{"id":371,"date":"2012-06-16T14:25:24","date_gmt":"2012-06-16T14:25:24","guid":{"rendered":"http:\/\/localhost\/rs\/sp\/2012\/06\/16\/las-siete-tierras\/"},"modified":"2012-06-16T14:25:24","modified_gmt":"2012-06-16T14:25:24","slug":"las-siete-tierras","status":"publish","type":"post","link":"https:\/\/r-islam.com\/sp\/las-siete-tierras\/","title":{"rendered":"Las siete Tierras"},"content":{"rendered":"<p style=\"text-align: center;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><img loading=\"lazy\" decoding=\"async\" class=\" size-full wp-image-370\" src=\"http:\/\/localhost\/rs\/sp\/wp-content\/uploads\/sites\/9\/2012\/06\/q7.jpg\" border=\"0\" width=\"425\" height=\"283\" srcset=\"https:\/\/r-islam.com\/sp\/wp-content\/uploads\/sites\/9\/2012\/06\/q7.jpg 425w, https:\/\/r-islam.com\/sp\/wp-content\/uploads\/sites\/9\/2012\/06\/q7-300x200.jpg 300w\" sizes=\"auto, (max-width: 425px) 100vw, 425px\" \/><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><strong><span style=\"color: #0000ff;\">Imagen de la Tierra y sus capas interiores. <\/span><\/strong><\/p>\n<p>La Sunnah del Profeta Muhammad <\/span><\/span><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><span style=\"color: #000000;\">(que la paz y las bendiciones de Al-lah sean con \u00e9l)<\/span><\/span><\/span><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\">es la segunda fuente revelada del Islam.\u00a0 Al igual que el Cor\u00e1n, contiene informaci\u00f3n cient\u00edfica que no exist\u00eda hace 1400 a\u00f1os.\u00a0 De estos milagros surgen las <span style=\"color: #0000ff;\"><strong><span style=\"color: #000000;\">\u201c<\/span>siete<span style=\"color: #000000;\">\u201d<\/span><\/strong><\/span> tierras, mencionadas por el Profeta en diversos dichos suyos.\u00a0 A continuaci\u00f3n, dos de ellos:<br \/>Hadiz 1<\/p>\n<p>Fue narrado de Abu Salamah que surgi\u00f3 una disputa entre \u00e9l y otras personas (por una parcela de tierra).\u00a0 Cuando le dijo a Aisha (la esposa del Profeta) lo sucedido, ella dijo: <span style=\"color: #008080;\">\u2018\u00a1Oh, Abu Salamah! Evita tomar esa tierra injustamente, pues el Profeta<\/span> dijo:<\/p>\n<p><span style=\"color: #008000;\">\u201cTodo aquel que usurpe de alguien una parcela de tierra, se le colgar\u00e1n del cuello (la parcela) con las siete tierras de profundidad.\u201d (Sahih Al-Bujari, \u2018Cap\u00edtulo sobre la injusticia\u2019 ).<\/span><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\">Hadiz 2<\/p>\n<p>Salim narr\u00f3 de su padre que el Profeta <\/span><\/span><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><span style=\"color: #000000;\">(que la paz y las bendiciones de Al-lah sean con \u00e9l)<\/span><\/span><\/span><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\">dijo:<\/p>\n<p><span style=\"color: #008000;\">\u201cTodo aquel que le quite a otros una parcela de tierra injustamente, se hundir\u00e1 en las siete tierras el D\u00eda de la Resurrecci\u00f3n.\u201d<\/span> (Sahih Al-Bujari, \u2018Cap\u00edtulo sobre la injusticia\u2019 )<\/p>\n<p>Estos hadices proh\u00edben la injusticia en general; y en particular, el quitarle injustamente a alguien un terreno.\u00a0 <span style=\"color: #0000ff;\"><span style=\"color: #000000;\">\u00bf<\/span>A qu\u00e9 se refieren con las siete tierras<span style=\"color: #000000;\">?<\/span><\/span><\/p>\n<p>Los estudios geol\u00f3gicos han demostrado que la tierra est\u00e1 compuesta de siete zonas, identificadas desde las capas internas hacia las externas de la siguiente manera:<\/p>\n<p>(1)\u00a0<span style=\"color: #0000ff;\"> El n\u00facleo s\u00f3lido interior de la Tierra:<\/span> 1,7% de la masa terrestre; profundidad de 5.150 \u2013 6.370 kil\u00f3metros (3.219 \u2013 3.981 millas).<\/p>\n<p>El n\u00facleo interior es s\u00f3lido y no est\u00e1 unido al manto, el cual est\u00e1 suspendido en el n\u00facleo fundido exterior.\u00a0 Se cree que se solidific\u00f3 como resultado del congelamiento por presi\u00f3n, lo que ocurre con la mayor\u00eda de los l\u00edquidos cuando la temperatura disminuye o la presi\u00f3n aumenta.<\/p>\n<p>(2)\u00a0<span style=\"color: #0000ff;\"> El n\u00facleo l\u00edquido exterior<\/span>: 30,8% de la masa terrestre; profundidad de 2.890 \u2013 5.150 kil\u00f3metros (1.806 \u2013 3.219 millas) .<\/p>\n<p>El n\u00facleo exterior es un l\u00edquido caliente y conductor de electricidad, en el cual ocurre el movimiento convector.