{"id":27231,"date":"2021-10-03T05:55:50","date_gmt":"2021-10-03T04:55:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27231"},"modified":"2021-10-03T05:55:50","modified_gmt":"2021-10-03T04:55:50","slug":"el-descubrimiento-de-las-magnetars-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/03\/el-descubrimiento-de-las-magnetars-2\/","title":{"rendered":"El descubrimiento de las &#8220;magnetars&#8221;"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"50 years since the discovery of pulsars - precise probes of space, time and  matter under extreme conditions David Blaschke (Univ. Wroclaw &amp; JINR Dubna)  - ppt download\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRyL6eJzzy9IxcgNIb_n-DiiQ5-Ak2aB2-fxQ&amp;usqp=CAU\" alt=\"El choque de estrellas de neutrones y la alquimia del Universo\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Fritz Zwicky era brillante y polifac\u00e9tico, pero su\u00a0corrosiva y neur\u00f3tica personalidad, as\u00ed como su\u00a0arrogancia sin l\u00edmites,\u00a0lo convirtieron en poco m\u00e1s que un buf\u00f3n para muchos de sus colegas.\u00a0En una ocasi\u00f3n, en el colmo de la arrogancia, Zwicky\u00a0lleg\u00f3 a afirmar que \u00e9l y Galileo eran las dos \u00fanicas personas que sab\u00edan utilizar correctamente un telescopio.<\/p>\n<p style=\"text-align: justify;\">\u00a0Walter Baade\u00a0\u00a0ten\u00eda una personalidad tranquila,\u00a0lleg\u00f3 a negarse a que lo dejaran solo con Zwicky\u00a0entre las cuatro paredes de un despacho. En un m\u00e1s que probable acceso de paranoia,\u00a0Zwicky lleg\u00f3 a acusar a Baade de ser nazi, lo cual era completamente falso. Y, al menos en una ocasi\u00f3n,\u00a0Zwicky amenaz\u00f3 con matar a Baade,&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">En\u00a0marzo de 1934,\u00a0Baade y Zwicky enviaron dos comunicaciones a la Academia de Ciencias de los Estados Unidos que marcar\u00edan\u00a0un antes y un despu\u00e9s en la astrof\u00edsica.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"data:image\/jpeg;base64,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\" alt=\"Fritz Zwicky - EcuRed\" width=\"149\" height=\"203\" data-deferred=\"1\" data-iml=\"799.3999999985099\" data-atf=\"true\" \/><img decoding=\"async\" loading=\"lazy\" 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FgzESb35elWvZfLLjZkI6hlCMSOR5b\/GgtG4iNM6hVDmeMKWMmY5VJ2z4KcsutWPs2MTN1J2DdfWvP8yt9SOWnebGg0Wf4yA29unrWbzWaLsTy\/cUzDw2PKnthnn+\/hQDhJuae5ApM1dyuUfGcIgk\/gPXpWgOFLEBQSTYAbk16D2V7NDBAxMSDiHbok9POp+A9n0wIY95yLt08hV3mMymGjO5AVRJNEV3afi65bBLAjW1kHn9r0FeSPiFiWJkkySbydzPxqy49xZszis58OyKeSj8zzqtdI\/r+MH186CNq4TXWEUyaB6vaPSnK0GoiaQNBt+y\/bV8FfZYpL4ZUgE3ZJEW6jypViQ1Kg9QVZ5Tb410CbdPnNEYKwoPQUxiL29P3tWVDOh5WFMjoJB50\/FWSASALW\/KP0qLEcADpyj97etB255FQNh1Pn0FE4GV3ZpPMfrTsup3Ygk8v0Ow+NqKxXN9MHqPe+X+ooAMVRyEHnH6XH4Cr7+z7+\/xDOydP5hzmOVU5fUbiYExF\/wBPxFXnYFGGYxtX2F+EOee\/TerBsON8MTM4D4LiQ6keh5H4GK8pwODK2vLZhdGPhAw4EF0HhYfa6GvX8zmUw0Lu6oi3LMQAPia884\/2t4fj4iIrsrq1sdVgIYj3o1KefKKVHnq5RyuojuAkSSLkW23oXMYYQTXq2e7JHFMnEQuwgFe7bcELeOpuasez\/YPLZfvOPbYh95wCF8kXYeu9VXkfB+AYmOdTdxOvM+nlW7yGUw8FQmGoHU8zW6zHAMBvc0\/dt+G1U2Z4OqHuNPrRFapgSa877Z8e9o3sUPcQ94\/aYcvQVpe2nFf4dNC+NwQP5RzPr0rzFd79f30oHKB+\/L08\/KmzHP8AfwpxWf2f60xh+\/x60DXP7\/YporpFIC00HKfg4LOYUEny\/frRvC+FPinYhebQeoHQ9fwNafByaIAFWA3WxggAAkqN1Kj\/ANw0Gcw+CuV1ER5c9gfzUerCu1pMfDmR4rcgPwg7kmR94fZpUGndiLwbDlaoye7q67z+HlTWcs4W4C38pj5iu4zse6Oe5\/U\/rWVV+YxLwFny6\/lT8IBbNMnY+fTr++dEplShtcm5POTyjb8jUg73deZ5MB\/yt+huOVA7Cw5QHnyP9Onp8qSYYIhhzseXwvb4EelTqDEEROx9232uh8jB866xI1KY2gmd+f8AS80A0d4EEm8Hn03MA\/WrjsDi6sfGJ\/8ALQ\/UHn1WqZzow5Fp1cx0Y\/kKZ2TzYTFzrKfBl2ZdttTMv1oCeP8AEMvmdeYzWKwwUd0wMJSO9oOk4mn3mJBvsBFeU510LscMMEJOkMQWA84tSXU\/VjsOfn8K7\/CEXYx5CtI9H\/s54\/lg+DhMj+3YlNZZiCTqI8haBXrwNfMOXc4To6WZGDL1lSCD8xX0hwrPrj4KYy7OgYeUi4+Bt8KkBOO1qpcZASSdhJq5xdqxnafiDIGQWncyLeZnYEwJNhPOQDaMfxjEGI7F0Dd4gAiZEG0SDq2YAXO5IFUnEOCqpOlWWJ2DjZVvYvFzRuI0GYMzAB3+1oI31jcLu48UCi8xgCASVLEJJ0oTJY6gYSxt1N5rKsti8GK+8siRfTyge8F5mutwBiYV135sgHiCj3z5\/Kr0SWUSBN9wtixbYOv2fKrDCkwei7983ALGYdubD\/WgzuT7Laj38RY5Bbk9L3HNefOoOPZdEZMFARLaiO910LZib2Y26x5Vq9RE6YAIgbCfdHTVPc87VmMints277qnQTt3QQLzEFufhoi5ODpQIBHLwxyOqO6N5aL\/AP8ARaayapJjpImOpIibQT8CPs0TjDcwJNoXlt06emwQ1Gik3HlEfPdTa95i1ztNFR4iCDFoBkSsbERcDc6pj+b7QpVJjqdJlTAFt9zA5pvdQOk\/yUqqLlSRYm\/P8\/MUO7hWDAaj6wfgw5+tF5dgFFpJHrt+IoLEAL9OX9P6GoqxwcQOuoGDMHkVPJT0+h+NSph\/aBvaR+E9B5G3Q1TJCPq73TuesbHlcCD1tV0uIxQS0jc2gRyHptbyoOYzCAADsZnn4bc7XNjUKsIueQ9OlLGYTM8j\/wBu\/wAqZgJJAa8wI5C40j8aAXieaCob3B3noyAgwJ2byrP9ns6decYkmco6DzZiiL+Jp3aPEIZ1vuORtOHhmBe23QVJ\/Z1k0fMYvtFVkXD1EHrIiiAM\/iph4aYSCLS3Ut51Bh5AqAzzrfwIPEZ2J6D8TVjxXJqzO+GulgSywZAHQA0\/+zjLnG4ghcltIZ73uot+JFBv+x\/YRMFRi5hQ+MwmCJVPIDYkda22FhBRApw3+FB8T4gmCpdzCj9wK0O8UzQw0ZzyHISfgK8u4jmdTMzHU7EWkEAdemg275sp2kya0fabjAxG0o3cXZonvGwaB4gDYrzBMwL1jM0wJ0Ktye9cETuQW2bqp8CbXNSiLXqm8mLEAyVnZYOoQTv43HSi0hVKqRqVSx+yLFV0\/wDiKouT3QCQTBJNR5fBGne25YTflrHPaze8940rR2G5UgCBcKdMDSpYe8SF0GLbiTABkkxQ2JhsG7xMxEhW3AVAJ1nmX+XwpyupiJIudluLkC4Vp7qbHp8Z8bCI78kXBkkIWhSfEypzO4J3im6mVDB7oOmNRadgJ77CTBEW3oBc\/mNGEzAiYnkCdIMTM6vc3M22NUPZnCIRnIuzQCY5cwTzmfiPOp+1GbhAigjVEiRO8wQGnYL4lB2qXha6MNdQsFiPIAk8vXfmVoDBMnvADkCR6ASTIF59Ad4p6gbgavdg6GMsASPFaQcNP\/eam4WNaAV3IPfiN0upHQY7x9N6dplRMX70SkyxLQCFJ94Abd7DUUDGwpEm4AmwF9+er3tcnp7UnlXa48aORJkQYgzIAE4fOY\/xPtpFdqos0Y6ByPTp08xUWVRjNyATvuY853qfM6rD7I5+YtvcUXlsOJk2a\/pZpqKHTAgxchSovOwZaKxxYDaQIHwpuKRfeAR8tQpYjgwBMiOu8RFBEq7ppHhHqZvb5V3ExIUt9mCbmbHDJ5jlO5pDE5+XyjX+m34VX8fzQBdf5Ik6d9DjnPNBQZLieLrxiLXIHLlK9T0pmDxF8tjl0O66WHJlO4P4H4UzKHXis3SW\/H+tC8WBLl\/dbwn7tj9KI3PBiuMisNjv+hq97DcEGHn8R18HszHkSygj8DXnHZbixwcTST3H\/A8j+Vey9ir6ydyAfhNaGqBuf3yrzntTxH22PoBGjDN72ZhuN9wJjzrY9oM8cLBdh4j3V9TYV5vhNoEm\/M3E2N2JvpZGnveZgFtpQzPM0SSALbg3kWIHiJb3kHeaJaBahsPCFp2NtM3OmDpZrCV3HuLt3jUrai5a0WEQwVQ9wNM+Bryo7xmWIFdwMIkm5iw3EnTfQDZSy3Kv4E2uaipUSbAyR3hIJF\/fK7liLMhhn5wKnQaAXEBrHUWm58KyDcEgaY+6sDU1RllSGJ8ImOZJF2IMSxAllNzEsQtjz2MvrcC0qEJkDVIgm0qwKwfQWEKwOzGJYydJsDGlAQSmxLIWsre83PlehMTMBVDvYcndoB96xYsDdiIBfe4O9UvFuO4of2WE7rJEXRW1EzDFQDq1Fpk89heoU4SzkHFcu\/KSSog3vzEAc+dA1A+axw4B0IFCzqIsANr7b2AEDYUfmsSFgCCdJ8JHdUDEiZP\/AKK2Hu+poj+HCIwXTPhjuWlvZiATa7YvOO4tVntGchlQXloAPNi8d0\/ZTDHp86A3JbaNU2I8bgwO4Y7trDGPqfOjy7sTq1GN\/Ewk9brYkgm1t6hdiihNUnwnxidPdJGogT3XO\/vzzpCAoUhGabDuHUTZV2BMlgN9i+0UHMV41apCqrCSXV7jvwGMT3wkfaxG6V2oWe0K0bwTK8nh4aVmPa4m\/NKVVFxjkxv0nyt03G1XWkBFBPun6Mf12qlxSSVNomI84j4VcYpJA2ss\/wDKZqKEL8htqB\/5hUWZxO9BnrYdDa+\/X+tSaQeYkNfpAjbyrjBmDSJ3ERHvDnHnQPxMAaSRfun6Yv6bfhWV7TZoAQs8yfPvkjYAbPWkdu9Mm6qNIBm+IRvBMxieW9YXjb+GReBuL+FR16qaBvC8InDxG5tCj6mjMfJBsuqe8BI9eYPrVv2Y4fOhOYCsw83Jj5Kv41N2i4ecHFKct181O36fCg86KkGDuK9b\/so4+cR2wH8S4dj1CsN\/PvCvO+KZElTiDl4h+daXsFlHwkfNzpLq2FhnpLLrxD\/Ktlnqa0ja9q897TE0LcYfLkzkbfKYuLg3EE1lcxiySegDajN1FhiAnZhcFo2sgqbMvPdizSCIlmMjVh8geTAm32iI00KyaSGJLEHWIYeQ9osiCw2ZyPuAk2ypLhiAWhQtwm06yG0ncrhvyW7sT8iGxu7v3jCqndvoMIrKJ0lZGk+ESI1MaZh4ZJkqLyADMDVcoOcMJNzrPvMotUAfRjsukMjpqie8dNu6JA1AmABaBY31UBWFg31MSxFxAsLxKi41hiQw533Yd2RFKmCNpGn7Kz3gvWLMN\/FaZho3xO9PUiOjEiLW95GEkCNoEQHa76V8enYljYRHddpJkCCjTMg8574ZnizkZxHiPCQbw2\/eBnn6n15C5QLpLvGlVJ3WSAGaQSTuVj\/HvQWYTXmk\/kRidUAyZ7sbgWJGqTB2AtRnEswFXRqMSFPfZQQcTTtotK4XLbV8wreJZox7PUWIhd1aSMMLa0ka8Rz\/AKVLwbAksxWYIjuTsdY2YcsNB\/iqrGJrfX4oBciVMk6nvz8Tp+PSr5cuEwgNN2JF1W4lVt3pFsNTt71A\/DJLmwtAFm6gCY1GJ0iZ5zT8z39nkAAavH3nDBGIIDCE9pierU84egXhZFydYtDA95WIEKuKQY+x8a0ZjUAz7NDEMZHf70K8SIwkRYP\/AJlA\/HzICkAQrQukMIggOV0tdSETCT\/i60qkwsI6GxH8RDvBJmdwNQXfWUETzFKqi6dJZbbQPTzncVbMDAjp8u5z\/rVOviA5c7nbnfpfY1dYDBVkC2m\/l3B6dfKoofBw1Fzt5WvH7\/rUmI8kb3tIN\/EPl+HpUWI0tI5Fo6bfC\/7vT3cCALkMdrGxc3v\/AC+VBXcRfQik\/ZYCQIkJhvaSB7rbCsPmU9pjqg5vHu7am6eVanjuINO4B2Mkf+qnIE+6ouayXDnhsTF+whI+83dX6mg2HYDNh8\/iibMsqPJCFH4Vuu1vCfbYOpRLpJHUrzX8\/hXiXZ3iZy2Yw8Ye43eHVTZh8ia+iMriq4VlIKsAQeoIkVpHk7ZbThNKySCAOZJ5RUnD8s+HhJhhpIUqJ2XXqa32g0kRuDckDfTdpssmHi6VNiCxAGxNjG8EFlYD67Gmzg3DAcwRaIbxG5jQxggnuhvttYZUEcKAdMkR3mY3Kg+F22GmbTCcgHotVAI7xmQ2qDOo2DqNwYsff6BBeocNdRNyJN7sDYeIc9YtNtZ02CC9SYZ8QEWkBgFKS25QeFka2r3QTcuaCZlC2gHukaZMENuhNwEYglTtO2s3qszGWZsRHQ94SrFhJKkhRK3k7K1yb3udNWSLHeIYi4IGotIJLgsb6lsZMGB7i7pwSLxzBmAJ0gx9kBkmDAAi4AOlwh9iNyNg0mZ0qJ1k8xoJmb90876q7jfEApCKNWK\/gQwQCdQ9piT1BDop2uxuaXGOLezKaBrdtLYaEEliQNOLiXnmyhGuSAzchQvBcnDtiYra8QkB5aTLMqtBANtLkzPu+VA7LZT2QDM+p2IZ2LMb65J7ovbDcbnfziqfP5okCbEAc393DEb\/AM2If3vY8WzgI8VyokEvJb2bN5e9jG39aokbU8Taerbax+S0FtwjDUk6oMEQJUggPJF4PhwjeefnVtlsPUy6dIKkfYMtAC3EA97R\/wAVCZJtGHuAYB8X8gIlWXn7R\/kelFYOKERjJ1BWaAEaToJBIPKXwT6rfoQg41iAAhe6r2FtBKuYB1AlT3MIf8dBcMy74r6rhZnaxdioCsoIlQdAsKr+I45dyiCL6QsERCqgkG1grX860CxhIgUCy8wrDV3QLrB8eIlrf3ZoFns0ArGTpi0M6nwM4kGQbDAHwpVRcTz0yqyBLAXfYlUFj\/Jh\/jSrSNeniHqPqKuU8A9f+wUqVZULlPD8X\/ymmcQ\/u2+83+XFpUqCk7S\/3R+\/\/wDY1ZPL\/wCz43qn+Y0qVEALX0F2G\/2LL\/7taVKtCl43\/tOJ95v\/AI7VVY391\/iw\/wDpilSrKgMbZP8AH+dFZfZP93l6VKgLw\/79fTC\/ztVfmv7j\/Blf+q9dpUGV4j\/t+J\/vT\/nFabhPgb1H\/wBtKlQZzjGx+8P+lg0Flv735\/R6VKiNNieEffw\/8qVW8U8H+Af\/AJqVKiq3hP8Afr6P\/kerPjfiP3j\/APJxa5SoMw\/L0H50qVKtI\/\/Z\" alt=\"Walter