{"id":1513,"date":"2021-03-10T05:20:30","date_gmt":"2021-03-10T04:20:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1513"},"modified":"2021-03-10T05:21:45","modified_gmt":"2021-03-10T04:21:45","slug":"algun-dia-sabremos-lo-que-la-materia-es","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/10\/algun-dia-sabremos-lo-que-la-materia-es\/","title":{"rendered":"Alg\u00fan d\u00eda sabremos lo que la Materia es"},"content":{"rendered":"<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\"><strong style=\"mso-bidi-font-weight: normal;\">AVANCES DE LA HUMANIDAD<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Sir_William_Crookes_1906.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/50\/Sir_William_Crookes_1906.jpg\/220px-Sir_William_Crookes_1906.jpg\" alt=\"Sir William Crookes 1906.jpg\" width=\"220\" height=\"293\" data-file-width=\"471\" data-file-height=\"628\" \/><\/a><br \/>\n<strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">William Crookes, 1906<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0Fue un qu\u00edmico\u00a0ingl\u00e9s, uno de los cient\u00edficos m\u00e1s importantes en Europa del siglo XIX,\u00a0\u00a0tanto en el campo de la f\u00edsica como en el de la qu\u00edmica. En 1863 ingres\u00f3 en la Royal Society,\u00a0\u00a0y fue nombrado\u00a0<em>Sir<\/em>\u00a0en 1910.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u200b<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/ce\/Cathode_ray_tube2.png\/300px-Cathode_ray_tube2.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Tubo de rayos cat\u00f3dicos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es conocido por ser el inventor del tubo de rayos cat\u00f3dicos,\u00a0por el descubrimiento del elemento Talio, y por ser el primero en analizar el gas Helio\u00a0en laboratorio.<\/p>\n<p style=\"text-align: justify;\"><strong>Uranio X<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c1\/Thorium_decay_chain_from_lead-212_to_lead-208.svg\/220px-Thorium_decay_chain_from_lead-212_to_lead-208.svg.png\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/7a\/Isotopes_and_half-life.PNG\/300px-Isotopes_and_half-life.PNG\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Diagrama de\u00a0<a title=\"Emilio Gino Segr\u00e8\" href=\"https:\/\/es.wikipedia.org\/wiki\/Emilio_Gino_Segr%C3%A8\">Segr\u00e8<\/a>. El color indica el\u00a0<a title=\"Periodo de semidesintegraci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Periodo_de_semidesintegraci%C3%B3n\">periodo de semidesintegraci\u00f3n<\/a>\u00a0de los is\u00f3topos radiactivos conocidos, tambi\u00e9n llamado\u00a0<a title=\"Semivida\" href=\"https:\/\/es.wikipedia.org\/wiki\/Semivida\">semivida<\/a>. Obs\u00e9rvese que un ligero exceso de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> favorece la estabilidad en \u00e1tomos pesados.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Productos de decaimiento intermedios de la cadena de desintegraci\u00f3n\u00a0desde plomo 212 hasta plomo 208.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/d5086c08580e770f07075284fa3c361c84207499\" alt=\"{\\displaystyle {\\mbox{U 238}}\\rightarrow \\overbrace {\\underbrace {\\mbox{Th 234}} _{\\mbox{hijo del U 238}}\\rightarrow \\underbrace {\\mbox{Pa 234m}} _{\\mbox{nieto del U 238}}\\rightarrow \\ldots \\rightarrow {\\mbox{Pb 206}}} ^{\\begin{array}{c}{\\mbox{Productos de decaimiento del U 238}}\\end{array}}}\" \/><\/p>\n<\/blockquote>\n<p>En este ejemplo:<\/p>\n<ul>\n<li><sup>234<\/sup>Th,\u00a0<sup>234m<\/sup>Pa,\u2026,<sup>206<\/sup>Pb son los productos de decaimiento de\u00a0<sup>238<\/sup>U.<\/li>\n<li><sup>234<\/sup>Th es el\u00a0<em>hijo<\/em>\u00a0del\u00a0<em>padre<\/em>\u00a0<sup>238<\/sup>U.<\/li>\n<li><sup>234m<\/sup>Pa (234 metaestable)\u00a0es el\u00a0<em>nieto<\/em>\u00a0de\u00a0<sup>238<\/sup>U.<\/li>\n<\/ul>\n<p>A estos is\u00f3topos\u00a0podr\u00eda denomin\u00e1rseles tambi\u00e9n productos hijos de\u00a0<sup>238<\/sup>U.\u200b<\/p>\n<p>Los productos de decaimiento son importantes para comprender la desintegraci\u00f3n radiactiva y la administraci\u00f3n de rediduos radiactivos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/43\/Sch%C3%A9maDechetsNucleaires_ES.svg\/300px-Sch%C3%A9maDechetsNucleaires_ES.svg.png\" alt=\"\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">Producci\u00f3n y gesti\u00f3n de residuos en una central nuclear.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">El Uranio X<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">Antigua denominaci\u00f3n radioqu\u00edmica del nucleido\u00a0234Th, de la serie radiactiva natural del uranio. Su s\u00edmbolo\u00a0era UX1<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Ha pasado m\u00e1s de un siglo desde que se hicieron una serie de observaciones desconcertantes, que condujeron al esclarecimiento.\u00a0 El ingl\u00e9s William Crookes (el del &#8220;tubo Crookes&#8221;) logr\u00f3 disociar del uranio una sustancia cuya \u00ednfima cantidad result\u00f3 ser mucho m\u00e1s radiactiva que el propio uranio.\u00a0 Apoy\u00e1ndose en su experimento, afirm\u00f3 que el uranio no ten\u00eda <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, y que esta proced\u00eda exclusivamente de dicha impureza, que \u00e9l denomino &#8220;uranio X&#8221;.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<table>\n<tbody>\n<tr>\n<th colspan=\"3\"><a title=\"Protactinio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Protactinio\">Protactinio<\/a>\u00a0\u2190\u00a0<strong>Uranio<\/strong>\u00a0\u2192\u00a0<a title=\"Neptunio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neptunio\">Neptunio<\/a><\/th>\n<\/tr>\n<tr>\n<td colspan=\"3\">\n<table border=\"0\" cellspacing=\"1\" cellpadding=\"0\" align=\"center\">\n<tbody>\n<tr>\n<td><a title=\"Hidr\u00f3geno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3geno\">\u00a0<\/a><\/td>\n<td><\/td>\n<td rowspan=\"5\" colspan=\"7\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Orthorhombic.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/dd\/Orthorhombic.svg\/32px-Orthorhombic.svg.png\" alt=\"Orthorhombic.svg\" width=\"32\" height=\"42\" data-file-width=\"108\" data-file-height=\"142\" \/><\/a><\/td>\n<td rowspan=\"5\" colspan=\"7\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Capa_electr%C3%B3nica_092_Uranio.