{"id":31561,"date":"2026-04-06T16:44:16","date_gmt":"2026-04-06T15:44:16","guid":{"rendered":"https:\/\/www.emiliosilveravazquez.com\/blog\/?p=31561"},"modified":"2026-04-06T16:44:35","modified_gmt":"2026-04-06T15:44:35","slug":"los-misterios-de-la-tierra-iv-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/04\/06\/los-misterios-de-la-tierra-iv-3\/","title":{"rendered":"Los Misterios de la Tierra IV"},"content":{"rendered":"<p style=\"text-indent: 24pt; text-align: justify;\"><strong>El planeta Tierra y sus misterios<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.areaciencias.com\/fisica\/imagenes\/efecto-coriolis.jpg\" alt=\"efecto coriolis\" width=\"647\" height=\"432\" \/><\/p>\n<div class=\"speechify-ipvczq\"><\/div>\n<blockquote>\n<p style=\"text-align: justify;\"><span id=\"speechify-first-word-listening-nudge-0\">&#8220;El <\/span><strong>Efecto Coriolis<\/strong>\u00a0tambi\u00e9n llamada\u00a0<strong>Fuerza de Coriolis<\/strong>\u00a0es un fen\u00f3meno que afecta a los patrones clim\u00e1ticos, afecta a las\u00a0<a href=\"https:\/\/www.areaciencias.com\/fisica\/corrientes-marinas\/\" target=\"_blank\" rel=\"noopener noreferrer\">corrientes oce\u00e1nicas<\/a> e incluso afecta el transporte a\u00e9reo.<\/p>\n<p style=\"text-align: justify;\"><span id=\"speechify-first-word-listening-nudge-11\">La fuerza de<\/span>\u00a0Coriolis es muy simple de explicar, es una fuerza que ocurre\u00a0<strong>debido a la rotaci\u00f3n de la Tierra<\/strong>\u00a0en el espacio, y que\u00a0<strong>desv\u00eda la trayectoria de los objetos que est\u00e1n en movimiento con respecto a la tierra<\/strong>.<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.areaciencias.com\/fisica\/imagenes\/coriolis-curvatura.gif\" alt=\"coriolis\" width=\"441\" height=\"331\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><span id=\"speechify-first-word-listening-nudge-16\">Realmente\u00a0<\/span><strong>el efecto aparece en cualquier objeto que se mueva frente a una referencia en rotaci\u00f3n.\u00a0<\/strong><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogdelagua.com\/wp-content\/uploads\/2015\/09\/efecto-coriolis.gif\" alt=\"Entonces, \u00bfqu\u00e9 hay de cierto en esto?\" width=\"431\" height=\"239\" \/>\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 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/bbampaual.files.wordpress.com\/2013\/05\/desdepolo.gif\" alt=\"EFECTO CORIOLIS | Calma y Equilibrio\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><span id=\"speechify-first-word-listening-nudge-17\">Si te montas<\/span> en un t\u00edo vivo y tiras una pelota a un amigo que est\u00e1 dentro del t\u00edo vivo y en l\u00ednea recta contigo, ver\u00e1s como la pelota no le llega a tu amigo porque se desv\u00eda.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">Las fuerzas que act\u00faan sobre la Tierra, como planeta en el espacio, tiene profundas implicaciones energ\u00e9ticas. La gravitaci\u00f3n ordena y orienta, y obstaculiza y facilita los flujos de energ\u00eda cin\u00e9tica. La rotaci\u00f3n genera la fuerza centr\u00edfuga y la de Coriolis: la primera achata el planeta por los polos ensanch\u00e1ndolo por el ecuador, y la segunda desv\u00eda los vientos y las corrientes de los oc\u00e9anos (a la derecha del hemisferio norte y a la izquierda en el hemisferio sur). La rotaci\u00f3n es tambi\u00e9n la causa de los ritmos diarios de las plantas y animales, y de la desaceleraci\u00f3n de la Tierra, que alarga el d\u00eda un promedio de 1\u20195 ms cada siglo, lo que representa una p\u00e9rdida de tres t<strong>era-vatios<\/strong> por fricci\u00f3n de mareas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/45.media.tumblr.com\/9042b82f3ac5eadf4a1092f36861a482\/tumblr_o5jcppA9l61v53vrbo1_540.gif\" alt=\"La rotaci\u00f3n de la Tierra en un gif \u2013 Refugio Antia\u00e9reo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Pero ni la gravitaci\u00f3n ni la rotaci\u00f3n (fricci\u00f3n) hacen de la Tierra un planeta \u00fanico entre los cuerpos celestes de nuestro entorno. Su exclusividad procede de sus propiedades t\u00e9rmicas internas, que causan los ciclos geotect\u00f3nicos que modifican la superficie, y de su atm\u00f3sfera, oc\u00e9anos y plantas que transforman la radiaci\u00f3n solar que reciben. Los or\u00edgenes de estos procesos no est\u00e1n claros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Unas &quot;c\u00e1psulas del tiempo&quot; revelan que hubo vida en la Tierra m\u00e1s ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Tierra \u00edgnea golpeada por decenas de meteoritos<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Podemos fijar la edad de la Tierra en algo m\u00e1s de los 4.000 millones de a\u00f1os por la desintegraci\u00f3n de los is\u00f3topos radiactivos, pero poco podemos asegurar sobre la formaci\u00f3n del planeta o sobre la energ\u00e9tica de la Tierra primitiva. Sobre el tema circulan varias teor\u00edas, y es muy plausible que el origen del Sistema Solar planetario fuera una nube interestelar densa en la que el Sol se form\u00f3 por una inestabilidad gravitatoria y que la posterior aglomeraci\u00f3n del resto de esta materia dispersa, que giraba a distintas distancias, a su alrededor, diera lugar a los planetas. No est\u00e1 claro si al principio la Tierra estaba extremadamente caliente o relativamente fr\u00eda. Me inclino