Baade\" width=\"148\" height=\"220\" data-deferred=\"1\" data-iml=\"799.5\" data-atf=\"true\" \/><\/div>\n<div style=\"text-align: justify;\" data-ved=\"2ahUKEwiQoJCyta3zAhUVcxoKHRErBRcQMygDegUIARCYAQ\" data-hveid=\"CAEQmAE\" data-ictx=\"1\" data-id=\"z88OGRw0rflxGM\" data-ri=\"3\" data-tbnid=\"z88OGRw0rflxGM\" data-ct=\"0\" data-cb=\"15\" data-cl=\"3\" data-cr=\"3\" data-tw=\"192\" data-ow=\"222\" data-oh=\"302\" data-os=\"-2\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a title=\"Fritz Zwicky - EcuRed\" href=\"https:\/\/www.ecured.cu\/Fritz_Zwicky\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiQoJCyta3zAhUVcxoKHRErBRcQr4kDegUIARCZAQ\">Fritz Zwicky\u00a0<\/a>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a title=\"Walter Baade\" href=\"https:\/\/stringfixer.com\/es\/Walter_Baade\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiQoJCyta3zAhUVcxoKHRErBRcQr4kDegUIARCbAQ\">Walter Baade<\/a><\/div>\n<p style=\"text-align: justify;\">En la d\u00e9cada de los treinta Fritz Zwicky y Walter Baade descubrieron un tipo de estrella notable: Las Supernovas. Durante unas semanas o meses una Supernova brilla tanto como toda una galaxia, formada por cientos de miles de millones de soles. Zwicky y Baade dedujeron que las supernovas no son propiamente una estrella, sino la violenta explosi\u00f3n que da fin a la vida de una estrella.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR5YSpY41hfaK9-fXHQZjJC6t_ZIYyY0wlBLA&amp;usqp=CAU\" alt=\"Capturan los primeros segundos de la explosi\u00f3n de una supernova\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSr90HLLn5jLSmiYxTY40R6TxVmVl9_1UOvYA&amp;usqp=CAU\" alt=\"JAVIER DE LUCAS Una primera definicin de plsar\" \/><\/p>\n<p style=\"text-align: justify;\">En esta explosi\u00f3n, durante la cual se generan m\u00faltiples reacciones nucleares que producen los elementos mas pesados (como el oro, la plata, el cobre y el plomo), la mayor parte del gas que form\u00f3 a la estrella sale arrojado a velocidades de unos diez mil kil\u00f3metros por segundo. La parte central de la estrella se colapsa sobre su propia gravedad, hasta quedar reducida a una esfera de tan solo veinte kil\u00f3metros de di\u00e1metro, pero con una masa superior a la del Sol, conocida como una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. En ellas la materia se encuentra tan densamente concentrada que un cubo de un cent\u00edmetro de lado contiene un mill\u00f3n de millones de toneladas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUQEhIVFRAVFRUVFRUVEBUVFRUVFRUWFhUVFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0lHx8vLSstLS0tKystLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tKy0tLS4rKys3Lf\/AABEIAMMBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB\/\/EADIQAAICAQMEAQIDCAIDAAAAAAABAhEDBCExBRJBUWFxgQYikRMjMkKhscHRFPAVQ+H\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIDBAUG\/8QAJBEBAQACAgICAgIDAAAAAAAAAAECEQMhEjEEQRMiUaEjYcH\/2gAMAwEAAhEDEQA\/APhoAAAAAAAAAA7EAErHZEAAaEMBAMEgkycFZBIuxY23UeWRV8ZurY4nF87+C\/C3G5SM7u+1+DpPDUI9ykpS98dvhoxzuvbu4cd78etORmjvfhlfae76Tg08dNOWWWOa70lj\/wDatt5xfjhI8lqcK3cV+V3Xsjj5vK616T8j4VwxmW97+mBIGWyhRDtN9uC46QAk4g0SrpERJxIhGgAxBAEMAEAAAAAAAAMBAAwEADAAAGAAA2SEADIANAASvxpVbLMaKIlsStjXHLTqRwQdTTv2nyjv6nrOOUZQnhVvFHHFw2Scaqbvz9KPL6XP2s9l0qGkap43O6qVtNPzt6ODnkx7y3X0Hwc\/yS+Gp\/LgYuiZlUnCfY+H2un9PZ0tP0ZTnjxwjJ5HtXv5PuvQtVp8emhBqLUd0pVLt9cmPBrtE3ny9kItxqbUVcfFrzf0Of8APc9ftGGPJMMspML1f+vivV\/w3CEkp5McEk22pXuvG3k8zl0ii3TuPhn0nrX4aw5f2k8WeUoJXD8tu\/EZevqeM\/8AFZEpL7HRwcls7yV+RrLv8et\/ccOWG90V48afPg6+p0kI43cv3nqtqOVJNWdeGW3FzccwstQlj\/QplEukPLi8mkcmXfplAs7SEizPSIwYBBAAAAAADEAwAQAADEAAMQAMAAAGJDAaAEwQStxLflL6mjDG9\/F0343\/AOszRNWmx2\/gJX6jSSi0q8J7HqvwhosTyw\/b5v2eNtdzq6R5aOV+OWdDp2OTkvzJJe3\/AG+TDnw3hp2fDzymep9ve9c1mNTePT5HLGuabprwcHqOqaeyaj5+fqU9Nxy7pqM4xfbav+bdflVe\/wDBr6tN4X+xnTTp9y836ujl4uLDCeMdnPeS3yy9Ro\/CnV4Y8qWWThjb\/O+eONjp\/ifqOnzSlHTJLHfcn2qMpP5PIzwRk9pbfJRqscoS7VK+OGazhxue3Llz5zDpzeowfdv4MKwN71aPVw0qnB97V++foYc+lnppd6UZLfZq47r18HRZZOmGHLhll+9Q6R+Fp6iXa5wxLslNSyOlUVx9WcmONJO9643LdTrJuVuT3XsTg3G6ppfqv9mWPnL+1dfJOHOf4p3P7YHEpyRNtb7qiGSEX9Td5+r6YGFluTGVtFmaIDEAAAAAxDABAAAMAAKAAAAACQEqIjIDBCGErMZ0NLKt6OfA2Y1sBYpr7h37p2VOLsnHZPYXtbG6X4tU09jr9L1Ky54LO28Xcre7aje9Hn07fyd3pKUf3j4Xszy45ZY1w57jdvQfjR4I6i8Ev3XbGvyKHCS2ikv6nndRKM3+W\/HL3IdS1Dyycvj9TDF1yRx8epNrcvN\/bs412vtd9vJLV61Sj2N\/l5oxLVXGuX4M2LJv+bk2sc2U8uz1OJN7KvRfpu2Di5q68X\/Yg