\u00a0 Esta capa conductora se combina con la rotaci\u00f3n de la Tierra para crear un efecto de d\u00ednamo, que mantiene un sistema de corrientes el\u00e9ctricas conocido como el campo magn\u00e9tico de la Tierra.\u00a0 Tambi\u00e9n es responsable del leve movimiento de la rotaci\u00f3n de la Tierra.\u00a0 Esta capa no es tan densa como el hierro fundido puro, lo cual indica la presencia de elementos m\u00e1s livianos.\u00a0 Los cient\u00edficos sospechan que alrededor de un 10% de esta capa est\u00e1 compuesta de azufre y\/o ox\u00edgeno, ya que estos elementos abundan en el cosmos y se disuelven f\u00e1cilmente en el hierro fundido.<\/p>\n<p>(3)\u00a0<span style=\"color: #0000ff;\"> La capa \u201cD\u201d: 3% de la masa terrestre;<\/span> profundidad de 2.700 \u2013 2.890 kil\u00f3metros (1.688 \u2013 1.806 millas).<\/p>\n<p>Esta capa tiene unos 200 a 300 kil\u00f3metros (125 a 188 millas) de espesor y representa un 4% de la masa de la corteza terrestre.\u00a0 Si bien se la suele identificar como parte del manto inferior, las discontinuidades s\u00edsmicas sugieren que la capa \u201cD\u201d podr\u00eda diferir qu\u00edmicamente del manto que yace por debajo de ella.\u00a0 Los cient\u00edficos sostienen que el material o bien se disolvi\u00f3 en el n\u00facleo, o pudo hundirse en el manto, pero no en el n\u00facleo debido a su densidad.<\/p>\n<p>(4)\u00a0 <span style=\"color: #0000ff;\">Manto inferior: 49,2% de la masa terrestre;<\/span> profundidad de 650 \u2013 2.890 kil\u00f3metros (406 \u2013 1.806 millas).<\/p>\n<p>El manto inferior contiene un 72,9% de la masa de la corteza terrestre y probablemente est\u00e1 compuesto principalmente de silicio, magnesio y ox\u00edgeno.\u00a0 Puede adem\u00e1s contener algo de hierro, calcio y aluminio.\u00a0 Los cient\u00edficos hacen estas deducciones suponiendo que la Tierra tiene una proporci\u00f3n similar de elementos c\u00f3smicos a los encontrados en el Sol y en meteoritos primitivos.<\/p>\n<p>(5)\u00a0 <span style=\"color: #0000ff;\">Manto medio (zona de transici\u00f3n):<\/span> 7,5% de la masa terrestre; profundidad de 400 \u2013 650 kil\u00f3metros (250 \u2013 406 millas).<\/p>\n<p>La zona de transici\u00f3n o mesosfera (manto medio), a veces llamada la capa f\u00e9rtil, contiene un 11,1% de la masa de la corteza terrestre y es la fuente de los magmas bas\u00e1lticos.\u00a0 Tambi\u00e9n contiene calcio, aluminio y granate, un mineral silicato complejo que contiene aluminio.\u00a0 Esta capa es densa cuando est\u00e1 fr\u00eda debido al granate, y es flotante cuando est\u00e1 caliente debido a que estos minerales se funden f\u00e1cilmente para formar el basalto, el cual puede luego subir a trav\u00e9s de las capas superiores en forma de magma.<\/p>\n<p>(6)\u00a0 <span style=\"color: #0000ff;\">Manto superior: 10,3% de la masa terrestre;<\/span> profundidad de 10 \u2013 400 kil\u00f3metros (6 \u2013 250 millas).<\/p>\n<p>El manto superior contiene el 15,3% de la masa de la corteza terrestre.\u00a0 Se han excavado fragmentos para nuestra observaci\u00f3n a trav\u00e9s de cadenas monta\u00f1osas erosionadas y erupciones volc\u00e1nicas.\u00a0 El olivino (Mg, Fe) 2SiO4 y el piroxeno (Mg, Fe) SiO3 son los principales minerales que se han encontrado de esta forma.\u00a0 Estos y otros minerales son refractarios y cristalinos a altas temperaturas; por lo tanto, la mayor\u00eda se precipitan fuera del magma ascendente, ya sea formando nuevo material o quedando siempre dentro del manto.\u00a0 Parte del manto superior llamada la astenosfera puede estar parcialmente fundida.<\/p>\n<p>(7)\u00a0 <span style=\"color: #0000ff;\">Litosfera<\/p>\n<p>Corteza oce\u00e1nica:<\/span> 0,099% de la masa terrestre; profundidad de 0 \u2013 10 kil\u00f3metros (0 \u2013 6 millas),<\/p>\n<p>La capa r\u00edgida y m\u00e1s externa de la Tierra, que comprende la corteza y el manto superior, es llamada litosfera.\u00a0 La corteza oce\u00e1nica contiene un 0,147% de la masa de la corteza terrestre.\u00a0 La mayor parte de la corteza terrestre fue creada a trav\u00e9s de actividad volc\u00e1nica.\u00a0 El sistema de cordilleras oce\u00e1nicas, una red de 40.000 kil\u00f3metros de volcanes (25.000 millas), genera nueva corteza oce\u00e1nica a un ritmo de 17 km3 por a\u00f1o, cubriendo el suelo oce\u00e1nico con basalto.