por lo primero y estimo que el enfriamiento fue gradual con los cambios de atm\u00f3sferas y la creaci\u00f3n de los oc\u00e9anos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTL_QOr9N8ekLq6OWeQEDo_It6GR2-pzQkV2Q&amp;usqp=CAU\" alt=\"Esto es lo que ocurre en realidad en el n\u00facleo de la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSGuV5CaSHXTz54o01JN47xCUoELGTxcZvN7w&amp;usqp=CAU\" alt=\"Geomorfolog\u00eda\" \/><\/p>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Las incertidumbres geol\u00f3gicas b\u00e1sicas se extienden hasta el presente. Diferentes respuestas a cuestiones como la cantidad de <sup>40<\/sup>K en el n\u00facleo terrestre o sobre la convecci\u00f3n del magma en el manto (hay una o dos celdas) dan lugar a diferentes explicaciones para el flujo de calor y la geotect\u00f3nica de la Tierra. Lo que s\u00ed est\u00e1 claro es que el flujo interno de calor, menos de 100<strong> mW\/m<sup>2<\/sup><\/strong>, tiene un efecto peque\u00f1o comparado con la reflexi\u00f3n, absorci\u00f3n y emisi\u00f3n de <strong>la radiaci\u00f3n solar.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/services.meteored.com\/img\/article\/la-radiacion-solar-257691-2_1280.jpg\" alt=\"Diseccionando la radiaci\u00f3n solar que nos da la vida\" width=\"595\" height=\"443\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcReqltm2F_d16_7bF5_vyWmrkt7Kon6l-qxuA&amp;usqp=CAU\" alt=\"Lluvia \u00e1cida - efecto invernadero - deterioro de la capa de ozono ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"NeoFronteras \u00bb Proponen aprovechar la radiaci\u00f3n infrarroja ...\" width=\"342\" height=\"198\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El balance de la radiaci\u00f3n terrestre (R<sub>p<\/sub>) en la capa alta de la atm\u00f3sfera es la suma de la radiancia extraterrestre (la constante sola Q<sub>0<\/sub>) reducida por el albedo planetario y el flujo saliente de larga longitud de onda (Q<sub>i<\/sub>): <em>R<sub>p<\/sub> = Q<sub>0<\/sub>(1-a<sub>p<\/sub>) + Q<sub>i<\/sub> = 0<\/em>. El flujo emitido es igual a la suma de la radiaci\u00f3n atmosf\u00e9rica y la terrestre: <em>Q<sub>i<\/sub> = Q<sub>ea<\/sub> + Q<sub>es<\/sub><\/em>. Los balances de la radiaci\u00f3n en la atm\u00f3sfera (R<sub>a<\/sub>) y en la superficie de la Tierra (R<sub>s<\/sub>) son iguales, respectivamente, a la diferencia entre la correspondiente absorci\u00f3n y emisi\u00f3n: <em>R<sub>a<\/sub> = Q<sub>aa<\/sub> + Q<sub>ea<\/sub><\/em> y <em>R<sub>s<\/sub> = Q<sub>as<\/sub> + Q<sub>es<\/sub><\/em>, de manera que <em>R<sub>p<\/sub> = R<sub>a<\/sub> + R<sub>s<\/sub> = 0<\/em>. Hay que continuar explicando la radiaci\u00f3n saliente con los flujos irradiados y emitidos por la superficie terrestre, el flujo de radiaci\u00f3n medio absorbida, etc., etc., etc., con una ingente rese\u00f1a de s\u00edmbolos y tedioso esquemas que, a mi parecer, no son legibles para el lector normal y no versado en estos conocimientos. As\u00ed que, aunque sea mutilar el trabajo, desisto de continuar por ese camino y prosigo por senderos m\u00e1s amenos y sugestivos para el lector.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Balance de energ\u00eda en la superficie terrestre - ppt video online ...\" width=\"558\" height=\"418\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La fuente m\u00e1s importante del calentamiento atmosf\u00e9rico proviene de la radiaci\u00f3n terrestre de longitud de onda larga, porque el flujo de calor latente es una contribuci\u00f3n secundaria y el flujo de calor sensible s\u00f3lo es importante en las regiones \u00e1ridas donde no hay suficiente agua para la evaporaci\u00f3n. Los oc\u00e9anos y los continentes tambi\u00e9n reciben indirectamente, irradiadas por la atm\u00f3sfera, la mayor parte de su calor en forma de emisiones de longitudes de onda larga (4 \u2013 50 \u03bcm). En este flujo de radiaci\u00f3n reenviado hacia la superficie terrestre por los gases invernadero, domina a la radiaci\u00f3n del vapor de agua, que con una concentraci\u00f3n variable, emite entre 150 y 300 W\/m<sup>2<\/sup>, y al que tambi\u00e9n contribuye el CO<sup>2<\/sup> con unos 75 W\/m<sup>2<\/sup>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Reserva de la biosfera de Dana Jordania el tiempo 2020 Clima y ...\" width=\"308\" height=\"192\" \/><img decoding=\"async\" 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\" alt=\"Proyecto Biosfera\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El intercambio de radiaci\u00f3n de longitud de onda larga entre la superficie y la atm\u00f3sfera s\u00f3lo retrasa temporalmente las emisiones de calor terrestre, pero controla la temperatura de la biosfera. Su m\u00e1ximo es casi 400 W\/m<sup>2<\/sup> en los tr\u00f3picos nubosos, pero es importante en todas las estaciones y presenta significativas variaciones diarias. El simple paso de una nube puede aumentar el flujo en 25 W\/m<sup>2<\/sup>. Las mayores emisiones antropog\u00e9nicas de gases invernadero han aumentado este flujo en cerca de un 2\u20195 W\/m<sup>2<\/sup> desde finales del siglo XIX.