810jf1DomWOHHqmv3ORyjFp3vHm0uPqYcknrbq+NyZ43eM24fUZqU3JKot7GSZo1ca25Xspiti2PpTmvllapb8FUy3IvJW0aRz1SFEmgoCNASoYEBDEAAAAA0IAGAASAAAAGIYDGhIkQLMcTXFMzYjT2WWkVtXQg2qKsmTxRfppuOxDV497S5Ka1U76WaHTdxu1c1X7OL2W7MmkTirshkk278l\/pEvapuSdXybNJo+57ukGi2drnwHUMna6T+paYzWzLK30r1Eab7d4razJPOiGbUbdq2+\/P1Ksq2Tfn\/BlttJqdNGPPudOPVp9jxLJJYnVxt9ra4dezz6ZfHJtRXLHftpx8nj6PLn3BZEUSQkyzK2rHTf+yt\/BFgnRaM7A4g8bLIMva2J0jbHbA0\/8e9\/8AV0nbCAAEgAAAGIYAAASGDEgAAGicYEBQRZKI4RoklYF+DHZ1dJp7dVwr\/8Apk0OHY6+DDvsaYMeSqMmJtvbZV4JR0qtN8UWa3A+E93fnYlpH\/J4SS\/2Wzx+1fLoa\/DUFS3kc1aeV1R7HWvFUdt6OLq+6G+1MnwiMebfTm5H2qlsYdXbNmaf6mPUTopW0vbBJEZS8EpyIGbTYRPu2K0SYDI0ITkA7EgEShZB0XRkZYs6ug1mKOPLGeFTnOFY5dzX7N3vLbnYbs9Exlvd0yNr2v1AztsDTcU8VIABkuAAYCGAEgAARAAAAGi6DKoouxokXww2asGkTTshgyeEjp6HD3bcltRS1BYu1HV0sK7fVblT0u+918luHA29uF6JxnbLK7ZuoSdquL+xsx6aNKfEq3QniU121vaqivI54l2s6dMt76h5tans1wUa3L3RT9Fk4WlsvsV5sNJp\/cr42JmnLyy3+DBlfs36idGDJJfcxy9ujBncBKJb2SfCb+xN6Wa5TX1KeNX3GZj2HkgVsipOTKyZEBWSlFqrXO6+UIGQBE3IihNlgNgAECAAMgBOOO+PV\/7IDAQ0NJU7bvxt+t+iIAAwAKAlCrVptXuk6bXlJ06fzTCT9ceCQJliZSMDZjkdPT6xxSaOJBs6Gjx21fBbFF09HoG5K5Pnjc9HpdPjxQcpOk+ffvY8xgzRjV+KFPqTz5Ix\/ltbe0jq4sZvtx8st9ent+lyx5I3i08n8rG399jD1fpqezXa\/lH0f8M5cWm0sc85LucfL2v0v0PK\/i\/VLPJZYraX8TXv2dWOssrjJ1Pt5+UuGspl3fr\/AE+aTg4SpvyXZo7Xdou6liqb2tENLmUdnuvlGWU107pluSsUsUfNFa0cbujVnzR5SIRy7d1dqXmT8HP49tZa3dM0kLuVKK9lHX+qadrsx7154\/Q4nU+rOS7I\/wAPv2cdyIz5ZJrFbHhty8rWqclZTJEYzJNmFboMRJiISQhiAbZEGxASAQAIaAZABtiAAAl27c7+hUEkAxteggkFDSLUtqre7ve\/p6JFSiTUC6EC6EC0xRajgweWdTTSikYIlzlsa4zSlqeqzXsjb+HdHKeWKXnz8C6R0mWWXDq+a4PddO6XHTxtfxe2dfBw23yri+R8nHH9Z7X\/AIl16jjxYY24xXBTi114+18M5Wr1CyZPiP8AUebMktzpt05seOa7jPq4py28srz6eNO+SvBO5rfyZ+v6vtW39Dl5Mvt04Yeo52rzxxvam\/FM4+s1kp8vbwivJnvcztnFnnt24YaKREbYjNoESsiMB2IAZAQ2JDkSIiGIgAAAEhiGABRJIfaBEKHRJRAikSUCagXRxkpUxgWKBcoEu0vIrUFElSJRiX4sFmkx36Vt17RwYW+DdptHbS8N\/c06fSVR1umaLfufCOrj4te3NycvT0HSsEYY0kq2+5i691B9rhFlGo13bsnx8nPzy7tzpuWo4ceLeW6NK+2O\/KMer1DbDJnfBhm23sc+WX8OvDEsU58LZXyjn9Tm+Gzo5JuPDORq53bKcmX6tMZ+zC2RYSZFnDXUGIAISBghEBgICQwbEACABkApgHcAEhoRKLoCUUT7RQL4wJSo7S2EC6GIujiCFMMZaoFsYEu0mG1SiSUCztGaYq5VGGM6Ogq7rYwdxohqK42Ojjsxvbn5JbNOxk1Ma4JafVNRbOIsu\/waMurSVL+pvlyxj+PUXSk5ysvnKq\/sc6OuSW+xTLVP2Y3kXmFaHn32K8uT9TK+bDJkKzNrcdeleSbbMuoiqZb3Mpz5l2yXbbdU7f5a524d\/JTKzScZdsMiI2xWczcgAAAAAAHYgAGIYiADAAAAoAGNAkMC7EbIRMWE6eBqt0SlKESyKI0TTJVMVhJkXImINshJkZSKpzJ2nSbkRcipzIdw2jS+OQjkzmaWQrcifJHi0yyWPDkdOmtle8ktuNre734W\/wChl7ht2R7F\/wDyWJ5yiRHuLb0jTQ8hRllZCUiDZS1aQ2KwEVWNCAAAATEA2AAgAQxEBgAgACSl\/wBoQEwYwAsxcnRwgAGiIxgWFciDGAhVUjPkYACKmxMAEFUhIAIQGOwAugmyIAVSTEAEJAAAAAAAhoAAAAABiACAxAAAAAB\/\/9k=\" alt=\"P\u00falsar \u2014 Astronoo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBZUGWUd52B-tgnGX5eVyy6NByYUnmOEswZQ&amp;usqp=CAU\" alt=\"P\u00falsares! Estrellas de neutrones pulsantes a velocidades incre\u00edbles : Blog  de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRo4WSAL8tsafwELkEdXsRoB7mfK4jo0cBZlQ&amp;usqp=CAU\" alt=\"\u25b7 \u00bfPor qu\u00e9 hay 14 p\u00falsares en los discos de las Voyager? \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQvR4sw96bZBt0G3svLsIiy1GPcTFrAoIsxSQ&amp;usqp=CAU\" alt=\"El enigma de los p\u00falsares ausentes | Investigaci\u00f3n y Ciencia |  Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Si bien las supernovas fueron aceptadas desde los a\u00f1os de Zwicky y Baade, la existencia de las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> fue motivo de pol\u00e9mica, hasta que en 1967 fueron descubiertos los pulsares, fuentes de radio con una se\u00f1al que presenta pulsos regulares muy r\u00e1pidos, en muchos casos a raz\u00f3n de varios pulsos por segundo. Toda la evidencia observacional indic\u00f3 que los pulsares son estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y durante treinta a\u00f1os el estudio de los pulsares ha aportado valiosa informaci\u00f3n acerca de estas estrellas, importantes laboratorios astrof\u00edsicos, ya que no solo la materia se encuentra en condiciones extremas de densidad, sino que tambi\u00e9n se presentan en ellas los campos magn\u00e9ticos mas intensos conocidos en el Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sedaliada.files.wordpress.com\/2017\/12\/pc3balsar-1.gif\" alt=\"Los p\u00falsares cumplen 50 a\u00f1os \u00ab SEDA \/ LIADA - RedLIADA - Cursos LIADA -  Cielo del Mes - Fen\u00f3menos Astron\u00f3micos - RELEA\" \/><\/p>\n<p style=\"text-align: justify;\">Entre los poco mas de setecientos pulsares