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/3a\/Capa_electr%C3%B3nica_092_Uranio.svg\/42px-Capa_electr%C3%B3nica_092_Uranio.svg.png\" alt=\"Capa electr\u00f3nica 092 Uranio.svg\" width=\"42\" height=\"45\" data-file-width=\"800\" data-file-height=\"860\" \/><\/a><\/td>\n<td rowspan=\"3\" colspan=\"10\">\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"center\">\n<tbody>\n<tr>\n<td>\n92<\/td>\n<td><strong>U y Ur<\/strong><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<td colspan=\"5\"><\/td>\n<td><a title=\"Helio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Helio\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Litio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Litio\">\u00a0<\/a><\/td>\n<td><a title=\"Berilio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Berilio\">\u00a0<\/a><\/td>\n<td><a title=\"Boro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Boro\">\u00a0<\/a><\/td>\n<td><a title=\"Carbono\" href=\"https:\/\/es.wikipedia.org\/wiki\/Carbono\">\u00a0<\/a><\/td>\n<td><a title=\"Nitr\u00f3geno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nitr%C3%B3geno\">\u00a0<\/a><\/td>\n<td><a title=\"Ox\u00edgeno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">\u00a0<\/a><\/td>\n<td><a title=\"Fl\u00faor\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fl%C3%BAor\">\u00a0<\/a><\/td>\n<td><a title=\"Ne\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ne%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Sodio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sodio\">\u00a0<\/a><\/td>\n<td><a title=\"Magnesio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Magnesio\">\u00a0<\/a><\/td>\n<td><a title=\"Aluminio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Aluminio\">\u00a0<\/a><\/td>\n<td><a title=\"Silicio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Silicio\">\u00a0<\/a><\/td>\n<td><a title=\"F\u00f3sforo\" href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%B3sforo\">\u00a0<\/a><\/td>\n<td><a title=\"Azufre\" href=\"https:\/\/es.wikipedia.org\/wiki\/Azufre\">\u00a0<\/a><\/td>\n<td><a title=\"Cloro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cloro\">\u00a0<\/a><\/td>\n<td><a title=\"Arg\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Arg%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Potasio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Potasio\">\u00a0<\/a><\/td>\n<td><a title=\"Calcio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Calcio\">\u00a0<\/a><\/td>\n<td><a title=\"Escandio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Escandio\">\u00a0<\/a><\/td>\n<td><a title=\"Titanio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Titanio\">\u00a0<\/a><\/td>\n<td><a title=\"Vanadio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Vanadio\">\u00a0<\/a><\/td>\n<td><a title=\"Cromo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cromo\">\u00a0<\/a><\/td>\n<td><a title=\"Manganeso\" href=\"https:\/\/es.wikipedia.org\/wiki\/Manganeso\">\u00a0<\/a><\/td>\n<td><a title=\"Hierro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hierro\">\u00a0<\/a><\/td>\n<td><a title=\"Cobalto\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cobalto\">\u00a0<\/a><\/td>\n<td><a title=\"N\u00edquel\" href=\"https:\/\/es.wikipedia.org\/wiki\/N%C3%ADquel\">\u00a0<\/a><\/td>\n<td><a title=\"Cobre\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cobre\">\u00a0<\/a><\/td>\n<td><a title=\"Zinc\" href=\"https:\/\/es.wikipedia.org\/wiki\/Zinc\">\u00a0<\/a><\/td>\n<td><a title=\"Galio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Galio\">\u00a0<\/a><\/td>\n<td><a title=\"Germanio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Germanio\">\u00a0<\/a><\/td>\n<td><a title=\"Ars\u00e9nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ars%C3%A9nico\">\u00a0<\/a><\/td>\n<td><a title=\"Selenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Selenio\">\u00a0<\/a><\/td>\n<td><a title=\"Bromo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bromo\">\u00a0<\/a><\/td>\n<td><a title=\"Kript\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Kript%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Rubidio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rubidio\">\u00a0<\/a><\/td>\n<td><a title=\"Estroncio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estroncio\">\u00a0<\/a><\/td>\n<td><a title=\"Itrio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Itrio\">\u00a0<\/a><\/td>\n<td><a title=\"Circonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Circonio\">\u00a0<\/a><\/td>\n<td><a title=\"Niobio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Niobio\">\u00a0<\/a><\/td>\n<td><a title=\"Molibdeno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Molibdeno\">\u00a0<\/a><\/td>\n<td><a title=\"Tecnecio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tecnecio\">\u00a0<\/a><\/td>\n<td><a title=\"Rutenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rutenio\">\u00a0<\/a><\/td>\n<td><a title=\"Rodio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rodio\">\u00a0<\/a><\/td>\n<td><a title=\"Paladio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Paladio\">\u00a0<\/a><\/td>\n<td><a title=\"Plata\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plata\">\u00a0<\/a><\/td>\n<td><a title=\"Cadmio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cadmio\">\u00a0<\/a><\/td>\n<td><a title=\"Indio (elemento)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Indio_(elemento)\">\u00a0<\/a><\/td>\n<td><a title=\"Esta\u00f1o\" href=\"https:\/\/es.wikipedia.org\/wiki\/Esta%C3%B1o\">\u00a0<\/a><\/td>\n<td><a title=\"Antimonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antimonio\">\u00a0<\/a><\/td>\n<td><a title=\"Telurio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Telurio\">\u00a0<\/a><\/td>\n<td><a title=\"Yodo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Yodo\">\u00a0<\/a><\/td>\n<td><a title=\"Xen\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Xen%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Cesio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cesio\">\u00a0<\/a><\/td>\n<td><a title=\"Bario\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bario\">\u00a0<\/a><\/td>\n<td><a title=\"Lantano\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lantano\">\u00a0<\/a><\/td>\n<td><a title=\"Cerio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cerio\">\u00a0<\/a><\/td>\n<td><a