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"CALCULO DE TEMPERATURA DE SUPERFICIE A PARTIR DE IM\u00c1GENES NOAA ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"BBC Mundo | Ciencia y Tecnolog\u00eda | Chocan dos sat\u00e9lites en \u00f3rbita\" width=\"366\" height=\"205\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Como era de esperar, las observaciones de los sat\u00e9lites confirman que el balance de energ\u00eda de la Tierra est\u00e1 en fase con la radiaci\u00f3n solar incidente (Q<sub>0<\/sub>), pero la radiaci\u00f3n media saliente (Q<sub>i<\/sub>) est\u00e1 desfasada con la irradiancia, alcanzando el m\u00e1ximo durante el verano en el hemisferio norte. La distribuci\u00f3n asim\u00e9trica de los continentes y el mar explica este fen\u00f3meno. En el hemisferio norte, debido a la mayor proporci\u00f3n de masa terrestre, se experimentan mayores cambios estacionales que dominan el flujo global de la radiaci\u00f3n saliente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El oc\u00e9ano desde un sat\u00e9lite - Ciencia en remojo\" width=\"452\" height=\"438\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Quiz\u00e1s el resultado m\u00e1s sorprendente que se deriva de las observaciones por sat\u00e9lite sea que, estacionalmente, se observan cierto d\u00e9ficit y super\u00e1vit de radiaci\u00f3n y el balance de la radiaci\u00f3n en el planeta no es igual a cero, pero sin embargo, en cada hemisferio la radiaci\u00f3n anual est\u00e1 en equilibrio con el espacio exterior. Adem\u00e1s, la contribuci\u00f3n atmosf\u00e9rica por transporte de energ\u00eda hacia los polos es asim\u00e9trica respecto al ecuador con valores extremos de unos 3 PW cerca de los 45\u00ba N, y -3 PW cerca de 40\u00ba S.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Podr\u00eda continuar hablando sobre los vientos, los terremotos, las lluvias y otros fen\u00f3menos atmosf\u00e9ricos, sin embargo, no creo que, por ser estos fen\u00f3menos naturales muy conocidos de todos, pudieran tener gran inter\u00e9s. Pasemos pues a comentar sobre los oc\u00e9anos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.caracteristicas.co\/wp-content\/uploads\/2017\/03\/oceanos-e1564164637154.jpg\" alt=\"Oc\u00e9anos: clasificaci\u00f3n, caracter\u00edsticas y contaminaci\u00f3n\" width=\"541\" height=\"271\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Agua, mejor que Tierra, habr\u00eda sido el nombre adecuado para el tercer planeta, puesto que los oc\u00e9anos cubren m\u00e1s del 70 por ciento de la superficie terrestre, con una profundidad media de 3\u20198 Km. Debido a las especiales propiedades t\u00e9rmicas del agua, \u00e9stas constituyen un extraordinario regulador del balance energ\u00e9tico del planeta.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Este l\u00edquido tiene cinco ventajas termodin\u00e1micas importantes: un punto de ebullici\u00f3n inusualmente alto, debido a su capacidad para formar enlaces de hidr\u00f3geno intermoleculares; un calor espec\u00edfico de 2\u20195 a 3\u20193 veces m\u00e1s elevado que el del suelo; una capacidad calor\u00edfica (calor espec\u00edfico por unidad de volumen) aproximadamente seis veces mayor que la tierra seca; un alt\u00edsimo calor de vaporizaci\u00f3n que le permite transportar una gran cantidad de calor latente; y su relativamente baja viscosidad, que le convierte en un eficiente transportador de calor en los oc\u00e9anos mediante mir\u00edadas de remolinos y caudalosas corrientes.<\/p>\n<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"El Pac\u00edfico Colombiano suena Excelente con nosotros, A Ritmo de Currulao le cantamos a Dios.\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/lgfV9Igtwe0?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p><strong>El litoral Pacifico: Selva y mar a ritmo de currulao<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">No es sorprendente, pues, que los oc\u00e9anos, que tienen cerca del 94 por ciento de toda el agua, sean determinantes en el balance energ\u00e9tico del planeta. Cuatro quintas partes de la radiaci\u00f3n solar que llega a la Tierra entra en la atm\u00f3sfera que cubre los oc\u00e9anos, los cuales con un albedo superior al 6% absorben la energ\u00eda con una tasa cercana a 65 PW, casi el doble de la absorci\u00f3n atmosf\u00e9rica total y cuatro veces mayor que la continental. Inevitablemente, los oc\u00e9anos tambi\u00e9n absorben la mayor parte, casi dos tercios, del calor rerradioirradiado hacia abajo por la atm\u00f3sfera elevando su ritmo de calentamiento a los 175 PW.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.ambientum.com\/wp-content\/uploads\/2020\/01\/mar-mediterraneo-mapa-696x509.png\" alt=\"La cascada de kil\u00f3metro y medio que llen\u00f3 el Mediterr\u00e1neo - Ambientum\" width=\"563\" height=\"412\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Salvo en los oc\u00e9anos menos profundos, la interacci\u00f3n aire-mar no afecta directamente a las aguas profundas. Las oscuras y fr\u00edas aguas de las profundidades marinas est\u00e1n aisladas de la atm\u00f3sfera por la capa mixta, una capa de poca profundidad que va de pocos metros a pocos cientos de metros y que est\u00e1 afectada por los vientos y el oleaje.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">A pesar de que el alto calor espec\u00edfico del agua limita el rango de variaci\u00f3n, las temperaturas de esta capa sufren importantes fluctuaciones diarias y estacionales. Sin embargo, variaciones relativamente peque\u00f1as de la temperatura de la superficie de los oc\u00e9anos tienen importantes consecuencias clim\u00e1ticas: quiz\u00e1s el mejor ejemplo de esta tele-conexi\u00f3n clim\u00e1tica sea el fen\u00f3meno del <em>Ni\u00f1o<\/em>, que consiste en una extensi\u00f3n en forma de lengua de las aguas superficiales calientes hacia el este, cuyos efectos se extienden desde Canad\u00e1 hasta \u00c1frica del sur.