{"id":3373,"date":"2022-02-11T06:13:46","date_gmt":"2022-02-11T05:13:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3373"},"modified":"2022-02-11T06:13:19","modified_gmt":"2022-02-11T05:13:19","slug":"cosas-del-universo-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/11\/cosas-del-universo-2\/","title":{"rendered":"Cosas del Universo"},"content":{"rendered":"<p><strong>BIOLOG\u00cdA Y ESTRELLAS<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-VncAIBAFhj4\/T24s8I80lZI\/AAAAAAAAAFc\/sNo-Al5tquM\/s1600\/estrellas1.jpg\" alt=\"BIOLOG\u00cdA Y GEOLOG\u00cdA 1\u00ba ESO: LAS ESTRELLAS\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong> \u00bfEs viejo el universo?<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>&#8220;Las cuatro edades del hombre: Lager, Aga, Saga y Gaga&#8221;. <\/em><\/p>\n<p style=\"text-align: right;\">An\u00f3nimo<\/p>\n<p style=\"text-align: right;\">\n<p style=\"text-align: right;\"><img decoding=\"async\" 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\" alt=\"Los astr\u00f3nomos detectan la galaxia m\u00e1s lejana (al menos por ahora) |  National Geographic\" \/><\/p>\n<p style=\"text-align: right;\">La galaxia m\u00e1s lejana captada hasta el momento<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos generalmente utilizando medidas de Tiempo y Espacio como a\u00f1os, kil\u00f3metros o a\u00f1os-luz, Como ya hemos visto, estas medidas son extraordinariamente antropom\u00f3rficas. \u00bfPor qu\u00e9 medir la edad del universo con un &#8220;reloj&#8221; que hace &#8220;tic&#8221; cada vez que nuestro planeta completa una \u00f3rbita alrededor de su estrella madre, el Sol? \u00bfPor qu\u00e9 medir su densidad en t\u00e9rminos de \u00e1tomos por metro c\u00fabico? Las respuestas a estas preguntas son por supuesto la misma: porque es conveniente y siempre lo hemos hecho as\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"F\u00edsica en tu bolsillo - \u00a1Unidades de Planck b\u00e1sicas! Al dar valor 1 a las  cinco constantes fundamentales, las unidades de tiempo, longitud, masa,  carga y temperatura se definen as\u00ed: | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00c9sta es una situaci\u00f3n en donde resulta especialmente apropiado utilizar las unidades &#8220;naturales&#8221;; la masa, longitud y <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>, las que ellos introdujeron en la ciencia f\u00edsica para ayudarnos a escapar de la camisa de fuerza que supon\u00eda la perspectiva centrada e el ser humano.<\/p>\n<p style=\"text-align: justify;\">Es f\u00e1cil caer en la tentaci\u00f3n de mirarnos el ombligo y no hacerlo al entorno que nos rodea. Muchas m\u00e1s cosas habr\u00edamos evitado y habr\u00edamos descubierto si por una sola vez hubi\u00e9semos dejado el ego a un lado y, en lugar de estar pendientes de nosotros mismos, lo hubi\u00e9ramos hecho con respecto a la naturaleza que, en definitiva, es la que nos ense\u00f1a el camino a seguir.<\/p>\n<p style=\"text-align: center;\"><em>La edad actual del universo visible \u2248 10<sup>60<\/sup> tiempos de Planck<\/em><\/p>\n<p style=\"text-align: center;\"><em>Tama\u00f1o actual del Universo visible \u2248 10<sup>60<\/sup> longitudes de Planck<\/em><\/p>\n<p style=\"text-align: center;\"><em>La masa actual del Universo visible \u2248 10<sup>60<\/sup> masas de Planck<\/em><\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ya se sabe la cantidad precisa de materia en el Universo\" \/><img decoding=\"async\" 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\" alt=\"Historia del Universo. - ppt video online descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Vemos as\u00ed que la baj\u00edsima densidad de materia en el universo es un reflejo del hecho de que:<\/p>\n<p style=\"text-align: center;\"><em>Densidad actual del universo visible \u224810<sup>-120<\/sup> de la densidad de Planck<\/em><\/p>\n<p style=\"text-align: justify;\">Y la temperatura del espacio, a 3 grados sobre el cero absoluto es, por tanto<\/p>\n<p style=\"text-align: center;\"><em>Temperatura actual del Universo visible \u2248 10<sup>-30<\/sup> de la Planck<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/unamglobal.unam.mx\/wp-content\/uploads\/2018\/06\/40329-990x556.jpg\" alt=\"Estamos solos en el Universo | UNAM Global\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos n\u00fameros extraordinariamente grandes y estas fracciones extraordinariamente peque\u00f1as nos muestran inmediatamente que el Universo est\u00e1 estructurado en una escala sobrehumana de proporciones asombrosas cuando la sopesamos en los balances de su propia construcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Con respecto a sus propios patrones, el universo es viejo. El tiempo de vida natural de un mundo gobernado por la gravedad, la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica es el fugaz breve <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>. Parece que es mucho m\u00e1s viejo de lo que deber\u00eda ser.<\/p>\n<p style=\"text-align: justify;\">Pero, pese a la enorme edad del universo en &#8220;tics&#8221; de Tiempo de Planck,\u00a0 hemos aprendido que casi todo este tiempo es necesario para producir estrellas y los elementos qu\u00edmicos que traen la vida.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>&#8220;En el final del Universo uno tiene que utilizar mucho el Tiempo pret\u00e9rito&#8230;\u00a0 todo ha sido hecho, \u00bfsabes?&#8221;. <\/em><\/p>\n<p style=\"text-align: right;\">Douglas Adams<\/p>\n<p style=\"text-align: right;\">\n<p style=\"text-align: right;\">\n<p style=\"text-align: right;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSKqMyw4N1bQQ9Q4l9zzvAaZcPCWAiKdxq7jSEts2YwuBdFf-MWfifPHAHd4hfdDzSty94&amp;usqp=CAU\" alt=\"Estamos solos en el Universo? -\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScG_zuo7yDxQsMnbQ0-1Hw-a7FeS2SKRKA876HnbG_Df9IlWcnyg5kVaTIo5KoG2hV4Wk&amp;usqp=CAU\" alt=\"Estamos solos en el Universo? | MetroNewsweek\" \/><\/p>\n<p style=\"text-align: right;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 nuestro universo no es mucho m\u00e1s viejo de lo que parece ser? Es f\u00e1cil entender por qu\u00e9 el universo no es mucho m\u00e1s joven. Las estrellas tardan mucho tiempo en formarse y producir elementos m\u00e1s pesados que son las que requiere la complejidad biol\u00f3gica. Pero los universos viejos tambi\u00e9n tienen sus problemas. Conforme para el tiempo en el universo el proceso de formaci\u00f3n de estrellas se frena. Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas habr\u00edan sido procesados por las estrellas y lanzados al espacio intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/1fcf146d-b0a6-481d-8230-eaa68c41c5a8_16-9-discover-aspect-ratio_default_0.jpg\" alt=\"M\u00e1s de 70 mundos sin sol flotan en el universo a 420 a\u00f1os luz de la Tierra  - Levante-EMV\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas. Los planetas que se forman son menos activos que los que se formaron antes, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> va debilitando la energ\u00eda del sistema para realizar trabajo. La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas. Los nuevos planetas ser\u00e1n menos activos geol\u00f3gicamente y carecer\u00e1n de muchos de los movimientos internos que impulsan el vulcanismo, la deriva continental y la elevaci\u00f3n de las monta\u00f1as en el planeta. Si esto tambi\u00e9n hace menos probable la presencia de un campo magn\u00e9tico en un planeta, entonces ser\u00e1 muy poco probable que la vida evolucione hasta formas complejas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Qu\u00e9 es el viento solar? \u2013 ASTRO\" \/><img decoding=\"async\" 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\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre las atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y, a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>. En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Tormenta solar: Viento solar de \u00abalta velocidad\u00bb podr\u00eda llegar a la Tierra  | YO SOY SV\" \/><img decoding=\"async\" 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\" alt=\"El viento del Sol que explorar\u00e1 la sonda Parker - Ciencia UNAM\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar. Poco a poco hemos llegado a apreciar cu\u00e1n precaria es. Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagar infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen serias amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Asteroides y cometas que s\u00ed podr\u00edan ser un riesgo para la Tierra - Grupo  Milenio\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1l es la diferencia entre un cometa y un asteroide? | Muy Interesante\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una seria y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas. Los impactos no han sido infrecuentes en el pasado lejano de la Tierra, habiendo tenido efectos catastr\u00f3ficos.\u00a0 Somos afortunados al tener la protecci\u00f3n de la Luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Mesozoico, la tierra de los dinosaurios: Tri\u00e1sico\" \/><img decoding=\"async\" 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\" alt=\"Y los dinosaurios se 'esfumaron'\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando comento este tema no puedo evitar el recuerdo del meteorito ca\u00eddo en la Tierra que impact\u00f3 en la pen\u00ednsula de Yucat\u00e1n hace 65 millones de a\u00f1os, al final de la Era Mesozoica, cuando seg\u00fan todos los indicios, los dinosaurios se extinguieron. Sin embargo, aquel suceso catastr\u00f3fico para los grandes lagartos, en realidad supuso que la Tierra fue rescatada de un callej\u00f3n sin salida evolutivo. Parece que los dinosaurios evolucionaron por una v\u00eda que desarrollaba el tama\u00f1o f\u00edsico antes que el tama\u00f1o cerebral.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Este fue el primero de los nuestros\" \/><img decoding=\"async\" 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\" alt=\"Los mam\u00edferos pudieron aprovechar el d\u00eda gracias a la extinci\u00f3n de los  dinosaurios - The New York Times\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La extinci\u00f3n de los Dinosaurios les dej\u00f3 el hueco a los mam\u00edferos para prosperar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La desaparici\u00f3n de los dinosaurios junto con otras formas de vida sobre la Tierra en aquella \u00e9poca, hizo un hueco para la aparici\u00f3n de los mam\u00edferos. Se desarroll\u00f3 la diversidad una vez desaparecidos los grandes depredadores. As\u00ed que, al menos en este caso concreto, el impacto nos hizo un gran favor, ya que hizo posible que 65 millones de a\u00f1os m\u00e1s tarde pudi\u00e9ramos llegar nosotros. Los dinosaurios dominaron el planeta durante 150 millones de a\u00f1os; nosotros, en comparaci\u00f3n, llevamos tres d\u00edas y, desde luego, \u00a1la que hemos formado!<\/p>\n<p style=\"text-align: justify;\">Y, desde luego, continuaremos en el avance emprendido para saber.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F11%2Fcosas-del-universo-2%2F&amp;title=Cosas+del+Universo' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F11%2Fcosas-del-universo-2%2F&amp;title=Cosas+del+Universo' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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&nbsp; \u00bfEs viejo el universo? &#8220;Las cuatro edades del hombre: Lager, Aga, Saga y Gaga&#8221;. An\u00f3nimo La galaxia m\u00e1s lejana captada hasta el momento Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos generalmente utilizando medidas de Tiempo y Espacio como a\u00f1os, kil\u00f3metros o a\u00f1os-luz, Como ya hemos [&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":[9],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3373"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=3373"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3373\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3373"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3373"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3373"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}