title=\"Praseodimio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Praseodimio\">\u00a0<\/a><\/td>\n<td><a title=\"Neodimio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neodimio\">\u00a0<\/a><\/td>\n<td><a title=\"Prometio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Prometio\">\u00a0<\/a><\/td>\n<td><a title=\"Samario\" href=\"https:\/\/es.wikipedia.org\/wiki\/Samario\">\u00a0<\/a><\/td>\n<td><a title=\"Europio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Europio\">\u00a0<\/a><\/td>\n<td><a title=\"Gadolinio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gadolinio\">\u00a0<\/a><\/td>\n<td><a title=\"Terbio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Terbio\">\u00a0<\/a><\/td>\n<td><a title=\"Disprosio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Disprosio\">\u00a0<\/a><\/td>\n<td><a title=\"Holmio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Holmio\">\u00a0<\/a><\/td>\n<td><a title=\"Erbio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Erbio\">\u00a0<\/a><\/td>\n<td><a title=\"Tulio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tulio\">\u00a0<\/a><\/td>\n<td><a title=\"Iterbio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Iterbio\">\u00a0<\/a><\/td>\n<td><a title=\"Lutecio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lutecio\">\u00a0<\/a><\/td>\n<td><a title=\"Hafnio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hafnio\">\u00a0<\/a><\/td>\n<td><a title=\"T\u00e1ntalo (elemento)\" href=\"https:\/\/es.wikipedia.org\/wiki\/T%C3%A1ntalo_(elemento)\">\u00a0<\/a><\/td>\n<td><a title=\"Wolframio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Wolframio\">\u00a0<\/a><\/td>\n<td><a title=\"Renio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Renio\">\u00a0<\/a><\/td>\n<td><a title=\"Osmio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Osmio\">\u00a0<\/a><\/td>\n<td><a title=\"Iridio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Iridio\">\u00a0<\/a><\/td>\n<td><a title=\"Platino\" href=\"https:\/\/es.wikipedia.org\/wiki\/Platino\">\u00a0<\/a><\/td>\n<td><a title=\"Oro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Oro\">\u00a0<\/a><\/td>\n<td><a title=\"Mercurio (elemento)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mercurio_(elemento)\">\u00a0<\/a><\/td>\n<td><a title=\"Talio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Talio\">\u00a0<\/a><\/td>\n<td><a title=\"Plomo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo\">\u00a0<\/a><\/td>\n<td><a title=\"Bismuto\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bismuto\">\u00a0<\/a><\/td>\n<td><a title=\"Polonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Polonio\">\u00a0<\/a><\/td>\n<td><a title=\"\u00c1stato\" href=\"https:\/\/es.wikipedia.org\/wiki\/%C3%81stato\">\u00a0<\/a><\/td>\n<td><a title=\"Rad\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rad%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<tr>\n<td><a title=\"Francio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Francio\">\u00a0<\/a><\/td>\n<td><a title=\"Radio (elemento)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radio_(elemento)\">\u00a0<\/a><\/td>\n<td><a title=\"Actinio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Actinio\">\u00a0<\/a><\/td>\n<td><a title=\"Torio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Torio\">\u00a0<\/a><\/td>\n<td><a title=\"Protactinio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Protactinio\">\u00a0<\/a><\/td>\n<td><a>\u00a0<\/a><\/td>\n<td><a title=\"Neptunio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neptunio\">\u00a0<\/a><\/td>\n<td><a title=\"Plutonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plutonio\">\u00a0<\/a><\/td>\n<td><a title=\"Americio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Americio\">\u00a0<\/a><\/td>\n<td><a title=\"Curio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Curio\">\u00a0<\/a><\/td>\n<td><a title=\"Berkelio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Berkelio\">\u00a0<\/a><\/td>\n<td><a title=\"Californio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Californio\">\u00a0<\/a><\/td>\n<td><a title=\"Einstenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Einstenio\">\u00a0<\/a><\/td>\n<td><a title=\"Fermio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fermio\">\u00a0<\/a><\/td>\n<td><a title=\"Mendelevio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mendelevio\">\u00a0<\/a><\/td>\n<td><a title=\"Nobelio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nobelio\">\u00a0<\/a><\/td>\n<td><a title=\"Lawrencio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lawrencio\">\u00a0<\/a><\/td>\n<td><a title=\"Rutherfordio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rutherfordio\">\u00a0<\/a><\/td>\n<td><a title=\"Dubnio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Dubnio\">\u00a0<\/a><\/td>\n<td><a title=\"Seaborgio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Seaborgio\">\u00a0<\/a><\/td>\n<td><a title=\"Bohrio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bohrio\">\u00a0<\/a><\/td>\n<td><a title=\"Hasio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hasio\">\u00a0<\/a><\/td>\n<td><a title=\"Meitnerio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Meitnerio\">\u00a0<\/a><\/td>\n<td><a title=\"Darmstatio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Darmstatio\">\u00a0<\/a><\/td>\n<td><a title=\"Roentgenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Roentgenio\">\u00a0<\/a><\/td>\n<td><a title=\"Copernicio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Copernicio\">\u00a0<\/a><\/td>\n<td><a title=\"Nihonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nihonio\">\u00a0<\/a><\/td>\n<td><a title=\"Flerovio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Flerovio\">\u00a0<\/a><\/td>\n<td><a title=\"Moscovio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Moscovio\">\u00a0<\/a><\/td>\n<td><a title=\"Livermorio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Livermorio\">\u00a0<\/a><\/td>\n<td><a title=\"Teneso\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teneso\">\u00a0<\/a><\/td>\n<td><a title=\"Oganes\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Oganes%C3%B3n\">\u00a0<\/a><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"3\"><a title=\"Tabla peri\u00f3dica de los elementos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tabla_peri%C3%B3dica_de_los_elementos\">Tabla completa<\/a>\u00a0\u2022\u00a0<a title=\"Tabla peri\u00f3dica de los elementos ampliada\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tabla_peri%C3%B3dica_de_los_elementos_ampliada\">Tabla ampliada<\/a><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:U,92.