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la conductividad t\u00e9rmica? (art\u00edculo) | Khan Academy\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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XisXg7lqyhN12tDLqqpmHQxJP3j5UmtqXFpWbH0tDu5oqHE5ZzdfKZ5VUQNEVVXlAgAAAfKth4tcMlktNIXNmT4ioIV21+IAkSO5mncfw1SyvbQqricplgpDFWAJ1I5Z11GYDWJrH+yjMtoo79vT1q8ayauUlptrsyJxt97pBaOVcoCqFAAJIACgDqayHEn\/R6JNsZQxUEssEZH\/WXKSsdtKzGHLNlUSSdB\/P09azcW1aAuaN2DHX+H0+pq\/aFXpb9xusWr10G5bs20AVxyJzMGQq8AnUhWOk9ZqNvB7aFDIVyrEEQeXMF+5j9RT97ICsEodCd8u+5MyT9fSKU4uxa4R0QBR6AdPqTUQnJyzwIraenCnjjw4jGB4kFsXFcIxVUW2rLII812b5guTNaf7afMTlt5MoXysn6OA2YCO+YkzM6nvUcwrGtBgsOXceTnhUQOoRgiwIDq3feVGvpWWG4oyJkK23AJK50DFCYnLPeBoZH30jWwWidqAsNHijkXAwVhcy5pUaFFKqyxEEAkdtdq2Nxq4RtbzFSrXMg8xgyFTJPXKdxr670o2HjeR7r\/rWkigGrcTe2NfOtyYdQgUjp5aqEPuAopi\/xVmVlCWkDiGyWwCYZW33GqgwIHpUfFFBAVvsYZmiFYyYECden8fpWincG\/K6kwPint0n74q8Um8lZtpYNeNwL2jDj5jUeuvvp8qWin1KZZgk9Z00joQdvesbVsOIVYbpr8Xpr19qs4ZwUjUaXzCmWvQI3FM4WyGYA6T91N\/2awBkdPl\/tUxpN5REq0YuzFLFmNdDKmNdiO9Y3MPyZwNJien+\/pUtgMHbRc122zFiQIJUKFALNvqSWUCdBDaHSpTGYrBnDW7KveXKxdoRWkkEBZlfXWO1OjRTjnBmnqXGa2pvv7vApgFelDMQZ7da3uqhiBmyzpPxfOKfGMa4gtJbWdRMc0dy0\/jSFTT5mqVRqzSIeit2KsZGyncb1ppbVnZjU01dBRRRQSFFespG9ZWrZYhRudpMfeaLEXVrmFFbr+EdGyOjK36pBBoqdr6Eb48blp4nxjFcQ\/RyMo1Fm2Aij1Cj4vcyar9zg97zPKFpy\/6gU5vpE11bhPgSxZutdu4gHKcyqFYRqQJMHvqBrt87OwV1K2L9kRvDc7R0ckA5R0G1eel8TjRe2lG8fLJ6GWjjWXz3T68reRzzhP5P7i4K8zsoxNxYt2\/1Bu4k6B20WegzDrVDscLuveNhULXASCogwRvJGkDvXXOM\/nJDLZe0AeU3WuCQdQQoiAfc9dqg7Hg25aC+RdC3dnPmBQxnTMD09PSr6bWVUpSqNXlw7vr3BV+HU24qLwuP66vv\/wAVYxngvE2tWUMP2DPSvLHCNCWGTtmiT7A710WzYuEeXiGTOCdVJ1j90bHX6V4wsC55Zt2TE72gSY7sxU\/L\/eqx1tZ\/LK31RqjoaNNboplT4Zw8MAzXIUmFBGVm9gdI9Zp\/DeHVurdbWbZ1zCG12mDqNDVjv4TBvkm0ylgGzISFA00hy2u+ix704HtWA5TMcygCDMAE9WU\/Q5u1J\/5LUzTKnvhtUWc6TghM5Trr0iY\/jTGF4CxaO32p0+tdEw+Es4jLlnVgTBBO\/P8AEJgQJM6gaU1jOF2cxK3MoGhEKFPtqWPt+G9Vnr1e1xHywe1xyQXDMJhlw921ddSyR5ZckkG4QSQANBC6wOomvMb4ddU8xVFxNTKHNPbpoPWtP5lbTEZGdM7EgDKx+GDNw54yjXUDTKegqasIbMPaxS2SfinMVJP7DEz7ijt3BpJ4eQnCMlu59LMor+HWIAAILfEQDA11jv6mnsP+TNrhlcVayj4uVsy\/Kcv1ars19iwFzEWWJ+0LRVQegOeZPtG+1Q\/i\/Au8Br6k9Qh8sD1ykwem0VVaqq57U0l5kunCpZPD8fRflEbe8AYSwyvdxwieYFVH+H4pPpHzqnYvgGGlimLa7LEqqWxmInqzsoJ9QI\/CrbZ8JXVt5lyvm+JYzBvcH+OvtSeM8HBsgcpZZ+0ACPsuNAWOpGWYgb1oparbL5qn2X49BVTRwcLJ38ff3Of3OHMbhUW2Qft7gdydAT7aVhfsougBkblu\/UQNBG25qXx2Fv2jlytl+FXAOUhRrBIGmkn2nalcZhC7KAdhzHZRrvJjTt1PrXVhVcrZwcyenhCLss95DmnMNxJkUhTlPQD7yfWsHwmkz11ERp0+fpWdzh2UwzDUZhuIHqCBT3teGY0qkLyWBZL0agkPM5u\/pWeLvKx0LNtq0DpqNOk1pukbDagWtJpquZ21zS+phNM2bAfQSG+oPv21j61guHkgSJ+7bv8Axpm1ZYKVE55277QBHWdu80yMeoqc+jyeYHA5mIdHj9ZY0\/xEA+0irJwXgWB80ebjsqFWBBtlSDGxPMpHf\/So7hHB7uJYK58tGkh3BCyAdZjXWNyJqyYXwm2VWsot0EkagO4y7NGqlSIMA6EjQ6xqo0L5sc7U6lJ7d9n0Xr6ElY\/Jjh7lvNa4ghc6gZQU12g5gY+Q9qi8d+Tp7AOfE2mcahEVi3oeaI++t3EvCNxQLlxwCdzIDQdlGunbWBVt8OYZ1sEfnVoADnD\/AKTKOkOeUfQVojp4J3a9+BinrKm35Zfb14lFw3BGDK2QlpgiDrtt666jarLd8MNath8QUtA7Byc5HbIATPpU9Y4hdQFreMsWR+1YZm9GDDkjfSPmZ0RxGAz874hbztMs2dgR2EEAHsoHYVojaLslZGWdRySbeSH8X8PsXrpXDMBaQTbVG5YeGIIOxk\/Xeqa3BGkiIMiJO8ncVdOA4C1ddriXVyaliVZXEGBmliI21Gwg66irRheAYdkdC7O5QkGEPyRg28\/rTS5RptXaHQrVKb2xfg+XU5Jh+CS4Unf0\/rSpLE8BWzdNsyIWWIAIEiRmJbsauuKaxhwAMxeIHMAemcwFK6HQ6H4pB0BGnG4fD3i73CwD9AYIIVdhliZncmO1WjRjbCKz1k21eWDnOPwAWP0gZW+FgJGncmADSF7hLzCqWnYrqD9K6basYIIMuHGpyN5suZAnMIZbcQN407Urhbdm6WCraXLOq28h0MRyZgRHWe1JemjJ2eDUtdKEbrJRU8I4ooXCDQTlnn9o70hwfhd2\/eFq2OedZIGWDqde1dFxuExF0FMPctqoBzMWykgEdWGhgzUSfCd1ct5Lyi8pzszXAREwMxnr\/p2pVTSRUlsvZcf0Mo\/EJuL7RxTfDjj6mHjXwUyML2FHmo4BdUBlXjnyr+qTJgbZo2qnYXh924SEtuxG8A6e\/aut8LS+\/K72rbkTpclWiJIBAIif6mprFpZdTbxGIsFgNWRj5jDb9JlU5iNIJ1imVNHTlLcngRR+JVqcHCSTa4M5Tw3xficOBZueXftroEuAOU9Eccw9pI9KKufDfANi1i1upjP0dtp0Q51IGkyIIncxB203BVaaqxVnJrwv\/RevPTTkmop\/+tv2Grtu5MO3w6BDspEaaddRSGOw5J0YdfrrtH9a1dsTwdolwHgrzEamYnVSJid+wNM4bhIQeWbaQ+YH7M6GfX76+YrWxiro+rvWU1G5z61iBPNczTqdNNf5x99SGBsW2DEyWGsxpuTG8dT9atI8K2QDCgSNgTppvJppeE2FGUHaJHUEn+VTU19N\/wAbkPW0bYuQeHw0jP2k+uvcetQuI4G7XSUQ5SZbTXfWI7nT5muhW\/JtrOTQAfEPp+NOZMylgYE7Rr9f6\/jWaOtnFtpeZmevcXfbgoi+FMRcSbrFGYmIMBVIEAAdQB1pm54ZFi0VB5Trly6z1LHqfftV0xT5Ros9u\/qaRwBRr08wPUHYiNOkHWevrVFra0uPDuFR1tR\/PbCKz4b4c4S4pQgZgQSIlWGoU+4mfWtGO4YA\/wCjA1aTGvuO+p1+tW\/ivE7ee4mUhhEyRqI+7frFQOO4kq2lfS2zNCDTNAMsfuA071ojVqSnuXO34Gw1FSUu0ta\/LwIq7ggb9t3ksi5RrlhWENtptI\/8vSteP4c1xoYl0BMeuuk99KQfi2Y+Y7SDou+saLm9ZzH7q1X\/ABO3KlsqR66aj36de1dKNKti3JeRZqd72Qzg+GXPMlOW3qGOuo2I31HvP8aa4l4YbE2gWuadm+NewB1ke9R4xt93t8zrJBYEhUgnQGNNSBHXsJq68F4zbfQqZzQREQRGmv8ARpOoqVqTU1kKspqLsr9SkLhMTYy65wjRBkEr\/CrYMRbvJlvhDzDLOoO8AEjUg9xH0FT\/ABXBo4zrBBA1HWoHBcNt2bpPlDOfiPzJmNtyTNJ\/5caqvJWa6CI1YzjdXGb\/AA1IgILrAgSTEB9OmhAEjpvvXMvG3BhbuHypkLmIPw9gwM\/Fr9reJHauyNgG1NsjKy6xpJB0Gmv+5qk8XxSNaZcQRqSD35WB3BjSJ7T6mKfoakozUoZKxarRak\/0cgu4UqRqdIgjYH07Vnbsq32oWJbWZI7wJJ\/jVs\/sFShZHQoBqoPP+9qJ10029aiPLQZZEE\/ZPU7AEH+tPWvVR7zjVLZaWCKdUCiFUDUSJlo1nXXrSd62o+An8I\/mKkeKWS7yYkCDrpy1lgMErFVMyx6Ht\/Q\/oVppwcjm1aiiR9vDkqCNwdj1rofgXgawzlDce2djosrqAhkGBEydyQRtrEHglu0V890InYHUfsmO\/cxV+4NiGu3baWYyvMxy6CBmk6yOsa6L0GvU0+n23k+RwtbrHO0I3s\/dh3EcJsZCGCoqoC9skENmAOpI2HoPlUbxriRW1kw4UoEgQSoY+nUgeup66mrhicAUFy5fysxYgCAc0aCNNOw\/3mrYbg6Nca6lrKR8TDUAEDT0+Ef6U+M9yvfgc+UNrs1329