descubiertos a la fecha, hay algunos que llegan a tener campos magn\u00e9ticos estimados de diez billones de Gauss (es decir diez millones de millones de Gauss). Para poner este n\u00famero en contexto, el campo magn\u00e9tico de la Tierra, al cu\u00e1l responden las br\u00fajulas, es de poco mas de medio Gauss; un im\u00e1n de los que se ponen en los refrigeradores produce un campo de cien Gauss, y los campos magn\u00e9ticos mas intensos producidos en laboratorios son de casi medio mill\u00f3n de Gauss. Muchos pulsares tienen campos millones de veces mas intensos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Compton Gamma-Ray Observatory Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Brote de rayos gamma - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">En mayo de este a\u00f1o, cient\u00edficos utilizando el detector BATSE del observatorio Compton de <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>, un sat\u00e9lite en \u00f3rbita a quinientos kil\u00f3metros de la Tierra, reportaron haber encontrado pulsaciones a ra\u00edz de un pulso cada 7.5 segundos en la fuente de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> denominada SGR 1806-20, la cual ya se sab\u00eda que era una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Como ocurre en los pulsares, la presencia de un campo magn\u00e9tico intenso produce que la estrella se frene y aumente su per\u00edodo de pulsaci\u00f3n. En el caso de SGR 1806-20 la tasa de frenado medida fue tan alta que el campo magn\u00e9tico deducido es de mil billones de Gauss, es decir cien veces mayor que en cualquier pulsar. Esta fue la primera evidencia de la existencia de las estrellas &#8220;magnetars&#8221;, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> con campos magn\u00e9ticos extremos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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3wfgewSFpI4aDULzmLx8cOrtNmqgo1ZZVLU4PBEPNNwIaSD1gXkimGwATx\/FX9ntxbgGfFH0BQLRp5b967Zjw2QCLCvF6Euzbtw4UFDj8TiIvHeYhegaw+YOIAPnWCeNqVl9MI97+Gz0OG2dXoTvCok32J3XUc5JsHFaEYeQ7z4l7q5d+5VZWOY6pGuDuTgWnzFdM7wieNzpHUNM0mXy0wX6Va2Z4TZz0eLax8fDMC8g95sqnpa0VeST5N389H5HR6PEQTdk34et0cfjXacUga5kecA9YkA929d9j9kVlfCyN8Z6wIY3UGtHkCwRwO7VY+0pMwDRFbBVta4teCOOt2O5dnZNChi6eeM9VvjxXP8Amh5naO2ZVs1FwcHu19jzzFOlJ1ja4ftNHrGqMNI1rHF+Ga4Z2W3M8A22WjvNUunfDG400vad2Vzcxvvbr6FDjsJkZTsurmkAHWgHalp1G\/iF2pYZPicZV31HH7QlY9wMcPRACiA5zrOutuWrsofmjv7w32bkzFRNV7ZDB8Xf9+3z9E5YcVScIrmi6FVST5E8LNL0BrXXfpv19Sy9oHf2UPxVvEyEAa79yz5ty04DDynes93AzlVNTk1aSQqEISGRIQhUFgIQhAFyHHFrcga3KbzD6ZO4k8COFblewjScMygT8tLuH7ESxVq7EgxEmcQSSMDW5yGue1rjYbXV0zEbueVKTej6n7NE3NyWVvsLkMjm0a9BWxhsYdPcVnv2RjwHOOJPUa5zvziSxkAJbrxo3y5kKv8AF8WHYcHET1O1rmlr5H1mum0HWXVRrTf2Eq6OLnazirc\/2KXh4NWbfgvk6jD7QGuccRzpw3Edh3eZaeF2s1wLLcHhpax9UXNP6kl7x6vLS5DFbMxLD+mzO8Xd01nM6MW0ZutpK3dxa4cLTMPgcS6V8Xxya2zGKw6V19Rz89B26mm73DW1x6uzcPVvaNuqzenK68u7qtnjs+ELuEmv5zOxaxktBxex45aA9vY7t4q7Lq2nZnEcTVntscVwGGwmJc2\/jc3iPdvmIGSh1jYIBsC6uzuKa+OdrQ44yYE9DlGaSiZiRlvNYLQ1x3bhwsLNU2TXqxjCVVNR3K17ddno+67M8tmXsnN2X+39zt55mDVuh5fqntB3tPZrfZuTTtHM2g0F3aKPo4ri9rRYjDsaXYuYuLy0tzyCqF2SXdo0risn8qz\/AF8381\/vUVsGT1zLwCezot6y1\/4\/uzuZcUDehB4jesx2P\/Vo771aQ7vDlzTdqT\/XzfzX+9O\/Kc\/18v8AMf71shsS19V4v4HDA04O+ZvuXyb0+0pjpqR23foVTak2bDagip2b\/u5Vm\/lOf6+X+Y\/3qOfFyPFPke8A2A57nAHmLK04bZTpVYzutHfQ3Qk4q2Zvw+SxHhmmLpKNgEZfpa1nHHKL17QjEQPdBBlY51Pnumk1fRb6VUSu5nQUNeHLuWtsrZs74w+ORzAXuFZntFNaCZNN4s5brfS6uKp9LTSTS14lrqQdko20s\/kj2bhHDx2Prlld6TS7fZG0zG0NDC1oGgDSuUxezsRGwSHEl7S9rAGSyFxzVVA1rruJHmS4PCSSTPibiZsrQS2S35SGuyFzuvo3MC2xfrrhYjYbrrWatyZbQrU6TvGPoei4fb7q0ae\/KsraG0ZzmJDS0bjkN1yDfQuUGBlzZRiph1ZDqXAtLI43gSDP1b6SieBHbpDh4JXxGQYmf5tj9OkcAXSOZlOVxP6lihzullpf4YVOWaM4+DOnR2xGm79Hc3HSdJZOHFjUlrHMNdw09Cr\/ABW92ZvY5pI\/iaPwCrv2RM2vznENtzWnMJB4zMxAp5twFdnWAu7Ahm2XMHNaMU5xd01APcXAxBpDXND7DjZ04Utn6LJvWovBmz+44LdSa\/7fJpZ5GADpJBW4Rh59wHnW9s\/aMc\/Vlgf0gFNeQ7rHgX0BR8uvauB2tnheGNxErxlDic7hqb0FOOmiqN2hMN00v8x\/vUv7fqu0qdRKXBpO6MmM2zQxUMlWjfv3ctx2u1JpH52lmStHZBR043XW71yeKw7xqGOcOxrr8opUPylNes0v8x\/vUjdoS3868\/vHe9X06uIhTeeUZduqff7eF2eejSit7b8CCWKU\/wBnJ\/A73LRwEZbhnZ2ub8u2raRfybuagGOk+tf\/ABu96bNiHO8aRzq5uJ81qipOpWWW3VuuWrJFaX8hk77N8OCrznRTSSXpQA5D1ntVWZ2q7lFOnh1Fq3D3KuJChCFQTBCEJDIkIQqCYIQhAAnNcRuJG46EjUbj5E1CAHAnXU66HXeORSh55nTdqdO7lvPnKYhA7ji83dm+82Nb9ZJ7ylbIQbs3zs350xCBErZTvs9up1704lQBStVsGQY8uJ1Jv0pqVIrEr7iIrU9NATldGLsRYoQkCVWJMQ5AaOQ8yE4KaTC4mUcglLQgIUkmFwyjkEpaOQSBOViTFcaGDkPME\/KOQTU9OzC40BOSBKgSEc1IGpUKHQU75squO7FpIUhKifLyUXlgtNECHyPpViglIsc530W4mgKEIVRIRCEJDI0IQqSYIQhAAhCEACEIQAIQhAAnWmoTTA0tigGUZmhwDJXU4W0lsT3Cxx1ASw7Te402DDE7\/mGJmxPnf3U\/sJFRiastdKU9epe5bBtR0Nk4mUDXDYe7H\/x2HQ3y7kgxcn\/1oP8AlgqjG9Q\/bb\/S5SxQPqxddhVaprgSzy6yyNoEb8Nh\/wCQAnjabeOGw\/kjaPwKdgsFPILY8gc85HoCsT7PxTReYu7nk+gqXQtq9mGdkeHx0bnNb8XhFkCxHGd\/+FR\/lRvDDYfyxNPqAUmBZiC9pyvIDhZLAePaFVeZwNelb5HN9VJZOx+YZ31kwxEh3YaD\/lm16khmeN8OFHfFEPWVSe1zhZzEczZ9JUaMq\/lwzSNl96foTdBo6JtjQHksx21HfU4b+QxGOb1z3N\/oaqrmIyr+MM7Jjth31OG\/kMVrCY3pWTZooRlY1zSyJrHA9Ixu8dhKzGt6w7xy59ui0cK7TEHX5ln0T\/bR8W6HvUofTJNb7ri+tdonJtPk\/QqlKFGZkwyld5TjF3crmEskqJ0oCgLkihLEPgNRHvktMtIhUNtu7JAhCRQbHYVIhCQwQlSJ2AjQhCoJghCEACEIQAIQhAAhCEACEJaTAv7CHyv7qf2Eibgi1rrezO2t2Yt9IT9hfO\/up\/YSJ2BwrpHBjBbiDQsDcL4rNV\/J3L3LI\/aaMHRPFNiLRmjvrk2aks6j0LdwuAjrQcN1\/wCixYNnyRjrsokscNQdKfroe0LZwjiFpw0FJNik7FnB4YRdUXXff4KVknWVZz9d6a52q6UaFo2RndaN7I13PygKKScEqg6Q0LUb3p9G7D6WJfxkosAblg46KNuY5Br2\/wCmivFxvVZ202uo6E+QrPWpuzZNTRUxOLhDiHYcONUT0jhZIFGgOA0WVS0sbs+Uvc4RPLdSCGmqaACfJSzM45jzrkFwBuo7xy59uiuRgZcRX1TPo\/XR\/R0VNrxY1G8cRz7dFbhcMmIr6pn0frovo6I6ua9UNfPoZSEIXTMoISJUrhYEISBFwsCVCWkJBcRCe1hKbSk4tK7EhEIpCQyJCELOWAhCEACEIQAISoQMEiVCAAIQhMRf2Gflf3U\/sJFm\/HHc\/QtLYnzp+6n9hIs3AzNY8OfGJGi7aTQOnEhZqn39y9yyP2o0NmTuLH2dzo+XHOF0uEm03rGwU0UwLWQNioszU9xzG9DrurXzrfw2zTW8NHC7NqyhjqWH\/I7cTHiqkYvVkbp9UscvFWX4JhoE6jiFWkwT2g3u4HmtFDbOHqSazW58TIqsJEkktoz7lBE+wn56C6nSXJ2sOll1WFtubQ0eBWjMSeCzMZG02HZvJR9axYnERyvUtp2ujP2pjpRLIBI8DMRQe4CjvFWspdDjm4MveXPnz9ewGsy570HOlz5XJOgSwNBcLqrF2aFXxPBbWFYGtxIaKHRMNcrmj01WFG8ggjeCCPItfZchdHiSdT0TPbR8lF8Oa9Rr59GVEIQukZgSpEIAVSwtB3qFSwuoqylbOr7hS3EzWAcE4sCCnArpRitxURtBUcrKUkklJXiwqpRjJOK3oadiuhJaFh7iZChATwFSo3LLjEEJ9JU8oXGAJSEqE7CuMKEpQoEhEJyEAIhBSUgC\/sT50\/dT+wkWZhMOZHtYC0EmrcaaO88FqbEHyv7qf2Eiig2aDvWKvNRqa9S9WN1Iwir9pajwD4GOIkishpBbI01le0da93jegq3h9uPaAJJIiOJBcT5gKT9m7EDg9oBJcGigNTT2n8FqwbBibTTE3NuN62eW9YK+IoPSSuZqlehNfUvIl2fjcLKKEvW5kEEeQ7wnTYjJ1X6t4Hge210UPgSGt68DekJBAYzpHNZ265W9mqrY3ZQzZHNDMu8W0O03Zheh\/wB0ubT6OpJuL+nta8uvuI4iNDJrFp8vncclLiGtkyjWzY8qrx7SiLwHvpvFdfDsmAODsrb7GuP4KKbYUH1Qf9ka+Ub11f1tqnks91r6X5mVYimlaz8vk5t+0YiTke2uAsA+mlUx0zQDbXgniWnL59y6SbwZhNgRiuZtp8xVfB+DjHyObEXMyiz1svGt3v8AxUKdaE6bnaWWO99XN+xOFWgt99DhtoRO6SQ5TWd5ujVZjqqS9L2lsPE05rZzkcHNDeqQW69UacrXJYrwfcy9brfuV9PF0p7mboYulPczCWvsb5rE\/dM9tGs+bDlvBaGyPmsT90z20avbvbmvVGmLT3dvoV0K\/seKBzyMQ5zWUKLd+bpGDUVqMpeTWunPQ28ZgMKGkx4gl1AtaRoSSBqa6tXZB1pp5hdFmexipFoRwxkQm266Shzy3UyuAN0aGQNsi6WjtTDYJrXGJ2Zwa7KA9zgXB7KvTTTOBzGu8IuOxz6AVtMwuGIn64FS1CTIQ4svflI1Fcd9kclZxuCwQc0slBaZRmaHHqxkxgjNZuvlDY32K8UozaiynP2lY9aeDw+GdIxrn5WGMF5LiKeJqcLrT5LWudKntEx5\/khTckelk9YsaX6n9ouHkVkajuJxK5KkbMoUqsjVcXdEbE+VqFXtCn07\/wBKFlI2pyRqcsiJsEIQpACROTUmAJqVCgSFQkQUwEQhCQzS8Hvnx9if2L1bwxA3rN2Xi2xSB782WntOWs3XY5tgEgaZloYfaWDabJxDuQMcdf16rlY5fVfsIzw8q6Sj2nQ7OxLBuaHEijYsUuh2bFJI3NDfKswZl8ooFchD4V4Vp0E\/dkjr+taLPD\/Dt0yzEfZYP+9cWpTrW+mPmQp7Ihf6pu3edbAzGMIizShu8ZXgjU69a9DfBVC7K\/K9rgbN3vJ49\/eshnwkQWD0c2m7Rmnd1lYxvh\/hpGFj4ZSSyg6mZmiwdDfYsbweKTvOnv4pr5Hitl03D6ajvwT1XLcXsTtGJrwwMzOutXBrAe0lQsm6SZrI525iCXZWBsWh8Vuay53l4FYmI8KsM8tBZLbRd5WO3j9pxF6b6U0PhjEx4LelaBwbHELI01IK61GGEpwTSaqZXvSkr7uK8kkus5sdnOKu1rbsfr6G9iBPq0Z3NboTI1rYweYJAs792ijwew2PBcXm7GYRuzx2N2Yu4689LWNN4W4eTrStnc3flGVtntOZGN8JYJGCOPpomtN03Lr3nPZUYbSxShGjS+ni3pz5eCXM24LAubSrzyR48X6WRpYrYJsuBc066iWMWCeTRuWVisAyy7NG126mt0rkdRfmTYtvxZMpdMaG8tbZ\/wCtUsRjoHaZphf7DP8AOqXXxVWTdWbfadH+gwUZO8pS8fhGXtHDjgWu7t6rYLDEMxHbE320atuwmHH9pPu+gz\/MlgmhY1+R0ri9oZ1msaBT2uvRx+it1OqlZRfFeopUKFK7hLTXr6ikcCOj6XrfRy\/t7s1\/Q\/HRU24c8dFrdIQd58WvJy7kxzL3ruPHU8ytHTi\/dGetUjK2VW017e39uBRyCtyQsG5WXw1xSNjV89oUHdW0XEpKwiCZ0K0ugB83qUD460UqGJo1Z5bW9wbaKhi7fOoSFccUxrLsf78iuqQTnljvGnoVkBSvj1UdKpxaHcEJUJAf\/9k=\" alt=\"Destellos de rayos gamma terrestres: \u00bfSon m\u00e1s comunes que lo que se  pensaba? | Ciencia de la NASA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQeGuSIQCIkZ_TKbJdSC0v4EyT5YTsMQH5W8w&amp;usqp=CAU\" alt=\"El cielo de rayos gamma extragal\u00e1cticos - Revista M\u00e8tode\" \/><\/p>\n<p style=\"text-align: justify;\">Pocos meses despu\u00e9s, el 27 de agosto de este a\u00f1o, una r\u00e1faga de <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a> de inusitada intensidad fue detectada. La r\u00e1faga incidi\u00f3 en el lado nocturno de la Tierra, con una intensidad tal que ioniz\u00f3 \u00e1tomos de la alta atm\u00f3sfera a niveles solo observados en el d\u00eda. Se trat\u00f3 del pulso de radiaci\u00f3n originado fuera del sistema solar de mayor intensidad registrado a la fecha. De hecho la fuente result\u00f3 ser otra &#8220;magnetar&#8221;, denominada SGR 1900+14 situada a veinte mil a\u00f1os luz de distancia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"SGR 1900+14 - Viquip\u00e8dia, l'enciclop\u00e8dia lliure\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTid_kCnWKo_caNzyOi6AK78_SpY2iNa782wNUmVIpLz790cnUMfAmsI3MznVZ5_kqg7S4&amp;usqp=CAU\" alt=\"SGR 1745-2900, magnetar VS agujero negro supermasivo.