\u00a0 Hawai e Islandia son dos ejemplos de la acumulaci\u00f3n de material bas\u00e1ltico. <\/span><\/span><\/p>\n<p style=\"text-align: center;\"><span 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\" border=\"0\" \/><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\">Esta imagen muestra un corte de la corteza terrestre y el manto superior, en el que se ven las placas de la litosfera (compuestas por la corteza y la parte superior del manto) movi\u00e9ndose por encima de la astenosfera (manto superior).\u00a0 Windows to the Universe , (http:\/\/www.windows.ucar.edu) de la University Corporation for Atmospheric Research (UCAR).\u00a0 \u00a91995-1999, 2000 The Regents of the University of Michigan; \u00a92000-05 University Corporation for Atmospheric Research.\u00a0 Corteza continental: 0.374% de la masa terrestre; profundidad de 0-50 kil\u00f3metros (0 \u2013 31 millas).<\/p>\n<p>La corteza continental contiene un 0,554% de la masa de la corteza del manto.\u00a0 Se trata de la parte exterior de la Tierra compuesta principalmente por rocas cristalinas.\u00a0 Estas son minerales flotantes de baja densidad dominados principalmente por el cuarzo (SiO2) y los feldespatos (silicatos pobres en metales).\u00a0 La corteza (tanto oce\u00e1nica como continental) es la superficie de la Tierra; como tal, es la parte m\u00e1s fr\u00eda de nuestro planeta.\u00a0 Dado que las rocas fr\u00edas se deforman lentamente, nos referimos a esta corteza r\u00edgida exterior como la litosfera (la capa rocosa o fuerte). <\/span><\/span><\/p>\n<p style=\"text-align: center;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><img decoding=\"async\" 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\" border=\"0\" \/><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\">Esta imagen muestra las divisiones del interior de la Tierra en 7 capas (Adaptado de Beatty, 1990).<br \/>Conclusi\u00f3n<\/p>\n<p>Las capas de la tierra coinciden con los hadices del Profeta mencionados anteriormente.\u00a0 El milagro se evidencia por dos motivos:<\/p>\n<p>(1)\u00a0 La expresi\u00f3n del Hadiz: \u201cse hundir\u00e1 en las siete tierras el D\u00eda de la Resurrecci\u00f3n \u201d, indica que hay estratos de esa tierra alrededor de un centro.<\/p>\n<p>(2)\u00a0 La exactitud de las palabras del Profeta sobre las siete tierras interiores.<\/p>\n<p>La \u00fanica manera de haber obtenido ese conocimiento geol\u00f3gico hace 1400 a\u00f1os es a trav\u00e9s de la revelaci\u00f3n divina de Dios.<br \/><\/span><\/span><\/p>\n<p style=\"text-align: center;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" border=\"0\" \/><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-size: large;\"><span style=\"font-family: times new roman,times;\"><span style=\"color: #0000ff;\">Referencias<\/span><\/p>\n<p><span style=\"font-size: medium;\">Beatty, J. K. and A. Chaikin, eds.\u00a0 The New Solar System.\u00a0 Massachusetts: Sky Publishing, 3rd Edition, 1990.<\/p>\n<p>Press, Frank and Raymond Siever.\u00a0 Earth.\u00a0 New York: W. H. Freeman and Company, 1986.<\/p>\n<p>Seeds, Michael A. Horizons. Belmont, California: Wadsworth, 1995.<\/p>\n<p>El-Najjar, Zaghloul.\u00a0 Treasures In The Sunnah: A Scientific Approach: Cairo, Al-Falah Foundation, 2004. <\/span><\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"color: #0000ff;\"><span style=\"font-family: times new roman,times;\"><span style=\"font-size: medium;\">www.rasoulallah.net<\/span><\/span><\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Imagen de la Tierra y sus capas interiores. La Sunnah del Profeta Muhammad (que la paz y las bendiciones de Al-lah sean con \u00e9l)es la segunda fuente revelada del Islam.\u00a0 Al igual que el Cor\u00e1n, contiene informaci\u00f3n cient\u00edfica que no exist\u00eda hace 1400 a\u00f1os.\u00a0 De estos milagros surgen las \u201csiete\u201d tierras, mencionadas por el Profeta &hellip;<\/p>\n","protected":false},"author":23,"featured_media":370,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[11],"tags":[],"class_list":["post-371","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-los-milagros-de-la-sunna"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.4 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Las siete Tierras - El Islam Verdadero<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/r-islam.com\/sp\/las-siete-tierras\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Las siete Tierras - El Islam Verdadero\" \/>\n<meta property=\"og:description\" content=\"Imagen de la Tierra y sus capas interiores. 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