ehT24DfxACXHIXcxtM6b6D8anbfALlhLaZ5B2CTlBHws3cz7xXRMLhrVi0zOBLaAdW02H0Ovp6VTfEHG0fNbtiGKMZIICgfanYdd9D1gTVacldtLxGVHUaUW11suRV7fB7hcrfTMx235vXUkzrsSal+FYR00ZiFVSUBMSR8AnsD09Kg7XFcRbTUux2bzIPfq0nUbEbzv3ys+Ks6BbsHKduhABmek++tCmlgbKnUl3ok8DwzLae3bnKWLEdmMyNdoJIEenepDgvCVJllGeNIIBkEyRr1jr7VCYLjBttC3CFcaGDmkAxoQdIOg\/ZHyt6cSTLauKqstyTnUiEcEZx7An3160yMsWRmqxkm3LgyC8Q8Kc4kZrZAVVBYLyljqxB9RkEfsmmsb4JN9RcW4ZEBGy5WWI0J6iffer7wLi1q6biKhkKpZtInUbHXSOsTUNYupbuXAgd2PWSZIJ0kgSIgfx0qim2nHble\/AvJKO2aljh9PUpuO8KYm2ogM1pl5vtQZJDD7QikuEcJe05NxYbaY0A0n+HyiuuNDJIGURpl0I1\/rQzWnGulkE3YZcoBlYGukneRB0FVhXzwyWnSlsa3Y5s51jMJk5TsdNIO8antOntAqHxaW0eF0A+KRvMa7+g+ldL4hhMPcU8hEnRl2BA3MdNPvpHF+HcNc0VuYEGNoBiN\/Ub+taHVjJZX2M0ISg+N19TmVy4WlVuRJiI6aHSm8FaIEZlOnyI61frPg+wHV8iNqkAkjKQekb71r4hwfzFN7yregY6AmYOwIg66R86rGUb8R1Sb22S\/BUsPh7xlUflUZjJjIBPNO\/y9fWirVd8PvkIACryaKIDSdyTJKqRt86KYpQ6iG59PsjGzxu4WW3MyQGPZdNu8j\/2FP3OMgFhmzKDBP6pMDlPp196g7WGAa2SNTljWTDSd+yroD+zvpXt3DMWYDKoBdjpMTACmOtfIZaek3wPtrpUpPhYfbjAgG4dlBedApK6D36H5e1ZHHBCVQEnNprsD8TGep1MkzHUaVD4hCqyxJlswkjNIM6KToB3OunzpayhBBkgknWCWJO5J1EeoAFNWlhYOyhyLdhrilpeGO5CnlXeF9TrUj\/aCmc3ppMmfbp\/GqyuJvrGRFI9j9T\/ADjTtW3C4bEMwZ1Cg7AHT2A1JY9\/Wsc9MnmT+5lnRi8ydvEl8dxsWwBAJ6ye3aN\/pWvBeIUzgnmmANNSTvAA29+21RfHuH3gsDrEAQApMasTq0dhppVZwmGu23GrG4TlSSMis4POf3VDOYGmQd5DqOipTp3vktChQdO\/9ly4txtXxQt2rjZ+Y8uqxEZmEbaTNQnEOGXcYrnJbkDKj54JHXOukEmT8\/SlV4\/gsFbKIGuOdCQQGcjSWMaAdFExUDifygX4yYezbtDuR5j\/AFbl\/wDzW6hpKl06aslzeCm9UVtUcrH+mrH+FsYGC3ECJtKhngd+UQfrTFzg1ix8K3LzdRcvWrSfNQ2cj0ketRreN8eRl\/OAe8W7f0nJXlnG4m6RNwEnfNkgD1kRXScKyXzNW7rr9labUndp38\/Qf\/tBleUsWkjqUU79mUafIkxW25fKZbvJbcag2xl0MaN3ncad6mcBw1bloB8qw0qLTTbY+qGADtqG+VWTD+BbI\/SXi17TlUgRtzQsx6AEmssq9JYfqMqVeyefwV0eLOZUnlCquUnl7A+ukVNHG2sQfLzkEgRrBOg0B37de1Q\/5VuC2LOGsXcNZVWLwzJvAU8rBSQYIXX+dc5sYxiyyTA3g83rHrUQ0NOrDfDAlV4Sd0mjtXhbGXLYbD3GLjMRbOuYAg6e23t+EV4r8IeefMS6AuvKU1kk5joRE6e8TNSPh7iNjFMl222V9JVtGBEaTAB160\/xLFsAwAHITI1BEyAZGs7bb61zVWnSm2laX9kSipT+VceJx3jfDksCMxYD7UR1E995HTqNKreMOT4XJzSddxVw8b4tUvNaViw\/7jMoJ\/cQTEHr7jtVHxTKWJUZR0HQV6jRznOClI5+tp044gamfr1pm1dBGZmJPb8J9KSit2FdROb5GJg94610oPJxaqLdwvgYxAAzlewIkHbrI\/a\/wmun+DvDP5mFL3i7H4QqFco0LgyZAJBJ15oEjSqP4DxwbM5Yi5aykqNEcZgM0g5gY1MDpPcHp\/Cr7t+iYKCqMSQCAgIH3Qx9TXXUY7N0TzVarPtXTn1K5xnFPjsQgLlLCLIUGNdZZjMT+A96Wv8AHbSW2CtMRv8ACY3mN4g7zqfWkPGHFcPh7FyxbYvduwJTQKFJIJJG0hQQPltXL7mKaMskn8arVrRpvbFYL6fSTrrfNnQcX4vZ7TobjSGBUkyF0IhT2hjtUUlw2lz21tE68zLmeSTLFhJ11gaCAO9dB8I+FcE\/DcM93Cq166Ob4WuMQxljnYaDsBoPatXFvAFqyj3EusLZ2txmA\/WAkg6a9TVVNzx7uMcYUk7cOf09\/nvOe2sVmzBsLZf2CWVOsyG5COuqnr165XPDtm6jNbN1LnRS9m+vtNo5vnHvUpx\/BlVUWTbIA5XuuGuf+Klci9e\/vVYHGMXZMregjeAhA+RWKrUio\/zXv7DaUpVFek0vH\/US3CvB2OuAA21yyDmY5Muu4zhdfarnw63ewr+Ui27YJDBg3mXGYAZgRBADAD6Cufjx7xGf\/wChTHQ2bUH35Nak8L+UUsynEYVGZT8dpjbPzU5lP3UUa9OLs7ldVpdRNXVn3LHidH8IeJ7Xl3QWZmQNIc8\/KZI23gsY35TWq54qQFisakEKV5W01B0zAgmdZ9D0qr3uJ4bFut7DSuJXmUMRN0KNbVzSCSJUNrvBqKw+AuOwa0z5CAyhiIKsMwj3G\/UGe2uhbbt2vcxbHtSbtbk\/fkdPw\/G1uopOm4cKZGnadT67VufidskrGZY2BJ3\/AGdxGmus6d6g+HcMvtazHYAQD8ag9ZWQ0e0xSGTF2TIRWXuTI6\/DGsHXl\/CrbIchG6bH7uI8vN5REgaoSJG2V0O2sDTYRG0ClhxO3Od5AVZOvwksMwHYGZjaQdAdaRv3rzJ+kUKRtAOYenX6dO9Q2SNdSCCDAiQdwwML20gH5UxsrCnfiWe3xnIBqYVlzAT8IViADvryj\/y6U4eMl8658jBCVX7PUqVPed\/aq6tknKweFIA0hlgFdSASQeUenr234TDMpZXAJVLiab7kqR1gyB21qWk8lbWVrjuE8RO7r5mgDcyAmJghQNftNAj0PSaKhb+Hi1nt6agyNwTqsjuvOREaMDvRVJJdB0Ybspl4scGiSxAJgktG+w67x0\/2pbi13DYdQrXgs6kJzMQeszGsfEe9J3uO28VZd08xwkEhSGYTMdQBBkEEaSKr\/F8KmIyBQbi2RJz7gkcttgIOXMQY6gGvmlDQylPbVbT9\/U+pT1E9u+9zdf8AE9m1bdrNosF0Ja4JIOxgEt6aEep3qGxH5Q7kcqW0B2K69fWSfc0r4gw74fCJ5hU3rd1oGVZW28brt8Y09Hqj3sVnPN3J+sfyrq0dBp5Ju18v7GOrrKl1fBaMd4wxTkHOfQh\/qeWPwmpXw9xy7dZfNuE5f121jsNTmPpA+dUU5SsqIIInUxB99q1lj3Gnr+FPnpKcobYpLwLQ1XZyUpZ8cHR\/GXFMvlsc4t3EKkiCJmYMwwYaRBFQWC4\/et2yGc3bNtTkkkOmcgR1ECd9d4npSXD\/ABhft2zacW7y\/q3kzffIJot+MGQMLeDwaFhlYi0xJB3BDORGg6UmlpJQhscU7e\/B2wTV1sO0VSDa\/r16mfDwuI0UFX00cyHn9Qxo0\/ZOp6TtWjEYdhoemnYio69xZ3bM2XTYKMir7KsL91TuA4yl8FcQ+W5pkcDQ+lwzGv63ffvT5wnHNseY2hrKc\/km89eHnyElAGkfzqQ4dZL6A5EHxOYET+PsNaxv4LK2VRHq+vzgaR716lyN9Y3LHX5dB7UuTusGyKalkuXCeHpb5rGIJeN2TkQdIUvv6t9BVruYzFXbSraVizcrOF7GDHTpNUXCWicrMzICJyiJb8YHyq+8DtA2Ze2LSTKiT5lwRrm69j1Om1cLVNqV3nyNVaEacFK1+l\/eSv3+GNfum05Is2TL7hVYjUE9TrMCZMTAFVDifDLNq6bQabIh2vR+ledkAjlPSBpuTOgrreOu2GTKi3IU8wAhzAG4cyR6wetUjiPgO7iCblm6FDnVLgKlfQRoflV9HqVe0ntXvIhTUo7qis+nAODYZfPsC0AACCAAYO2mbYnqdT11FbvGXHLqXLigAFmAVguoVftEGQTmOmn62kxT3hrwbi8MQWuqypJAGkH56ie9RniTgd3FYgnKtu2qsz3S48rpA0O5JJ6dTrtRHs3XW53VuJMqsZ5XS30uykeLMSty6XSYYDfckzqfUyKrIieY6VZOJ4KyB+ju3LtyR+kgW7P\/AIgy7bbnL7VX8bh2RuYAeoMj3B616ShFRikjz2pqbpNirkT6ffQGk0XFitlhCZI+\/wDhWmJhkyyeH8f5Vq6VLB2ACsAD6lSCCIIBHzG29dF8I8XuX7d4eWAGsnYa5lWCCSTy5QCIEgEDpXPeE8Kw94qiX2su0BlvAG2x\/YuLEH0YD96r74J4ViMObllrYVyWUOzjUE\/FbE6grlI0ExXVoSbVnwsef1sIJuS4tr0\/oqmOw1k2mF6dDGcKQwMxmWdx3GsjtXnhngtnEOfOdLZTlXLMXiQYLgDlA\/XGuo6iRP8AGfya464+t22FWcoOwnXptWzhHg5sGQ2IZ7pfQiys5ezAtpvTLKdRYx4C3Ps6L+Z7umVb8GXC+HYoE4dc5u2RmtCDmCz8SnYg+hMwDA2qb4rxbFGyqNNm4x5mdJVo30JGpmDrvrU6t\/ClFtMtw3FHQMW32dkJA\/dPpoKrPjGzlyDKHt5Qq4hDzluvmb7nvI03mmQlue2S+hlnBr5k8vjw\/Hv1p\/GeFWSCxxLLc3ZSpyT0KsXJUdIMgTuIqpYxGVsrjmGx0IPbUaH3Hep\/iSm2hOYuDpmMaehjb+vlCvzaAhf\/AFPuD19ayahK+Dr6Ry25dxBlmmMHgnuHKPePbck9NKZwuDBlmlY1LTyjXWZ19ta1cS4uozWsOT5R0JYQ7xvO8A9h6TMVnsoq8jXulJ7YAMYmHuArLspklTlQ9wukx+11+8s47jN1iFu3GW2jFltLOhYTrqOmkT301MxWB4q9ogqttgNQtxBcUe2YEj5RUlc8U5mznB4MuTJY22kk7kjPH3VXtcWuRKi919t8cb5\/XMtvAeJE4cu5YZ2MM0Dcb8ogLp91VviXiTEISiXWABmFY5fXUNqPkKiuMeIL2J0cqqj7CDKtRlOravdFRjy5idNoNsnOds8uKRasD41xNsRnMerZp7gggnee1TVv8ob6F7Vs66HmVjrvKEfQzXPbkCBGvU1nYxTJt+E7+h0pUdRNYbHT0VGWdqOspx\/DO485XtNE5kuK2pGnKCAe+06watWDw+HxFtXt30LLoSeRtZMEFu06TpEiubLws3LOHyBGtojG+sD43YEzGoMGFI2yVJ4ALZtCw3mTbIhUg5p0ztpvEddq6cd77jg1IUkvly\/99+Jccf4c+KNiIYrqIy6GDqRMa91HaaKj8f4wTBDy+bOAsIWH2gDDA5tgQDoAPU0VDrOLs2vfmENPOSvFP34o5X4HxxtYmA4TOjLzGFY7oD7sAPn610+7iA5bzQqzrmFxYOmxgh+mxB6a9Bw+ivL19J2s9ydvD9o9xQ1jpQ22uX7xfghAY3M+oyquiRG\/qQYnXr6RVHv2xmMERPr\/ACrHzmgLmOUGQJ0BO5isQadRpdnHaKr1u1ldoatWCBMwCO+49RXnlIVBDQftA6\/MUXgSiuAQJy+k7gj7\/pS2fWetWSbzcZOUIWja6t+c3XD3xNxZZg\/XaPvNa7qx3B6z\/XaK24cheYOVbpA7760zjMSjLbGXUDmf7TdANT0Ee9F2ngjYpQu2l5f75kbXoMV651MbVjTDKya4Nx3yl8u7bFy2SOsXFHXy2Og9iCJ7a1frXDMNkXEWG822f+4+pXurKPhYdo6fOuT01w\/iV2wSbVxknQwdGHZgdGHoRWPU6R1Mwdn9mdHRfEJUJLcrx6eh1GzxOzh7oi211v12OVBp0Uasfcj2rLiGNv28QmJL5ip5APhA6qB00O38qp\/D\/G5UZb2GtXAftKCj\/KJX\/wDNTWF8Q4S9oHNo\/q3NF\/xCV+sVyqmkqQd3C64Pnf08j0FD4lpKre6Vm\/8At0\/BfsL41W4RyiZESAY\/jS3ifxJdt41gmIyBVRFtwpQlrefOQevMBt0HrVSxOES2vmedbA3lWBnrlQAyT\/Wg1qBxXiQ37ty4cqsxXLnCnLkCqhkj9RYO2rE9dM1D4bFS3QWLW8br9ia70tKpHbZ8ccenvJab\/j26CwvXtwQ2iMT2C5fhHy\/lSQ8W2zhrllLVyWUk3XUlW03OQaCJjTTXuTVU4rhmcHENcQu7a2xv+8I0iOp695NRdq+FzAjfb39fx+QrqQ0FJrcuPoYKmualtSSXd9uBIXMVKu6WwApWdZAzAwIYz031E9usZibpYASSBtPT0in+F8WW3mW4gZSZJ6nKDlHt\/M96jcVcDNIgD0\/1rpQTXE5NWSbujBFG5+VYo5H9aVjNb8HdVWBYSOop0eJnk8Ehh7\/luoKgNymTJiYKkBZ6HbXerfxHxpaa5bfy7tprcDPAho25W1Eax2Gm0RQ8VjM7hsoAAAgdQO\/y09q1O2Y6T89T7mtMNRKGImKpo4VWnNcjp2A\/KDimc5L4AJljlQIRtOUgsDEa+nSrP4M8VXDYxjPe84KLbqXAOQ3c4KgbZeQkAdj3FchwyPYXMly2RdWG0ByazlOaIbuNvfSnuH+IApu2tFt3wikqIFvIZQ8o1ADODA+0ImIL1Vi7b1zRknp3ns3y\/wBOjcR\/KIyoyWVAbLlSAABp6dqrnh\/GXMNbZyVe00k2m1BO0jXQ760mMAiDzGvWY7m4pDT1Ugn00\/2pPE+IsKmgD3z\/AIV+ra\/Ra07qcMyaRjVOU1sgnLr7eESFnFWb2Z1RrJn4GOdCTPwt8UehHXetXE+HYTD2vOvZldh+jsoQPMPcgg5bY6tp2GtQHEfFlx2m3atWe2Vcze8vOvqAKgsTiHuMXuMzsd2Ykk+5NZKuri42irvqdChoainuk7Lpe\/hf\/RniXEmvMDlVFGgRNFHr6tvJP4aUjRRWFtt3Z1IxUVZBWQGnWvF9aaXEAIoXlYHVh9rtOu49qEgk2uAqKzZQAIMnr2rF46Ga8BqAMmU7msrCg70OkATOuvp6VqqeDDijoPhzCqtsE3RkMcrnUHqEYQfePu6zdzFlQ2UIqQAXa4uwMs2hOwnVjv078ma4SACSQNgTt7VhW6Ou2xso\/c5NT4V2knKU\/t+0M8SxJuXblwsWzMxk9ZJj7ule0rRWBu7udaMVFWQUUUUFgFSVgIqhnCgEafac7agbAdJMVHCvDVJR3DKVXs3e1x\/EYo3dGMCOUdBAMDT3pGvK9NTGKjhBUqupmXEKCa8oqRYUUUVIBRRRQAUUUUAZ2rhUyKaLLMzAIB26\/aH1pKvRUWJTJbhuLIJC7bmT2\/hS3FlIuGY9xpPc0x4dHO3t\/A0pxE80f11osApRRRUkBRRRQAU7w4kSRA0\/0ielJU9wv4x7\/wAqvT\/kLq\/xZpv3izHNvt9KwkCTOvT+NGK+M1qqG3cmMVZAaKKKqXCiiigAooooAKKKKACvRXlFADNrEGCpJyn57bGDWN9OoiDMEfgR0rRRU7sFNtndBRRRUFwooooA\/9k=\" alt=\"Aislamiento T\u00e9rmico | Erica\" width=\"403\" height=\"189\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Debido a que la conductividad t\u00e9rmica del agua es muy baja, la transferencia de energ\u00eda de la capa mixta hacia las profundidades se realiza fundamentalmente mediante corrientes convectivas. Estas corrientes compensan la extremadamente baja fuerza ascensional de las aguas profundas, m\u00e1s calientes, que son desplazadas por el movimiento hacia el ecuador de las corrientes fr\u00edas provenientes de los polos. En contraste con el gradual ascenso general de las aguas oce\u00e1nicas, la convecci\u00f3n hacia abajo se produce en corrientes bien delimitadas que forman gigantescas cataratas oce\u00e1nicas. Seguramente la mayor es la que fluye hacia el sur bajo el estrecho de Dinamarca, entre Islandia y Groenlandia, y se sumerge unos 3\u20195 Km transportando 5 millones de m<sup>3<\/sup>\/s, un caudal veinte veces mayor que el del Amazonas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El sistema de corrientes oce\u00e1nicas del Atl\u00e1ntico se debilita ...\" width=\"365\" height=\"188\" \/><img decoding=\"async\" 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\" alt=\"Las corrientes oce\u00e1nicas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Mir\u00edadas de corrientes oce\u00e1nicas, que a menudo viajan cientos de kil\u00f3metros a diferentes profundidades, transportan considerables cantidades de energ\u00eda y sal. Quiz\u00e1s el ejemplo m\u00e1s importante de estas combinaciones de transportes sea la corriente de agua caliente y salada que sale del Mediterr\u00e1neo a trav\u00e9s del estrecho de Gibraltar. Este flujo caliente pero denso desciende sobre la pendiente de la plataforma continental hasta alcanzar el equilibrio entre el peso y el empuje ascensional a unos mil metros de profundidad. Aqu\u00ed se separa en dos celdas lenticulares que se mueven durante siete a\u00f1os hacia el este y hacia el sur, respectivamente, hasta que decaen o chocan contra alguna elevaci\u00f3n marina.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Presentan el primer mapa de la radiactividad de la Tierra\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Estado del arte y perspectivas de la tecnolog\u00eda CSP y de sistemas ...\" width=\"360\" height=\"194\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Un mapa global de los flujos de calor desde la superficie oce\u00e1nica hasta las capas profundas muestra claramente m\u00e1ximos longitudinales a lo largo del ecuador y a lo largo de aproximadamente 45\u00ba S en los oc\u00e9anos Atl\u00e1ntico e \u00cdndico. Esta transferencia es tambi\u00e9n importante en algunas \u00e1reas costeras donde se producen intensos flujos convectivos ascendentes que intercambian calor entre las aguas superficiales y las profundas, como ocurre en la costa de California y al oeste de \u00c1frica. Un flujo en direcci\u00f3n contraria, que calienta la atm\u00f3sfera, se produce en las dos mayores corrientes oce\u00e1nicas calientes, la corriente del Golfo en el Atl\u00e1ntico y la de Kuroshio en el Pac\u00edfico oriental.