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 SGR 1900+14<\/p>\n<p style=\"text-align: justify;\">La detecci\u00f3n de pulsos a raz\u00f3n de uno cada 5.16 segundos condujo a la deducci\u00f3n de que el campo magn\u00e9tico de esta estrella es tambi\u00e9n de unos mil billones de Gauss. Estos campos magn\u00e9ticos son tan poderosos que una &#8220;magnetar&#8221; a la mitad de la distancia de la Luna ser\u00eda capaz de borrar tarjetas de cr\u00e9dito y sacar llaves de nuestros bolsillos. Aunque en realidad, los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y gamma emitidos por la supuesta estrella nos hubieran aniquilado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYYGBgYGhoaGhoYGhgYGhgaGhgaGhgYGBocIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHzQrJCs0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAOEA4QMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB\/\/EADQQAAICAQMDAgUCBgEFAQAAAAABAhEDBCExEkFRYXEFEyKBkaGxFDLB0eHwUhVCcpLxBv\/EABkBAAMBAQEAAAAAAAAAAAAAAAECAwAEBf\/EACMRAAMBAAMAAgIDAQEAAAAAAAABAhEDEiExQRNRBBQyYSL\/2gAMAwEAAhEDEQA\/APjJCEMYhCEaMYh6f\/8AJ63SwWVamLfVCotU2uU68OmzzB1MDWjxfV6MauUXL6U69Xf9ELHWQKWeAp9npwNijfuCoJie4erYYaT9CKG\/AxjVHI017FooRw2d3GknqDwZcpBBUbod8vUVIpd9y1FWwqAvw40y8VXcqnwr2DKI6lsEpP0vCT8snW\/LOI0c+nxLFCUZ9U31dcOmuinUd+9mc4X1LEZ\/zH5f5OvM63b\/ACX+UBcQdDMksj8v8sH81+X+WWcSjRurJ0R5n5f5ZHnfl\/llOoE+SdSybvAs8sv+T\/LBxyS\/5S\/LB9ZaLJuWiezTCdc\/+UvyyHeo6L6U6SYhCEOk8Ah1I6kFSSXqHqxktA0RRLr1L7FZ4mweFOhs68bQeGT0CZMTLTw+jZPXUxNRDY8LYeOChuGJlPxSg8Up\/ItHTP1DR0zs0IYpeCzi12JuUelHDOaJxxsNHBwGh7Bsb8bgcHTLQKWlaVi+TFvRrNdXOwtmguKaonMlG98M35TQxgxXzwX6kF07W\/PHDM\/DTKRMekvvsFz4EoqjmDMuOxacxcejac08b7F3obU30zfTG04q0naX1vtGr+9A8Tb70aumvpaTa6lUt6TVp017oFahXTXwednBopNVyaOtw0zNnEZerQ0\/AEkUktn3DNApyoZzqOW8XoFxLJ8+DkpgJSE\/Hpz1yKfgN1nRW15ID8JP+ywMoq9uPVV+hVItRDoXGjz9Lwx2EyR9C2Hiwcm2PMelW5Uf9ZSg0MLdHIQGtPhk+xdSkRXvhzDgT8mhDGttg2l0b7mnj0V9gNlZ8+jM+QvATDg9DfwaBeBl\/Dtv7E6o6Yz5MfBpr5Hcvw60qHf+nSh7dmjk5SXsRet+HSuTF4Ys9EykdN38G1CtnSfp2\/Qpm03UrQW2NPIhGMdgOTT+WH6nF7o45onjRZWIfw9eoxhwvuFenb47jmLS\/TdCUyncy82NJbcg1ikzQlht8UdeEyoPfBDBidm\/pdP9O4DS4Has14wpC09JXZhfEdPfCMLLpn4Z6vWpLdib1Uflzg8abl09M3dxpu+43G3ge\/h5hwoW1EEbGTTdxLNhXudUkeT1YZGSNAmvJp5IKqoz9RCh8PP5Jz0F0LyQrRAdTn1fo5R2iI7YZFOwCrG73BIdwQbRVI3r8CafFfY29Hp+Nv8AJn6bGbWllukCgzWD2m067IY6CQn9NL2CYYtk2Xn0Lp4T5jvz49tzR0unlKO67ldBpHdN8nodDpa2o5eXkz4LyjKjhaVONrt6GXn0re563LNWo0qBrDBuqq\/uiU8rXo3XTxy0rTqSpMnyeh78HrNVottkmjMzaOys8yfyDr+jJz6OMl1JXsZGbSvx\/c9Ri0+1dv6i2p0vddh5pbgVTRh6e1tf5NDDLs\/0DQ019rKw0iUttgVMsf8AIxPKlYXHL2+9BJabd236bd\/v2AfK3F6JoK5BrTwV2OymvAnijS3JKTJOXoXXYX1qqTEp9xzPFurXKteu9bfqAnFpFZWD6Z+ShTNXgclGxTUNF0LVeGbmiZuqkjUyy8GXqkm\/3LSji5aeC1ohOleSBw5ezBHSqZYjLRiyHdLOkIId097eGWT8GlemhgyXZs6LizHwwSS8mro3SX4M2Bw0\/TU00r2H4NJmZBU0jSxxunwTotxI2dPNVs0ael1Lau+PB56EG\/5WN6edb+OxyXKOlM2s8lKm7JhwLywOn1PV9L9v\/poYY9KSv\/BB6vB9CKTiqdPwJ5cKd7VuPuaurA5YNirwCMvJp6tVu+4jlj23NzLbXsZ+TGvuUmjYZ0Mb8MuoJ9t\/1HFikv8AJVY73S9x3QBfJjtcWKThFcmysTSVtV7Ces0yW\/YM0LojKCrZsXm1Qy42qQtkx7cjYPLASnv\/AGF88lQbI0lXgz9RMpMhdeAsk0IzZ3UZBJ5GWUkXenM1vhGdqm0n\/tj2SbYnnnez4ZRErawzyDf8OjocOfDOOoqQ89VgxdDOCbQsExsvFaNPjNrT5LH9LkXBkaaVIelKt13LJ6WqcPSY2nV\/kbTS77GLo9QpRXlD6y7CsEmgppVV+4xjy17NmRDU7+fQbw5LI0i6XmmrDUO0kbOm1DdLv5PM4Z7ofw53H+ZErnfgxuqcuo0euUnbSWy4W3Bj6fUKS3\/Pg2NBqo7KVNX90RwWnnp3LhT+rb1FMujXKNx4\/wDujw\/1BTxJUzKRPymBL7g6j7GjqcCu1YlLC3ytg5g\/bQEJJtpcFMsNqZSa6HtyMTknHdf4CgN4Y+ph0sz9RnS9xzV5e5iaydstCKStAZ9RbdiWbKiupmZ+bIdEoFSy2bMhSU0wXzXuAnJlEznqcYXNk6RN5rK5J33BGfhN1+hn5qILdRAahezBHCWQ83QlkEhKmDQfHHcrFYNKbfg5hdP3NDHLszPhWy8DkPB0xWo7Omo0tJFb0aMP5fVbGFpptNb\/AK8btb+ODWxT7PexyVRhRTdjWHK7QF4ZL6ul9DddVPp6qvpvi\/Q5FNbiVjL8a89NrTT3VmzpssLp7nm9LmXUk+Nh\/WTUZOuHuqJ1O+CtYz0uGEHxuv1QzpMThL0uzy\/w7WtNeT1fw\/L1Lbd90c9S0xa+D0nwnUqScXX+RnJprTujHwwUX1L7x7o3cWojON\/kDRxU8eoysmBdxLUxVGjra7P7mLnl6mLR6Z+eG9oHlf07kzz7XYtPfuZMt1ENTNb9v7mDqJ7mjrVTd9+5mamDfqX4yynPTNz3fkUy6VyTaTqNdT7K7q\/wx7UQoTnGkdCQKrPDMzbbIVnOT2C5sqTYFTEqsZKsfmgJbFGy+Rb82CbFfIcdTjLEK2QT8iBhUhCHPox0JjYIshpYU8ej0Jj+LIn+DKxvYbw7bovFYd3FTY1Oe47p8+wnKKe63aO6bZ+jLppoFzSZtz1c3BR6pdF9XTb6eqquvITBlTVMz4S\/7d\/KtBsa2A0PHuoexwptfdG7\/DKWOE3Jb3slbjXn0MDE2671+x6T4NopSum1W69mSusFpYFho8fXD5c5TVLq6o1Uu9b\/AO+WaGghPFPut+fHh+xNHCGnz9OSpJPetr8f0HviOux5MeSUdpQSajy3Fven6bHO228+mZpYbOtyRlGOWO0r6JxXZ1v+xfSzpuv5Wed0fxCU1W9SStesVz77P8mtppuMFw07X43QPU8Zz1GIb1GbbcyNSnL0X7hI5XKVPgrqZ0uODP00rr4Z2dNR27CWWdqu6\/Ys8snJos8TdevqlderClnyWMjUxUrtfliE4f76j+VNyaXkBqaSKpNFJr6MTLjbkxTUx2v0H+q2xL4hw\/Y6EwUuzxHnMm7YMLliBbo5bbJtdX6VyULhcu5X5UqunXBLWc9+vxAyHaIYmXhOr+lO1W97cbqnz\/cGQgpiHThBkzF4MewyM9MaxTson4X4KyjQx5KHMGVPsZkJjeNF4eo7tdfBrxjaTXKG8eByppGXpptHq\/hkPp9P6guuqGaxaLYdO4xvjybHw7XVF9NKUVdeV3\/AHLOo7K0\/G9eTAnmlCdrZomv\/AEvSbl0emzS+fspfypvd78cGZObVpSurXUrVr79mCi10rLGa6m2pQV9SVJ3\/AOI24KS6oK01uvHkdJJCZg\/8LyfUlezo9Tgy\/Sot1v8A7Z5jSOklVPya+POls2nfFEb+dEpahmcqnt3LZWnzuJyn1PqT3X7B47LyI2BSKS03f\/fY5mxvovw\/3GZd+BCes2a\/Qadb8HRlzj0ybe5nayd2uw\/qndpeTHnJ2\/Q64n7IXfUTi92Z+vyfSx6cak67mZ8Ul9LGpeD8d69MlvcFJbncTtpOSim6t3S9XSbr2QHJOm639TgrW8DXJOay7avdJ\/k9B\/1fTLSPH8hPLKV9afCu6TdtbbUeXcmVEcklztbiD\/Nj\/wAX\/wC3+CALOGwn+RkNH4LgxTyxjmyPHDe5KPVwm69Lqu\/JnECKnjDZ4pOou15qgRCGRm9ZA2EH0jMYpPZtr1VP8WxuxTjl9g8GNYhfFFGlpMRWK09Xin7Y3oIJtKR6jRLpqu55\/DFKtr9zXwZ6i\/BuTRrWmmpxf0ya34ff7mT8T0tb\/qEw5rdhnNSTUuP2Jy2mJ1csy9FklG1FtdS6X6rZ1+iGo5nHdOvIOeDpfuUzSpf7+pZVrA5TNHBrbremPafUU9zz+KSfGw3gl5HcJnNSw9PDUKK2a3HIatRVtX5o89GK6e\/anfHm13GcupXTV+hN8aFRNfrHJtraP7oQcqr2O5N+OEI5otqUlVKu6T34pcv7F4hJYS5KaGMuR+ORGcOW0chq1w3uH69vQpmEuyr5M\/UxMP4lL6eD0Gpmt0jz\/wARVxdGa1Dqs+DBXcHINlxuLcZJxfdNNNbWtmAOBk2\/o4yEIIxSEIQBiEIQxjqOteCoaEQN4PM9vA2nTTT2dU91afo0+RmMbd1Xtt+CmOI1CAEtPT4eLwJp8F7Gnhw9IHRxXk0FjTTOmcR1tKVhTHP1JPN9NLixHVSp0gMcrSNTDMm3pstdxyGTkwNNlbZrY2SfjNUjkZp7P\/fuJ6vqXPD7r+oxBWEyulutvUpNLSDlr4MzFHumNQm+4N4E94un4OS6lymdKaZzVP7NLT6prZPYOpRl5XtujKhk9RmGZVyAm5HpqKj3Zl6mTfov1GJZ77lZKL5Chanwzv4dWk\/37jE8+zRXJCu4s2U7ac\/4ktaJmmYmqybM1Jz5dmTqVyMsE60n4ZOp1EpycpScm6tybb2VLd+iAF8q3Bnm35TRnrfpCEIIAhCEMYhCEMYgxhiUwwsdxwEqsOr+PwunoWCb5f8AvqNYuTny4qTUX1JN06q12dPgJFW+BuNpnsRDlaO4KfhDE8jql+RfBjr3LZs1bI6BmtYrqIttd\/bsDyqthhRSYvle5HloeZL6dbmqmZ+mS2Vcmi8VI53yDVKHtJO1Xr4V\/kJqYPi7XgTwTqrK6nVb1f3MuT3wl09L9CvbYJKbXfYT+YnumSOUvPNotcWjMpRfNC85KJOtFcsk+DonkJfhRz+L8F1qkzOnADLI16lFQK4Vg\/n1LoU+eBWTqaXHvwDzxqTjalTatbp0+U+6KKkc9ceDXWmZ+tmuAqzpIQ1E755C6WHNc56JZQYTIDOPl\/1pyEIQhIxCEIYwSTW1J8b27t3yttlVbbgyEMYLhk09h\/DIzoyoax5UTtadv8XkU\/ZoQkMYpb3\/AIEscgvWLFKfk9ea1aaX8Qq3BSd8fqLKZOs6lc4N4Em+4HqKymSKOTlvWFPX4aGjbHYT3rv+5l450nQ9p8nVTfJBr7KsYzZa7cmdOdvwH1ebsKzdrdfcCeGSOubW6ZaOs2pr7oVk2ClIpNC28ND+IOSz+DOWSgsch0RyYTVTQzLIwMmUlMq5llYtUiTAyk\/IVoBJlFRy8qKykK5ZBM8hZysbsmebzX9HCrR2zotJNHMUIdoJlUbfS21bptJNq9m0m6fpbItYEEQhAGIQhZIwUtIkHhEtELFE6o6+LiwJiQzBAYD2j1EoS6o0nTW6T\/mTT2foznpnr8M+YBnjrx9mn+xWgpQVMu5RxIlnHE44hA219FvmB8OdoSZITYyRNcuP0YyZPJVTFck2Tr2C50T8\/rGnkBzkJ5sr+wD+IYy4mc\/J\/OSfVjWSQKOqoFLLYFlJn9nDyfyKT2WaC1KZPmGcWUmN1z4B\/ap\/I\/8APKuViVs78xh9N\/Z3xh8kLQswjybAgpshyNN6jrZLOECm0TOnAlquHd82qqt1Vc8dwZm9MQhCAMQJEhAMaPkNAPEhCVHo8QaAxAhCNHpcJInJHSClvo4XicIAwLIUiQhRHNfyBy8gpHCFUcXJ8sHn4F2QhRHn83+iEIQYkQhCGMQhCGMQhCGMQhCGMQhCGMQhCGMf\/9k=\" alt=\"P\u00falsar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0P\u00falsar del Cangrejo<\/p>\n<p style=\"text-align: justify;\">El descubrimiento de las &#8220;magnetars&#8221; tiene inter\u00e9s mas all\u00e1 de establecer un nuevo &#8220;record universal&#8221; en campos magn\u00e9ticos. Los censos de pulsares mostraban una poblaci\u00f3n demasiado baja de estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, unas treinta veces menor de lo que deber\u00eda esperarse a partir del n\u00famero de supernovas que estallan en nuestra galaxia. De hecho, de las seis supernovas observadas en tiempos hist\u00f3ricos solo a una se le conoce un pulsar (el del Cangrejo). La nueva evidencia observacional sugiere que muchas supernovas en vez de formar simples pulsares producen &#8220;magnetars&#8221;, apuntando hacia la soluci\u00f3n del largo problema de la demograf\u00eda de las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p style=\"text-align: justify;\"><em>Esperanza Carrasco Licea &amp; Alberto Carrami\u00f1ana Alonso<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F03%2Fel-descubrimiento-de-las-magnetars-2%2F&amp;title=El+descubrimiento+de+las+%26%238220%3Bmagnetars%26%238221%3B' 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; 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