOl5oUPqBWwIs5Ze5dv8ADQkZB65yvtgSDw7xUarT16gJs5gPTO7sSPVP8ynHQ+YxA2UDXeIeJ\/ldPbqNm\/lLu2525+GfKBF9R48es2CzSY5Sao+rduy2m27h+kdCH7+0doFONeOgoPKClVZzzRcgR0pSux1RipUu3M27f9J6iBXX+OLBvA05Vf8AqFR94LBqdPz\/AFkK4GR0794F+p8d7BaeUp5LpUQ1wSxnYoC5rx6tQ5md\/sGcQJD4a4v+bp5uzYRZZWcMLFJrcoWrYfqU46GBtYCBFOP+JrNNqmrbkildI15L2FGLK5BAwDkYx0Az1gayn8R15RssoWpgNX0N64Z9OqMqK2OpcWDA79D0MC7XeOzVbeTUWWpLgtYsUNuoVbGd127lVg4AOcdB06wPTU+OHQ2F9Oy\/lm1C211sLTZyqKrl2kgdxcP7GA1Xj7lsqmqtzsDty9ULAwaxUC0+r\/EcbslemOntgTiAgICAgICAgMQEBAQPKzToxDMisV\/SSoJHyJ7QKHS15VuWuU\/SdoyvyPlAoNFUP\/KT9W79C\/q\/q7d\/jAubToduUU7P0eqPV\/2+yAOnT+hfP+UeZyf8wKNpKjuJrQl\/1ZQHd\/u6dYHqqgAADAHQAdMfKBWBa6gjBAIPcEZgWnTp\/QvXOfVHn3\/vAs\/J1YC8tMA5A2DAI6AgY7wLzQh7opzn+UeYwf7iBa2lrJJNakkbSdgJI9h+HwgeldYUBVAUDsAMAfICBdAQPOyhGOWRWIBAJUHoe46+2BYdHVgDlJgdQNi4Hl06eyBcdNXknYuWGGO0ZI9h9ogV5Kd9oz18h5jB\/wAQLF0dQ24qQbDlcIBtJ7kdOkD3gICAgICB\/9k=\" alt=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><img decoding=\"async\" src=\"https:\/\/www.drgen.com.ar\/wp-content\/uploads\/2012\/12\/quarks_antiquarks_bariones_mesones.jpg\" alt=\"Quarks, antiquarks, bariones y mesones | DrGEN.com.ar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los Quarks se juntan en tripletes para formar Bariones y 1 <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> y 1 anti-quarks forman un <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mes\u00f3n<\/a>, ambos, <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a> y <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> son Hadrones, y, los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que son Bariones, cuando est\u00e1n en el n\u00facleo at\u00f3mico se llaman <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2019\/02\/Dibujo20190221-proton-neutron-free-and-inside-nucleus-nature-d41586-019-00577-0-700x448.jpg\" alt=\"C\u00f3mo cambian los nucleones al ser confinados en un n\u00facleo - La Ciencia de  la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"https:\/\/ci4.googleusercontent.com\/proxy\/gj8NNCxbu4omd6t98wUXL2a0LUOTIupUJB3v_DTfW0o023ZKufx4cHuSd9Y6ArZCY4ExmXJCGrbZlpGwxi6kvNYbNee6OrcqQhR8ShQrYVgjJSNpSuzvyYBaQl8GSkyTXyw8TEdwINPZFMhAw9gc09IXTFu9=s0-d-e1-ft#http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Son los constituyentes fundamentales de toda la materia del Universo (por lo menos de toda la materia conocida y que podemos detectar formando estrellas y mundos, galaxias o seres vivos). Hemos podido llegar a saber que, de esas briznas de materia se forman los n\u00facleos que, rodeados de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">electrones<\/a> conforman los \u00e1tomos de la materia.<\/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:\/\/3.bp.blogspot.com\/_w1kycNNBkOE\/S-qxoxZPskI\/AAAAAAAADEQ\/KZhoOEFppzQ\/s1600\/1a2.jpg\" alt=\"\" width=\"478\" height=\"369\" \/><\/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 Todo lo grande est\u00e1 hecho de &#8220;cosas&#8221; peque\u00f1as<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los grupos de \u00a0\u00e1tomos conforman las mol\u00e9culas que son las unidades fundamentales de los compuestos qu\u00edmicos pero, comencemos por los n\u00facleos at\u00f3micos:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/ci5.googleusercontent.com\/proxy\/Gs43cX0eIlGTUJ85l8Caon9M9XSPtx79SSgQB5-DGj5DTMFKf8nwdzQqZ1eh8Ahy_oqvtdir4OIrXqYOdoIGjg2oZ9VABNcMN2eD=s0-d-e1-ft#http:\/\/www.ehu.es\/biomoleculas\/isotopos\/jpg\/atom2.gif\" alt=\"\" width=\"431\" height=\"282\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Muchas son las veces que aqu\u00ed mismo he podido explicar, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">quarks<\/a> u y d se hallan en el interior de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> y, por tanto, su habitat est\u00e1 en los n\u00facleos at\u00f3micos donde se encuentran confinados y, en realidad, no intervienen directamente \u00a0en las propiedades de los n\u00facleos. Sin embargo, no podemos olvidar que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> est\u00e1 ah\u00ed reteniendo a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">quarks<\/a> por medio de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a> y, eso hace que, el n\u00facleo sea estable.