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Todas la regiones donde se produce este ascenso de aguas calientes (a lo largo de las costas del continente americano, \u00c1frica, India y la zona ecuatorial del Pac\u00edfico occidental) se distinguen f\u00e1cilmente por los elevados niveles de producci\u00f3n de fitoplancton, causados por un importante enriquecimiento de nutrientes, comparados con los que, de otra manera, corresponder\u00edan normalmente a las aguas superficiales oligo-tr\u00f3picas.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La radiaci\u00f3n transporta la mayor parte (casi 4\/5) de la energ\u00eda que fluye desde la capa mixta hasta la atm\u00f3sfera, y el resto del flujo calor\u00edfico se produce por calor latente en forma de vapor de agua y lluvias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Al contrario que en 'El d\u00eda de ma\u00f1ana', el par\u00f3n de la corriente ...\" width=\"655\" height=\"367\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">A\u00fan no se ha realizado una valoraci\u00f3n cuantitativa del transporte total para cada latitud, pero en el oc\u00e9ano Atl\u00e1ntico hay transferencia de calor hacia el norte a lo largo de toda su extensi\u00f3n, alcanzando en el tr\u00f3pico un valor aproximado de 1 PW, flujo equivalente al que se produce en el Pac\u00edfico norte. En el Pac\u00edfico sur, el flujo de calor hacia el polo a trav\u00e9s del tr\u00f3pico es de 0\u20192 PW. La parte occidental del Pac\u00edfico sur puede constituir la mayor reserva de calor del Atl\u00e1ntico sur, de igual modo que es probable que el oc\u00e9ano \u00cdndico sur constituya una reserva del Pac\u00edfico.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Ahora tocar\u00eda comentar algo sobre los r\u00edos del planeta, sin embargo, lo obvio y me dirijo directamente a comentar sobre el calor de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/1.bp.blogspot.com\/-EMP7mj9h6E0\/VB28Dwj_yhI\/AAAAAAAAACg\/3Iaxff6lmV8\/s1600\/FGHG.jpg\" alt=\"GEOLOGIA: SEMANA II :LA TIERRA COMO PLANETA\" width=\"533\" height=\"262\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Aunque la Tierra se formara inicialmente a partir de materia fr\u00eda (material c\u00f3smico) que se contrajo por acci\u00f3n de la gravedad, durante la formaci\u00f3n posterior del n\u00facleo l\u00edquido y en los periodos de intensa actividad volc\u00e1nica se ha liberado una enorme cantidad de calor. Los frecuentes impactos de objetos pesados tambi\u00e9n han contribuido al calentamiento de la superficie. Hay mucha incertidumbre sobre la historia t\u00e9rmica de la Tierra de los \u00faltimos 3.000 millones de a\u00f1os, durante los cuales el planeta se ha ido enfriando y una gran parte de este flujo de calor ha alimentado los movimientos geotect\u00f3nicos globales, creando nueva corteza en las dorsales oce\u00e1nicas; un proceso que ha ido acompa\u00f1ado de terremotos recurrentes y erupciones volc\u00e1nicas de lava, cenizas y agua caliente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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WYvibK8T2NauX0qjTLNYcC0xcWkEG3sqGpmmBo1w2hXL22nQzui8xq8Zjbkq4k\/ZWU79oWPqvoMrFpbhzUDWOd8ZcWkhwHJpAcsxw3UBqAudoE79f2Wz4xxWExuFpYdnatIfqbDfghrh3hMEd7kofD2QUaLmFpc8i8vb3Z8ui05vos9pnENU0qbA46S8c7yOo6BYXiDOGsoFod3ztHO\/PwXUuO8HhMQ1hrVxSLRI3B0npY\/RcCzfL6jXRrFQCYLdUR82hR8tilPUdN0w5Sa1JzRJTLaZPJZ1cMlJKkvwrgSNOxgo8PgnvcGAXJAvYCTEk9FOUIhRK1\/sio90MpkNkN1GzemonkLE+SYr5c9pcANQbYuaCWz4GLhHxo2IKCkMwryQNJuYFirjAcK16kjs3C0gwYsic2i2M+tHhMlpVqJqscRps5vOYBt6pvE8L1aNqxZRJ+EVHaSR\/mg\/h8V1zg\/gvCuwg7Go2veXFpBGqAD8PtPRVzz\/abf6cMfhHDkYmxIgLT8K8PMqwazCWzuJv5wuv5l9m7awa0tDRI2\/CB0Wwyrh6lRY1oaA1ojTaFWcwrbWH4B4WGFLnNdqY6IBFw0i8+q2bsraB3RB67GOnkrOhhWtfaAOQH6JWLeE\/l79EqMoLmgz12UrPW0yBqIDyCQJEkNiSBziQi++U2xLtlkOL3GrjMJWZqLaYqB0baXN\/U+yeXdh1fPrNEN1AuLdQHPSDExyuqjFVYBkqgxdGr99p4hgOk4c03Dp39Q+cosXiKhe1haQCb2WkibVtlmOvo5mSn8Y0lt4Kj4bJGNcyqZLgDedgeUc09jHnTPjyRT\/TL1MjpvqFwtztYT5KDnuVwBp359PNabs+7LQqTNLSNUIJg8XltQyTAE+ys8FlJa0PaJBA57yp+OotcwjUP6JzJ6op0QwwHSbcrkmR4XU5lPfRtuUCNgPPdBS62LaT+L5GyCZM89oNjDvm4fQqAabWmeXTce6fGYcwWj5D6JbK03kHxgeu6m1eEYvNC9nZkzTFwyXaQeobtKrqTmtMi29x4qwqVbWDDffQJPndMOqvmBpHhpAupM\/g8M\/GVWs1EkC2o2a0QDz8rLd5RwGGOL31S7wAjyN5VLwXVLXOJEP2Bixk7BdOyvDVapl0NbFpMGee3JVCxSZnkBpMNVtQw0fCLGPHqqJmc2nWQBax91ruIaTqLYL2ua5xERJi8giVzHi7EgNGjutmzdjF07SxJzbMHPbLqpI5S6YHKJ+ayVXGkOIDjE801VxhNpPkmnuBUXrTkO1saXABxmCCPkjZi23DpgknbmTPXqohCSWqFJtLF0x+Ag\/wC0j8lJpZmJmZ8wP0VQWodmEbQ1lDil4GnWQDaNVreEJ\/8Ava6I7Z0bxcj6LF9mltpjmUtGNLW4jJMyCTeXTYqfhOOcSwQ0s8oefzWRpHTsT8inCZ39yjRi8xeeiq4uqUaJduXGmHO\/9pU7KeKxh3F9LD0GucIJFKDE\/wDaQs1y+EdE09\/kltPI6az7W8SGgNp07Hfs3R6alIH2s4p0BtOmOs03H21Lk3au5A\/JT8CX6h3T4IKyOv0PtCxIk1OyA5RTdPnGpOVuNKjoJDIdz7JxPpK5rmNUtYCHPDtomwVXRxj47xc48tyVe4mT06q7Oy4idEm8fd3n6uUN2Z4hzgynSaQZBJoBsW3vUK56Mze0\/G4HzI9VGxGeVL6Xvb\/vdf3T+Zzl1uhhnNBdWfy2aNIBvaAYKMPZU75aSGm4PSJsuNOzWpzqP8O9+qe\/vFidjXqEdNRFvkj+QfF1qtnRc8U6UHmZkQB4+yl18TLYiHR8M7rmWW5y+2nU2Ll2slx8+UJvG8W1QTBl20+HRV8yytxiMcKTTLgD4m\/ksxmGYlziSP38lmq2dud8VNriepJ\/NR345x3aB6\/qp\/kHxXlTM23lpI84RuzLWIDC0ephZ0Yt4Mx\/PmtRkGa0BT70B\/Ofy8ETrRecO4Us095zgfJBSn55