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/bb\/U%2C92.jpg\/260px-U%2C92.jpg\" alt=\"U,92.jpg\" width=\"260\" height=\"162\" data-file-width=\"386\" data-file-height=\"240\" \/><\/a><\/p>\n<div>Metal blanco plateado<\/div>\n<p><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:HEUraniumC.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/d8\/HEUraniumC.jpg\/125px-HEUraniumC.jpg\" alt=\"HEUraniumC.jpg\" width=\"125\" height=\"100\" data-file-width=\"3200\" data-file-height=\"2560\" \/><\/a>\u00a0<a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:UraniumUSGOV.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/db\/UraniumUSGOV.jpg\/125px-UraniumUSGOV.jpg\" alt=\"UraniumUSGOV.jpg\" width=\"125\" height=\"84\" data-file-width=\"360\" data-file-height=\"242\" \/><\/a><\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"text-align: justify; text-indent: 0px; margin: 0cm 0cm 0pt;\">&#8220;El\u00a0<strong>uranio<\/strong>\u00a0es un\u00a0<a title=\"Elemento qu\u00edmico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Elemento_qu%C3%ADmico\">elemento qu\u00edmico<\/a>\u00a0<a title=\"Metal\" href=\"https:\/\/es.wikipedia.org\/wiki\/Metal\">met\u00e1lico<\/a>\u00a0de color plateado-gris\u00e1ceo de la serie de los\u00a0<a title=\"Act\u00ednido\" href=\"https:\/\/es.wikipedia.org\/wiki\/Act%C3%ADnido\">act\u00ednidos<\/a>, su\u00a0<a title=\"S\u00edmbolo qu\u00edmico\" href=\"https:\/\/es.wikipedia.org\/wiki\/S%C3%ADmbolo_qu%C3%ADmico\">s\u00edmbolo qu\u00edmico<\/a>\u00a0es\u00a0<strong>U<\/strong>\u00a0y su\u00a0<a title=\"N\u00famero at\u00f3mico\" href=\"https:\/\/es.wikipedia.org\/wiki\/N%C3%BAmero_at%C3%B3mico\">n\u00famero at\u00f3mico<\/a>\u00a0es\u00a0<strong>92<\/strong>. Por ello posee 92\u00a0<a title=\"Protones\" href=\"https:\/\/es.wikipedia.org\/wiki\/Protones\">protones<\/a>\u00a0y 92\u00a0<a title=\"Electrones\" href=\"https:\/\/es.wikipedia.org\/wiki\/Electrones\">electrones<\/a>, con una\u00a0<a title=\"Valencia at\u00f3mica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Valencia_at%C3%B3mica\">valencia<\/a>\u00a0de 6. Su n\u00facleo puede contener entre 142 y 146\u00a0<a title=\"Neutrones\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neutrones\">neutrones<\/a>, sus is\u00f3topos m\u00e1s abundantes son el\u00a0<sup>238<\/sup>U que posee 146 <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y el\u00a0<sup>235<\/sup>U con 143 <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. El uranio tiene el mayor peso at\u00f3mico de entre todos los elementos que se encuentran en la naturaleza. El uranio es aproximadamente un 70\u00a0% m\u00e1s\u00a0<a title=\"Densidad\" href=\"https:\/\/es.wikipedia.org\/wiki\/Densidad\">denso<\/a>\u00a0que el\u00a0<a title=\"Plomo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo\">plomo<\/a>, aunque menos denso que el\u00a0<a title=\"Oro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Oro\">oro<\/a>\u00a0o el\u00a0<a title=\"Wolframio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Wolframio\">wolframio<\/a>. Es levemente\u00a0<a title=\"Decaimiento radiactivo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Decaimiento_radiactivo\">radiactivo<\/a>. Fue descubierto como \u00f3xido en\u00a0<a title=\"1789\" href=\"https:\/\/es.wikipedia.org\/wiki\/1789\">1789<\/a>\u00a0por\u00a0<a title=\"Martin Heinrich Klaproth\" href=\"https:\/\/es.wikipedia.org\/wiki\/Martin_Heinrich_Klaproth\">M. H. Klaproth<\/a>\u00a0que lo llam\u00f3 as\u00ed en el honor del planeta\u00a0<a title=\"Urano (planeta)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Urano_(planeta)\">Urano<\/a>\u00a0que acababa de ser descubierto en\u00a0<a title=\"1781\" href=\"https:\/\/es.wikipedia.org\/wiki\/1781\">1781<\/a>.&#8221;<\/p>\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/8e\/Portrait_of_Antoine-Henri_Becquerel.jpg\/220px-Portrait_of_Antoine-Henri_Becquerel.jpg\" alt=\"Portrait of Antoine-Henri Becquerel.jpg\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 Antoine Henri Becquerel<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Por otra parte, Henri Becquerel descubri\u00f3 que el uranio purificado y ligeramente radiactivo adquir\u00eda mayor <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> con el tiempo, por causas desconocidas.\u00a0 Si se dejan reposar durante alg\u00fan tiempo, se pod\u00eda extraer de \u00e9l repetidas veces uranio activo X. Para decirlo de otra manera: por su propia <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, el uranio se convert\u00eda en el uranio X, m\u00e1s activo a\u00fan.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" 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5zxkgiMxFNoJy6hwGkTsF6Tib22ViQwwKdFtOme+UMYR8ig8f47xL+KxF0atZ4G\/wBLdJ9TmPqmW9MBqyaFPPWqEbAwPSF0FCjDI9IJ5eaCsJ0\/e\/JTUaYMgEx15enZOFHn+\/j+91IyjB7dRrr0QMNdtMhp8TuTRz8\/1Wxh9NxEu37fSVn2mGNYSQNSQZOp+PRb1k0bfv0QXaFOFsWio0gANArdtJQbFFThVqB0U7TqgklJNKSCxVbIWbUacxC1XBUSPGfIIM26tZK5Piu3y0ztz5rv301y3E1qKjmM6kfWUGBg+FxSAjlvCo47hIeA0iRznWBz1+i76jZgADbksSswPqVGR4mmDMzlgEecz9UHIXFq1oA2b1G3T9hczf0JrU2iN\/p1+C9CxCziWkQRz6t8h\/dcnb2me8YByJP7mJQdhZ2cUtJjSJ5x9d1xWMW0PqQNnE+RmdPX6r1RlABg6QI\/LkuGxm1Aqv397QfXVB2v2XViaD2k82uHqIP0CrWtQXN5WrT7lQ02xALWMlu8Tq+TvzVP7PL1tvTqOedGU3udP\/rGbU+QWbhvEVarbtY8Bp9w1AJdEZwCDp+Ea7jogZhjW03XtdxfD6pa0z7wbEnftudwApcT4kNxaexh38kyXmId4fC0QeUn\/ajiBdb2waIhzzVJ1jwbDeBJMEfos7HqHs7VzsuR9Umo5rRsampaPIQPRBhcP0cwzHmS75+XZdWyx8Lf3zVLhzDPA3Tt8v7rsKdn4B+\/l1\/ug5qnbg6bGRIOx7j5\/BWKdkQPKdOxW9VwwOjkRsee+x6hIWkiI9eqDEtLYgQ7Ucj1HVX7SjtA8up6yrlSj92N+fQfr+iu2dvAQNpUSrNtT1VqlS0UjKMFA6k2FJSMkpzhAStxogeUk6EUE4VCYe7tCuhyq193dwEEsaLJfbB9YEicoK2BsoLVmpMc0C9ksfHLEj+fTHiaPEB99m5HmNx6jmugypr2IOPxCk2pSkGdy06eIETC53hbDQ66c6NGt08yRGnoV1GKWxoOOX\/DeZH+Sprt2P1UvCVjHtKkbugf\/I\/UoNN9vpC4bHLQmq\/+obd+s+q9IdTXNYjQPtHd3afAboMLh+3b7SpRcPC5skHTwvEPb5bqtTwi3a7K5jwPE0ADTPmb7x2IiR6bhbnscj2VBy8JI6GIJ9ZHqtWtYOe9r2A7ydY1ggyCe4KChf4bSrMoUnNOZpa4BsZQynBM8tTA06\/HB49oksaI0c5rdu\/Vdzb0iJLt9m84aNBr33+C5zi2hmqW7Or57aCUEWDWBDQOw3IOsaldEy30BSsbcQP38lotpIKXsp3H77JjqOUdfz7LRFNA05QZVK1jcSdSeit0qKsmkpGsQRsZCkDU7KkAgiuBp6p7AnVGyPVFoQJBEpIJKreaqVtSr5VatTQOOyVJsBAnkpAEBSIRQKDHxq3D2EH\/AKVjAqGSgwHciT6mUrxmYhvU\/JaFNkAAbDZA1zVj3tLxnfefottUbijLigzBSBBHX9gx6KxZh7mlhJBESWyNjIg91M6hGqnDIH1QENXP4xTzXNLo0OPLsFuNqrGqB7rgloBLW6STEyNTCDbtaUBWYVW1rPBDajIJ2LdWn9FehBGQhCeQjCCIBOToShAEkUkDHiU5rYEIJyBpQSKSCdRvCkKY5AwBSBNaf0TpQJAoprkEVMDOrCqgQ4K0gRTHBPQQVbsGNOo+qc5pzAxIggjSR0IlPrNmPMfVSIK7qA1OxPdZ9rS\/muPYLWeqttT8RKC2wJxSCRQAIowkgCCJQQJBFNJQJFNBSKAEoIFJBZTSEkkACQSSQIJOSSQQqwkkgSBSSQNcnJJIGPUVskkgshJJJAkkkkATUkkCTXJJIGhPSSQMKCSSD\/\/Z\" alt=\"Ernest