<\/p>\n<p style=\"text-align: justify;\">Los n\u00facleos at\u00f3micos constituyen un tipo de materia que, aisladamente, de forma individual (si exceptuamos el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>), siempre est\u00e1n en ambientes muy energ\u00e9ticos, por ejemplo, en el interior de las estrellas. En nuestro entorno terr\u00e1queo, es raro encontrar n\u00facleos aislados, sino parcial o totalmente confinados dentro de los \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">Sabemos que el n\u00famero de espec\u00edmenes at\u00f3micos es limitado, existiendo ciertas razones para suponer que hacia el n\u00famero at\u00f3mico 173 los correspondientes n\u00facleos ser\u00edan inestables, no por razones intr\u00ednsecas de inestabilidad \u201cradiactiva\u201d nuclear, sino por razones relativistas. Ya se\u00f1al\u00e9 en otros escritos que, el n\u00famero de especies at\u00f3micas, naturales y artificiales, es de unos pocos miles, en cambio, el n\u00famero de mol\u00e9culas conocidas hasta ahora comprenden unos pocos millones de espec\u00edmenes, aumentando continuamente el n\u00famero de ellas gracias a la s\u00edntesis que se lleva a cabo en numerosos laboratorios repartidos por todo el mundo.<\/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=\"Definici\u00f3n de mol\u00e9cula - Qu\u00e9 es, Significado y Concepto\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Definici\u00f3n de Mol\u00e9cula - Diego Calvo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQQHO3_M-z5HlhgnyBIT3CjQG7O5-Ygd1dcyA&amp;usqp=CAU\" alt=\"Los componentes de una mol\u00e9cula \u2013 informaticaaplicadagmp\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una mol\u00e9cula es una estructura, con individualidad propia, constituida por un conjunto de n\u00facleos y sus \u00a0electrones. La mol\u00e9cula m\u00e1s sencilla es la de Hidr\u00f3geno que tiene dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">electrones<\/a>, hasta las m\u00e1s complejas como las de las prote\u00ednas, con muchos miles de ellos, existen toda una gama de varios millones. Esta extraordinaria variedad de especies moleculares contrasta con la de las especies nucleares e incluso at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">Desde el punto de vista de la informaci\u00f3n, las especies moleculares la poseen en mucho mayor grado que las nucleares o at\u00f3micas. Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">electrones<\/a> m\u00e1s d\u00e9bilmente ligados. Concretando un poco m\u00e1s, se podr\u00eda admitir que la citada informaci\u00f3n la aportan los orbitales at\u00f3micos, pues son precisamente estos orbitales los que introducen diferencias \u201cgeom\u00e9tricas\u201d entre los diferentes <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/#\" target=\"_blank\">electrones<\/a> \u201ccorticales\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/1.bp.blogspot.com\/_hElGAt7nJR4\/SxXMoGHtWxI\/AAAAAAAAAAM\/CSwXw73xhRo\/s400\/molecula.jpg\" alt=\"\" width=\"310\" height=\"330\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQeo-qYFnGOKLRIrM0W53PJXhVCsaJLgd7vzA&amp;usqp=CAU\" alt=\"\n<\/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%2F2020%2F01%2F02%2Fla-fisica-de-particulas-y-el-modelo-estandar%2F&amp;title=La+F%C3%ADsica+de+Part%C3%ADculas+y+el+Modelo+est%C3%A1ndar' 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; 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