Q6goK9TjAsxJTjcQIPxDy2+qg6krV5rLWuJJqydv56pwA9J\/nioUpTT4lGjFnQxfZukucCNu+Df5LoX2eccsY+ocVWDWBjQC5xm02a3cm\/JcrJB3+gRmm3p7hPSxo+KOIqlfFVKlNxNMuIZGpoLAYaSDzI3sqmtiy67pPhKhUyB191JD2Ebe6NBbajP8sef5Im1wOQI\/0j8ym2x1hB1Odr+SNGH216QIs\/xFgPbdTpoVANDNLvHY+BlyqOxPOyApCN0bSsXTsEwy1xl0wIFttgZhEMLAjsKhH+sT9Y\/oqrXp2ffzvKAx7x\/zHepT+ULKmVcsqfhpOjzBQbldaP8ABP8A5CfSUz\/bNb\/qQPJWGHzolokSRuTf1siTmjelc+hUaYNFw9z7IVaZb8VJw53ET6qbUzkySGj+eSax2dGsIeATaDvHl\/VKyHLUPtgeUR4p9lEO2iPEgW803hKlIf4lIO8oB91bU8bh2i+HEdNQPrYfVTJD1HoYS4k3i0QfnutRw1QZFRxedTQIBsCJvCgZfxFQaf8Ah2gGGnvHxurXEcQUntaymKVON9W7iNuc7q5Im6quJMSC4AA7EEzy3hVGHpO\/CSCdhJH5rRNwoqAktpuJN9JETNzeZ5KvzDI3CCCBeY1AAAm8Dki8iVWY3KKtnFpgneZ3+abbklQ3D2x5yfRWFLDVBYlu9tVQT0EJinhgCWvqhoJmwLtiOcpfE9Pf3ddAh4JPT8zKewnDvxFxs3fY36Qk4am0ullcG0EFoBEdJUvD5sGg6ngnkA0t5+dzuqkhbTFdoa2G2dtMESoLMgL4OoSbm+1+Y9VYjMJI7Rr4PwkaY356jul9vJ7r4vzaPe8FHovaBVyOlMl0fqotTCAWJDvKVIx1Ql062i\/IR9Co1V7iDulcVNQq+FJNojxMfVNChA3HyMqQ5jwLtJ3\/AHUOqHC8QJUWGWHePsgmhVPUeiCRmuzSvu\/j7IIKsI05sIpQQSMpqS4kIIIAB6daUEEQU5TdB2ThqmAgggjRqHqYQZJMDmggkYnUr3RimOQ5oIJgdRkFA6YmEEEyN9pPVNF6CCmmBeU4KSCCIKUPH6JXajpPSeSCCZHqeMc2C1xB8FPy7GVKhh1RzrEnVLpv5oIJz7K\/S5o4nVBcL9RO8+afexrnHSIMEyQD8Ik+KCC2ZmcwoOBkaDYbt5k8lnsxe9roJF72kR\/IQQUdq5Re0deTMnndEMU4NiSR5ndGgsmhIrE8hHqlHFEQTMdAYRoIgPUXFwMOIj6J6s\/QBqOq1pExbxMeyCCv9EI4YjnuAefNBBBVkJ\/\/2Q==\" alt=\"Energ\u00eda geot\u00e9rmica \u2013 El calor de la tierra como fuente \u2013\" \/><img decoding=\"async\" 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\" alt=\"Energ\u00eda geot\u00e9rmica \u2013 El calor de la tierra como fuente \u2013\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"C\u00f3mo surgi\u00f3 el campo magn\u00e9tico en la Tierra? | Actualidad ...\" \/><img decoding=\"async\" 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\" alt=\"Balance del calor interno de la Tierra - Wikipedia, la ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Solamente hay dos posibles fuentes de calor terrestre, pero la importancia relativa de las respectivas contribuciones no est\u00e1 a\u00fan muy clara. El calor basal, liberado por un lento enfriamiento del n\u00facleo terrestre debe representar una gran parte del flujo total, si bien c\u00e1lculos basados en la desintegraci\u00f3n radiactiva del U<sup>235<\/sup>, U<sup>238<\/sup>, Th<sup>232<\/sup> y K<sup>40<\/sup> sugieren que \u00e9ste representa al menos la mitad y quiz\u00e1s hasta nueve d\u00e9cimos del flujo total de calor del planeta. Esta disparidad obedece a la incertidumbre en la concentraci\u00f3n de K<sup>40<\/sup> en la corteza terrestre. Pero sea cual sea la proporci\u00f3n, el flujo total, basado en miles de medidas realizadas desde los a\u00f1os cincuenta, est\u00e1 pr\u00f3ximo a los 40 TW.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Tect\u00f3nica de Placas y Volc\u00e1nes - Geolog\u00eda - publicaciones\" width=\"360\" height=\"180\" \/><img decoding=\"async\" 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\" alt=\"DORSAL OCE\u00c1NICA\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Aunque inicialmente se pens\u00f3 que los flujos continentales y oce\u00e1nicos eran aproximadamente iguales, en realidad difieren de forma sustancial. Las regiones del fondo oce\u00e1nico m\u00e1s recientes contribuyen con m\u00e1s de 250 mW\/m<sup>2<\/sup>, cantidad que supera hasta tres veces las zonas continentales m\u00e1s recientes. El flujo medio para todo el fondo marino es aproximadamente igual a 95 mW\/m<sup>2<\/sup>, lo que representa un 70% m\u00e1s que el correspondiente a la corteza continental. El flujo\u00a0 medio global es de 80 mW\/m<sup>2<\/sup>, unos tres \u00f3rdenes de magnitud inferior al valor medio del flujo de calor de la radiaci\u00f3n solar global.<\/p>\n<p style=\"text-align: justify;\">Amigos m\u00edos, todo es muy complicado, y, aunque los tengamos cerca de nosotros (todos los objetos del sistema solar -sobre todo el Sol-), tenemos que seguir tratando de aprender, de saber sobre ellos. Podemos tener muy cerca de nosotros (por ejemplo), algunas especies y formas de vida (Tit\u00e1n, Europa, Gan\u00edmedes, Enc\u00e9lado \u00bfMarte?), y, seguimos empe\u00f1ados en buscarla lejos, en planetas lejanos incluso de otras galaxias.<\/p>\n<p>Habr\u00e1 que estar muy atentos a las &#8220;casualidades&#8221; que, podr\u00edan ser causalidades.<\/p>\n<p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/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%2F2026%2F04%2F06%2Flos-misterios-de-la-tierra-iv-3%2F&amp;title=Los+Misterios+de+la+Tierra+IV' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F04%2F06%2Flos-misterios-de-la-tierra-iv-3%2F&amp;title=Los+Misterios+de+la+Tierra+IV' 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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La fuerza de\u00a0Coriolis es muy simple de explicar, es una fuerza que ocurre\u00a0debido a la rotaci\u00f3n de la Tierra\u00a0en el espacio, y que\u00a0desv\u00eda la trayectoria [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/31561"}],"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=31561"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/31561\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=31561"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=31561"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=31561"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}