Rutherford - Wikiquote\" \/><img decoding=\"async\" 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\" alt=\"Part\u00edculas Alfa, Beta y Gamma: el gran descubrimiento de Rutherford y Soddy  | Rinc\u00f3n Educativo\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Rutherford<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Por entonces, Rutherford, a su vez, separ\u00f3 del torio un &#8220;torio X&#8221; muy radiactivo, y comprob\u00f3 tambi\u00e9n que el torio segu\u00eda produciendo m\u00e1s torio X. Hacia aquellas fechas se sab\u00eda ya que el m\u00e1s famoso de los elementos radiactivos, el radio, emit\u00eda un gas radiactivo, denominado rad\u00f3n.\u00a0 Por tanto, Rutherford y su ayudante, el qu\u00edmico Frederick Soddy, dedujeron que, durante la emisi\u00f3n de sus part\u00edculas, los \u00e1tomos radiactivos de transformaban en otras variedades de \u00e1tomos radiactivos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" 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pjlNGcsrRmOUQ0OLnU7CQRPK0rXgMw7el\/aNw2JIP8KSzzFRTLCZ7ukDexvI4qDw1R7WF+mHQYA48OPmFu2ahl+YgVNMPtbkB7lRHSPMSxxcNQ1XMFaMOa3WDrw6wtqE7bcY8YUzRbSrAuiOHPh7hZOScVV6eZa2EEB0h06jAIg7k7ea19GqrXUy\/qwwub1Z0uPaEAEgGeW\/ire3AlzC0hrgOYvHBYOyoGnYBoG0RbzvssV7LZnXaaAp0zpcGzImWjmI47rmWLpVnP7z3wBPGJ5+O\/NdFw2B6oPdVqRqcYcBMNP5SOPHkqV0gY3rXEatBh2oiCLRdo2v+6643hysu27o1hNTwX1dG7g9xEBwJHEyQIJU9leONSv8A09YtJALgWOnUODtrEmDCX6L5Eep6ys6AYLJEyAS4WMLc3oQMRXFSjXLZBfqaJgRIIOwBkj0U8ZNssTtN7GVOrqFzXkgC3HhN7JhuaHrNFgA7cjePDmt+CyvDaB1rXOqidTtRJMHs3McuS34nIsPiARpczkWnSZ8eajK5TjGOmGONv5VDdK+iFLMwKtJ2nEBpAOns1CNmuPnx8VxHGYZ9J7qdRpa9hLXNO4I3C+o8JgmU2AAGGhrRw8DtuTzXOfxf6JmoP6yi0uc0AVQLy0Aw+PDj4eS64W2cozmMv4+nHEIQrQFnR7w8wsFnR7w8wgvCEIQU\/NPmv+4pRN5p81\/3FKIOwfhfhquMwhpiu+kKL4bB4xMxyuLTwV8qYXEU6YbVa2uQAC5oDXG3acQ4xw5zfiuZfgvmZpPqgns66Y9agcBx5tH6rsb8eyoHNAgtEwd52tzXHPGWumOVio4vFU31G0mlrajhqLXCDH+iEjjMvGl2q0z5D23Wnpl0VrVtFag8MqsmZ\/MDwkX9PFasDjywChibVGhskOJF9ybW4WUTHS\/Lc4IYtpOlrTEBYNxVZhBuRKnsSyiC28k2AjcQSSDzslK7NJ1U47R7IImOZV6TuaSfRmq54qauw53hfaQD6TdO1MU6jw1TYCfC9+CrbcXUY\/VqLajo1A7OHA+GyaqYt8EkElw4+Pkt1NJYZzVfWrNDSWtAEaXceRI8U8K9TQGVDquL8xyKjMNWFKXaZaZsTtHILX8Re4uFKdZizv1hJA1nAcWF1Mze7Ty8zuscpa805LBcxM\/6Cq3mucPa9tMC4Inx\/kKbzrMHswTKvV6Q4lgh0dqOUyRB4c00VOU8U+k0gid4kbH0\/ZR9PGYg6g8beH7Rut3RZz8ThaYcS0tIDhBHCZg+dzO6sNPA1dRaCwsjYi+22yjK6VhOFKzDMpa0CAWukiAZHCxWzEYJtZpDoEua4AN0z90gyFq\/ELJ6oLKjGaTp06gOw0AgtkxZxuAssu69oGrTVZaS0m\/he4PgtrJVhyjD0f6Y0pYNDiQHOuDvGk7N22mUvgcGWudFOC7eNj4280wzLqb+13XkWeN97NI48FL5bQdSpvL3N1kk9mwWTht+UdTY4g2vPO1vNP4bFu7UMJLY8JnkkxjoM+MKRy7MqMd4Amd\/ZVP4mmKVdrmEVDpcLwZF9x6JHC48thryCN5I3vEQtWY4hgeSTZxuRwH5bKJx9bS8CNU38rK6hAdNvw8ZXJrYLS15MupTDXE8W\/4nw\/ZcszLLK2Headam5jhwdx8jsfRd\/wAGyW6gQ07+f8pHpdgaWJoacQCAwFwe2zgQLkE+E2VSjgSzo94eYWJWVHvDzC0XhCEIKfmnzX\/cUom80+a\/7ilEFn\/Dyu5uMY0EwSCWj8xaZA\/crvWNxpENa0F5Pq0bGy+c+i+YjD4uhXcJbTeHG02425xK+i8LoqhuJpuJFVoeOTgR2ZB2K553SsZvhuqUYbqJ7rQbmw4mf5XPMPhBisTUqAS3VMTMgfvJn3C6DjcD11Ko01DBbsLeJEjgqr0bLWVqlKmwRo7x4EWdE3NyFFu6uTU2mMXQw4lttLRZo3Fhy2uqZmWbaDpAOiYEDtO5eilsRTfTfxcS4AjmP5MqDr4imCKjmAFtUQ07ODbmRHEW9VUTeHjcUXPawsku\/NJNhxlM47Fim4Uutu64LQJB2EzaFH18xq1HlzWaGDuiLhs6oHhEpvMsOMS2jWoiCLHaY3B\/QraAYiozvy8xMkbX8Ew3EBrtQjtC4B4+PiCmsRqqUy6o6erA2EHkBI9bKBxTyyo0NGsEb2HiQTz29ilykbjjcvSFz6oW4gVDcGCAeQ3VgyXpOypTayoSKDHTeIabSC7hMW8UnnOFbUBJc2RLXRfRxAtO5B2nZOZPlDRSaxzARUu4ECOEev8AC2IXOlVDv7uHBdT\/ACxuBy807hsa1zpDjI35g+KUwj6mHYKbHsI4NLbtBMcP0XmGwfacbsqRu0QBy8\/1S4qlTpxTHMfTLY1Ab7TwueKrrsNToB8QD3iPGN48VoxNZ09qoCW7lo3vafFasM9hcdYDiTqmeO2ny8PBRYqUnWzJ9Mue7SGiCOXhf9EwzNziBq2OmI4RzT+YZBRxLWiC1wsIt42G3HioPCYU4J7sNWJLH3Y\/lJ3HhzHBZjjpVylbs17FBpDu2TJM7CSBY8LhU\/Oc9qsIDajQ4iSBAI\/hWzM8PUdYkzwI48pixVNz3InuqF0SJu4RtG3jGy6ajja8y3pXVh76oNQRAm0eM8eXqmcszSriqj9LiJALWzs0ACBz587lVWrWaH6f\/wAwT2fHa6e6NYltB5q6gCwQJHPff9ltjI6nkVFwEufaBvw3BufRK9MOmGGp4ethi8uqvpOa0BsgF0gHVw9VSM\/6e1KjerpANEQX3B8dLZhvnuqW90mTuVuhis6PeHmFgs6PeHmFovCEIQU\/NPmv+4pRN5p81\/3FKIBd7\/BnMhVwBpOd2qLiB9puB+tlwRdB\/CauGPqO1xBZI4ReSfDgpym4rG6rs2Oe0McQ4gbeqrDh1Ly5mxZEnzlSeLxrOtFJ0Xh7DPZMjnzRVq\/1NNzWgNdBg+I4bc1zmK7arWK6RggtYHOdM7R5rRjmGq2malwA4wOJnY\/qq3mOuk7aD+YXBB4keCm8grUXU9NV5aCSWutBJjsmfW6qIrDFZRqYagG4te0C0R6LZ0ezgMbJa4ACCGjsi\/eN5t4SpTHhjWsbrbpIEEOFx4X4qt4qr1Du81oeJuRtxVaZtP1cRTcwlrgAAZPAeMc1R8+xZazTG9ifWT\/9WdDFdYagFmNiP+r05WTuFyxlU\/3eAkb+H+8lGWMt3XTHq3HGyftA5cyqHGqGyHWtsOZPkpzDZoWN0FzmlxJbA7IOoAhsGWi+0cVvy+i0VCADADotY+imDh6T6Yc6kA3kQYIsPSTKpBfLcW\/EHsvMtdBN7kTNhcKyMr1dGh75HM97915SotwtJxpNDTp5cTxvylQWT1HPBa\/U9+qYLrBsW47yVpTmILQ4tZc\/mTeFhpDnNuCPIngscBhOrLtboeSQ1vrxlO0Q5pIc3ULR\/wBPOVhtJ4ers52wgx\/wtOZtbigWvAEgw4bsI2IWFes5jWFomXRA\/hM9QHEEkNqRqOwBHE72WWqkqCpsNItoVDOkS19\/L1G6ovT\/AKRtl2HobRDnzfe4Ec+KkunnTJul1Ki9ry4adTTOgcSDzO36rl5KrGaiK8QhCpgQhCAWdHvDzCwWdHvDzCC8IQhBT80+a\/7ilE3mnzX\/AHFKIBWDoPmIo4thPdf2Dy7W0+qr69a4ggjcXQfRwwbazbAAtgi+0cjyPJVvpBnQw2lrHXkzA2\/9rn2F\/EDHMBaHtIIi7f44qDx2bVqpJe7dRMbF+S0dJunTq7+xTawARI3Ji5nl4KsHM3HvX9UghVpDdWxDnbm3LgsKtVzu84mBAkzA5X4LBC0b8Ni3sOpjy07WPDlHEJ6r0hxLmhhqGAIHkopCCVwWf16ezp+4Sp3IunT6bv7rdVOZhsy3iNzBH8qmoWajduvVOmOHxbXjrer8HgNkcCDMeizwWa4Rr9WumYAA7QubRfyXHl7KaNu+OxNJxGqowGZHaE+djsvMVmzQQeta2e72gAY3vN9guCSvS4nfy8k0x1rNvxBw9NzA2ahEulmwnmSf0UVmn4mBzagp0e09jmh5MadVj2YMiOC5ySvE1G7r1eIQtYEIQgEIQgFnR7w8wsFnR7w8wgvCEIQU\/NPmv+4pRN5p81\/3FKIBCEIBCEIBCEIBP5dlNSs17maYYOJ7xgnS21zAKRCt1HC1qVLDCmGkh3XVO21sk2a2HOH5JHqgqKNKslTJ2\/12g\/LdqqCDu3SXaQR4iEhUzNj2vDqFMAjsFjQ0tdwk\/mHOUCnw94dTa4tb1gBaXG0GwJPAJd7IJFjBIkbGOStOJqCpWwTXMp6XNpEwwcZlv2+CWpNpsoVqnVsc5tfS3U2QByjiImxsggKNLU4NkCSBJMATxJ4BeVqelxbIMEiRcGOIPJWF1JlQYWr1bGl9QseGtAa4Bwjs7LTicMwUsWQ1strta0x3RqcIHIWCCCARpU1Rw7P6ei7SNRxBaTFyIFj4KTa6icW\/DdRTFOXiQ0agQ0ukP3G0QgqULxWClUZXoV\/7VNnVta5hY2CLwQXbutzVfQCEIQCEIQCEIQCzo94eYWCzo94eYQXhCEIKfmnzX\/cUonczpk1X2PePBK9U7kfZBghZ9U7kfZHVO5H2QYIWfVO5H2R1TuR9kGCFn1TuR9kdU7kfZAUXAOBcJAIkcxxCYzTGmtVdUIjUduQAAA9gl+qdyPsjqncj7IJSnnjg2hDe3R1AOJs5htpI8rIfmdFrX9TRLHVAWkl0hoO4YI\/UqL6p3I+yOqdyPsgl25yz+w40zro6ROqzmtm0RvtfwS1TMppPp6e\/V6yZ28Ej1TuR9kdU7kfZBI0s1hlBmn5Ty+Z3kzCzoZs2awewup1naiA6C0gktIPqovqncj7I6p3I+yCUxObMLKdNlPS2nU1jtST5mN1hTzaMUcRp3Lzpn\/IEb+qjuqdyPsjqncj7IG8Dj+rp1WaZ6xobPKDMpFZ9U7kfZHVO5H2QYIWfVO5H2R1TuR9kGCFn1TuR9kdU7kfZBghZ9U7kfZHVO5H2QYLOj3h5hHVO5H2WVKm7ULHccEF2QhCAG3qvEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQC9CEIG0IQg\/\/Z\" alt=\"El actinio | Bienvenidos a Descubrirlaquimica\" \/><img decoding=\"async\" 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\" alt=\"Torio \u226b Caracter\u00edsticas, propiedades y usos\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Actinio\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 \u00a0Torio<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Varios qu\u00edmicos, que investigaron tales transformaciones, lograron obtener un surtido muy variado de nuevas sustancias, a los que dieron nombres tales como radio A, radio B, mesotorio I, mesotorio II y Actinio C.\u00a0 Luego los agruparon todos en tres series, de acuerdo con sus historiales at\u00f3micos. Una serie de origin\u00f3 del uranio disociado; otra, del torio, y la tercera, del actinio (si bien m\u00e1s tarde se encontr\u00f3 un predecesor del actinio, llamado &#8220;protactinio&#8221;).<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">En total se identificaron unos cuarenta miembros de esas series, y cada uno se distingui\u00f3 por su peculiar esquema de radiaci\u00f3n.\u00a0 Pero los productos finales de las tres series fueron id\u00e9nticos: en \u00faltimo t\u00e9rmino, todas las cadenas de sustancias conduc\u00edan al mismo elemento, estable: PLOMO.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh5.googleusercontent.com\/proxy\/mD-1h23cNgrWEwb2Jazw1b6JSdvDFkueFaVn-An2VeXFjJcivusGKU2sQmsPQ15nFVOU39mlkLJUDHoxEOaIiw2pp1tFN9HcZn8HNt2IE-Ax8b3TlcsBAQLa=s0-d\" alt=\"AMIGOS PARA SIEMPRE: Geolog\u00eda\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Ahora bien, esas cuarenta sustancias no pod\u00edan ser, sin excepci\u00f3n, elementos disociados, entre el uranio (92) y el plomo (82) hab\u00eda s\u00f3lo diez lugares en la tabla peri\u00f3dica, y todos ellos, salvo dos, pertenec\u00edan a elementos conocidos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo se calcula la edad de la Tierra? - 100CIA\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/algunospuntosdepartida-120325160210-phpapp02\/95\/algunos-puntos-de-partida-59-728.jpg?cb\/u003d1333515498\" alt=\"Todas as categorias - cita previa online servicio canario salud\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">En realidad, los qu\u00edmicos descubrieron que aunque las sustancias difer\u00edan entre s\u00ed por su <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, algunas ten\u00edan propiedades qu\u00edmicas id\u00e9nticas.\u00a0 Por ejemplo, ya en 1.907, los qu\u00edmicos americanos Herbert Newby Mc Coy y W.H. Ross descubrieron que el &#8220;radio-torio&#8221; (uno entre los varios productos de la desintegraci\u00f3n del torio) mostraba el mismo comportamiento qu\u00edmico que el torio, y el &#8220;radio D&#8221;, el mismo que el del plomo; tanto, que era llamado a veces &#8220;radio plomo&#8221;.\u00a0 De todo lo cual se infiri\u00f3 que tales sustancias eran en realidad variedades del mismo elemento: el radio-torio, una forma de torio; el radio-plomo, un miembro de una familia de plomos, y as\u00ed sucesivamente.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos5\/resira\/Image920.gif\" alt=\"Qu\u00e9 no ser\u00e1 capaz de inventar el hombre, para descubrir la Naturaleza? :  Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSKf3KA3DUInUhMfvtQX8ZtVWs2Dbk_yaBHEA&amp;usqp=CAU\" alt=\"Part\u00edcula Alfa - EcuRed\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Frederick Soddy, Premio Nobel por su contribuci\u00f3n al conocimiento de las  sustancias radiactivas y la radiactividad | Rinc\u00f3n Educativo\" \/><img decoding=\"async\" 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\" alt=\"Frederick Soddy; los is\u00f3topos. El 18 de... - A hombros de gigantes. Ciencia  y tecnolog\u00eda | Facebook\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><a title=\"Frederick Soddy; los is\u00f3topos. El 18 de... - A hombros de gigantes. Ciencia  y tecnolog\u00eda | Facebook\" href=\"https:\/\/www.facebook.com\/550658241716954\/posts\/frederick-soddy-los-is%C3%B3toposel-18-de-febrero-de-1913-el-qu%C3%ADmico-y-profesor-unive\/2151199231662839\/\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwjW9eGY6qTvAhUERBoKHfZDA_gQr4kDegQIARBU\">Frederick Soddy; los is\u00f3topos.\u00a0<\/a><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">En 1.913, Soddy esclareci\u00f3 esa idea y le dio m\u00e1s amplitud.\u00a0 Demostr\u00f3 que cu\u00e1ndo un \u00e1tomo emit\u00eda una <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>, se transformaba en un elemento que ocupaba dos lugares m\u00e1s abajo en la lista de elementos, y que cuando emit\u00eda una <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>, ocupaba, despu\u00e9s de su transformaci\u00f3n, el lugar inmediatamente superior.\u00a0 Con arreglo a tal norma, el &#8220;radio-torio&#8221; descender\u00eda en la tabla hasta el lugar del torio, y lo mismo ocurr\u00eda con las sustancias denominadas &#8220;uranio X&#8221; y &#8220;uranio Y&#8221;, es decir, que los tres ser\u00edan variedades del elemento 90.\u00a0 As\u00ed mismo, el &#8220;radio D&#8221;, el &#8220;radio B&#8221; el &#8220;torio B&#8221; y el &#8220;actinio B&#8221; compartir\u00edan el lugar del plomo como variedades del elemento 82.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">Soddy dio el nombre de &#8220;is\u00f3topos&#8221; (del griego iso y topos, &#8220;el mismo lugar&#8221;) a todos los miembros de una familia de sustancias que ocupaban el mismo lugar en la tabla peri\u00f3dica.\u00a0 En 1.921 se le concedi\u00f3 el premio N\u00f3bel de Qu\u00edmica.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTG0eDjvkMJGVW5_gOUVsHQGWfJLy5v43UemA&amp;usqp=CAU\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: EL N\u00daCLEO AT\u00d3MICO\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Leyes de Soddy-Fajans - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><a title=\"Leyes de Soddy-Fajans - Wikipedia, la enciclopedia libre\" href=\"https:\/\/es.wikipedia.org\/wiki\/Leyes_de_Soddy-Fajans\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCIDBz-DqpO8CFQAAAAAdAAAAABAc\">Leyes de Soddy-Fajans\u00a0<\/a><\/div>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 35.45pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">El modelo <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> del n\u00facleo concord\u00f3 perfectamente con la teor\u00eda de Soddy sobre los is\u00f3topos. Al retirar una part\u00edcula de dicho n\u00facleo, exactamente lo que necesitaba para bajar dos lugares en la tabla peri\u00f3dica.\u00a0 Por otra parte, cuando el n\u00facleo expulsaba un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> (<a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>), quedaba sin neutralizar un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> adicional, y ello incrementaba en una unidad la carga positiva del n\u00facleo, lo cual era como agregar una unidad al n\u00famero at\u00f3mico, y, por tanto, el elemento pasaba a ocupar la posici\u00f3n inmediatamente superior en la tabla peri\u00f3dica de elementos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\" align=\"center\">\u00a1Maravilloso!<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\" align=\"center\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\" align=\"center\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Lo de maravilloso de antes, es que me entusiasmo con los movimientos que lleva a cabo la Naturaleza para conseguir sus fines.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u00c1tomo de torio Shell Imagen Vector de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/slideplayer.es\/slide\/1722681\/7\/images\/27\/Es+un+elemento+de+la+serie+de+los+Act%C3%ADnidos+que+se+encuentra+en+estado+natural+en+los+minerales+monazita%2C+torita+y+troyanita..jpg\" alt=\"Bloque f Equipo: Cromo. - ppt descargar\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\u00bfC\u00f3mo se explica que cuando el torio se descompone en &#8220;radio-torio&#8221; despu\u00e9s de sufrir no una, sino tres desintegraciones, el producto siga siendo torio?\u00a0 Pues bien, en este proceso el \u00e1tomo de torio pierde una <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>, luego una <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a> y, m\u00e1s tarde, una segunda <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>.\u00a0 Si aceptamos la teor\u00eda sobre el bloque constitutivo de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, ello significa que el \u00e1tomo ha perdido cuatro <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (dos de ellos, contenidos presuntamente en la <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>) y cuatro <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.\u00a0 (La situaci\u00f3n actual difiere bastante de este cuadro, aunque, en cierto modo, esto no afecta al resultado.)<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">El n\u00facleo de torio constaba inicialmente (seg\u00fan se supon\u00eda) de 232 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y 142 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.\u00a0 Al haber perdido cuatro <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y otros cuatro <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, quedaba reducido a 228 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y 138 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.\u00a0 No obstante, conservaba todav\u00eda y el n\u00famero at\u00f3mico 90, es decir, el mismo antes.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">As\u00ed, pues, el &#8220;radio-torio&#8221;, a semejanza del torio, posee 90 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> planetarios, que giran alrededor del n\u00facleo.\u00a0 Puesto que las propiedades qu\u00edmicas de \u00e1tomo est\u00e1n sujetas al n\u00famero de sus <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> planetarios, el torio y el &#8220;radio-torio&#8221; tienen el mismo comportamiento qu\u00edmico, sea cual fuere su diferencia en peso at\u00f3mico (232 y 228, respectivamente).<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Los is\u00f3topos de un elemento se identifican por su peso at\u00f3mico, o &#8220;n\u00famero m\u00e1sico&#8221;.\u00a0 As\u00ed, el torio corriente se denomina torio 232, y el &#8220;radio-torio&#8221;, torio 228.\u00a0 Los is\u00f3topos radiactivos del plomo se distinguen tambi\u00e9n por estas denominaciones:<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSs8K1MOgD5rw4DHM0lZYd9m6TFh_CWIFUiLw&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de la tabla peri\u00f3dica plomo s\u00edmbolo qu\u00edmico Imagen Vector de  stock - Alamy\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Conocido en la antig\u00fcedad y considerado por los alquimistas como el m\u00e1s antiguo de los metales, el\u00a0plomo\u00a0es muy duradero y resistente a la corrosi\u00f3n, como lo indica el uso continuo de tuber\u00edas de plomo instaladas por los antiguos romanos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">El s\u00edmbolo Pb para plomo es una abreviatura de la palabra latina para plomo, plumbum.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">El plomo est\u00e1 formado tanto por procesos de absorci\u00f3n de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> como por la descomposici\u00f3n de radio-nucleidos de elementos m\u00e1s pesados.\u00a0El plomo tiene cuatro is\u00f3topos estables; sus abundancias relativas son plomo-204, 1,48 por ciento; plomo-206, 23,6 por ciento; plomo-207, 22,6 por ciento; y plomo-208, 52,3 por ciento.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Plomo\" \/><img decoding=\"async\" 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\" alt=\"Plomo - Propiedades, Usos Y Compuestos De Plomo\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">Plomo 210 &#8211; Plomo 214-Plomo 212 y Plomo 211<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">&#8220;radio D&#8221; &#8211; &#8220;radio B&#8221; &#8211; &#8220;Torio B&#8221; y &#8220;Actinio B&#8221;<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Se descubri\u00f3 que la noci\u00f3n de is\u00f3topos pod\u00eda aplicarse indistintamente tanto a los elementos estables como a los radiactivos.\u00a0 Por ejemplo, se comprob\u00f3 que las tres series radiactivas anteriormente mencionadas terminaban en tres formas distintas de plomo.\u00a0 La serie del uranio acababa en plomo 206; la del torio, en el plomo 208, y la del actinio, en el plomo 207.\u00a0 Cada uno de estos era un is\u00f3topo estable y &#8220;corriente&#8221; del plomo, pero los tres plomos difer\u00edan por su peso at\u00f3mico.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los is\u00f3topos de ne\u00f3n estructura at\u00f3mica tel\u00f3n de fondo - teor\u00eda de f\u00edsica  ilustraci\u00f3n esquema Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<div>\n<div>\n<div>Alamy<\/div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><a title=\"Los is\u00f3topos de ne\u00f3n estructura at\u00f3mica tel\u00f3n de fondo - teor\u00eda de f\u00edsica  ilustraci\u00f3n esquema Fotograf\u00eda de stock - Alamy\" href=\"https:\/\/www.alamy.es\/los-isotopos-de-neon-estructura-atomica-telon-de-fondo-teoria-de-fisica-ilustracion-esquema-image233631208.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCPif-5vupO8CFQAAAAAdAAAAABAJ\">Los is\u00f3topos de ne\u00f3n<\/a><\/div>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Mediante un dispositivo inventado por cierto ayudante de J.J.Thomson, llamado Francis William Aston, se demostr\u00f3 la existencia de los is\u00f3topos estables. En 1.919, Thomson, empleando la versi\u00f3n primitiva de aquel artilugio, demostr\u00f3 que el ne\u00f3n estaba constituido por dos variedades de \u00e1tomos: una cuyo n\u00famero de masa era 20, y otra, 22.\u00a0 El ne\u00f3n 20 era el is\u00f3topo com\u00fan; el ne\u00f3n 22 lo acompa\u00f1aba en la proporci\u00f3n de un \u00e1tomo por cada diez.\u00a0 (Mas tarde se descubri\u00f3 un tercer is\u00f3topo, el ne\u00f3n 21, cuyo porcentaje en el ne\u00f3n atmosf\u00e9rico era de un \u00e1tomo por cada 400.)<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Caracter\u00edsticas del ne\u00f3n - VIX\" \/><img decoding=\"async\" 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\" alt=\"Tetra Ne\u00f3n - Caracter\u00edsticas y Cuidados.\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<div id=\"res\">\n<div id=\"search\">\n<div data-hveid=\"CAsQNw\" data-ved=\"2ahUKEwjJxejo7qTvAhWjqHEKHVomB10QGnoECAsQNw\">\n<div id=\"rso\" data-async-context=\"query:Neon%20y%20caracteristicas\">\n<div>\n<div lang=\"es-ES\" data-hveid=\"CAgQAA\" data-ved=\"2ahUKEwjJxejo7qTvAhWjqHEKHVomB10QjDYoAHoECAgQAA\">\n<div>\n<div>\n<div>\n<h2><\/h2>\n<div>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAcQAA\">El\u00a0<strong>ne\u00f3n<\/strong>\u00a0es un elemento qu\u00edmico de n\u00famero at\u00f3mico 10 y s\u00edmbolo Ne. Es un gas noble, incoloro, pr\u00e1cticamente inerte, presente en trazas en el aire, pero muy abundante en el universo, que proporciona un tono rojizo caracter\u00edstico a la luz de las l\u00e1mparas fluorescentes en las que se emplea.<\/div>\n<\/blockquote>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Entonces fue posible, al fin, razonar el peso at\u00f3mico fraccionario de los elementos.\u00a0 El peso at\u00f3mico del ne\u00f3n (20, 183) representaba el peso conjunto de los tres is\u00f3topos, de pesos diferentes, que integraban, el elemento en su estado natural.\u00a0 Cada \u00e1tomo individual ten\u00eda un n\u00famero m\u00e1sico entero, pero el promedio de sus masas -el peso at\u00f3mico- era un n\u00famero fraccionario.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Aston procedi\u00f3 a mostrar que varios elementos estables comunes eran, en realidad, mezclas de is\u00f3topos.\u00a0 Descubri\u00f3 que el cloro, con un peso at\u00f3mico fraccionario de 35&#8217;453, estaba constituido por el cloro 35 y el cloro 37, en la &#8220;proporci\u00f3n&#8221; de cuatro a uno.\u00a0 En 1.922 se le otorg\u00f3 el premio N\u00f3bel de Qu\u00edmica.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Esta es la devastadora escala de todas las bombas nucleares | Life -  ComputerHoy.com\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">En el discurso pronunciado al recibir el premio, Aston predijo la posibilidad de aprovechar la energ\u00eda almacenada en el n\u00facleo at\u00f3mico, vislumbrando ya las futuras y nefastas bombas y centrales nucleares.\u00a0 All\u00e1 por 1.935, el f\u00edsico canadiense Arthur Jeffrey Dempster emple\u00f3 el instrumento de Aston para avanzar sensiblemente en esa direcci\u00f3n.\u00a0 Demostr\u00f3 que, si bien 993 de cada 1.000 \u00e1tomos de uranio ordinario, uranio 238 (no v\u00e1lido para combustible nuclear), los siete restantes eran uranio 235 (buen combustible nuclear).\u00a0 Y, muy pronto se har\u00eda evidente el profundo significado de tal descubrimiento.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-small.gif\" alt=\"Top 30 Atomo GIFs | Find the best GIF on Gfycat\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">As\u00ed, despu\u00e9s de estar siguiendo huellas falsas durante un siglo, se reivindic\u00f3 definitivamente la teor\u00eda de Prout.\u00a0 Los elementes estaban constituidos por bloques estructurales uniformes; si no \u00e1tomos de hidr\u00f3geno, s\u00ed, por lo menos, unidades con masa de hidr\u00f3geno.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\u00bfQu\u00e9 no ser\u00e1 capaz de inventar el hombre para descubrir los misterios de la naturaleza?<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 34pt; text-align: justify;\">Gracias a investigaciones como las que antes he relatado, podemos hoy disfrutar y tener una vida c\u00f3moda y de inusitados medios a nuestro alcance para poder saber sobre el por qu\u00e9 de las cosas.<\/p>\n<p style=\"text-align: right;\"><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%2F2021%2F03%2F10%2Falgun-dia-sabremos-lo-que-la-materia-es%2F&amp;title=Alg%C3%BAn+d%C3%ADa+sabremos+lo+que+la+Materia+es' title='Delicious' 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En 1863 ingres\u00f3 en la Royal Society,\u00a0\u00a0y fue nombrado\u00a0Sir\u00a0en 1910. \u200b Tubo de rayos cat\u00f3dicos Es conocido por ser el inventor del [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1513"}],"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=1513"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1513\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1513"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1513"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1513"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}