{"id":27148,"date":"2021-09-14T03:37:06","date_gmt":"2021-09-14T02:37:06","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27148"},"modified":"2021-09-14T03:37:06","modified_gmt":"2021-09-14T02:37:06","slug":"%c2%bfpor-que-es-dificil-viajar-a-marte-i-apuntes-de-la-nasa-8","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/14\/%c2%bfpor-que-es-dificil-viajar-a-marte-i-apuntes-de-la-nasa-8\/","title":{"rendered":"\u00bfPor qu\u00e9 es dif\u00edcil Viajar a Marte? I (Apuntes de la NASA)"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<header>\n<h1>\u00bfPor qu\u00e9 es dif\u00edcil ir a Marte?<\/h1>\n<\/header>\n<footer>\u00a0<\/footer>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Marte (The Martian)', luces, c\u00e1mara y palomitas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0Fotograma de la pel\u00edcula &#8216;The martian&#8221; Insoportable soledad<\/p>\n<p style=\"text-align: justify;\">El estreno de la pel\u00edcula &#8216;Marte&#8217; (<em>The Martian<\/em>) ha despertado cierta curiosidad acerca de posibles futuros viajes humanos al planeta rojo. Despu\u00e9s de haber ido a la Luna en varias ocasiones hace ya casi cinco d\u00e9cadas, y estando acostumbrados a ver astronautas viajar al espacio casi de forma rutinaria, es tentador pensar que enviar seres humanos a Marte pueda ser algo perfectamente plausible a d\u00eda de hoy, o tal vez un tanto m\u00e1s complicado que lo hecho hasta ahora. Sin embargo, la realidad es que enviar seres humanos a Marte constituye un desaf\u00edo de una dificultad y complejidad absolutamente descomunales que se aleja mucho de todo lo que se ha hecho hasta ahora en la historia de la exploraci\u00f3n humana del espacio.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Los 10 mejores memes de la llegada de Perseverance a Marte\" \/><img decoding=\"async\" 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\" alt=\"Los retos biol\u00f3gicos y m\u00e9dicos de viajar a Marte\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Cosa muy distinta es mandar un Rover y otra a un viajero real<\/p>\n<p style=\"text-align: justify;\">En esta y en la siguiente entrada hablar\u00e9 de las razones por las que esta empresa constituye un desaf\u00edo inmenso y\u00a0sobre c\u00f3mo se plantea en la actualidad una misi\u00f3n tripulada a Marte. Con objeto de ofrecer una perspectiva inicial para entender la dimensi\u00f3n del problema de una forma intuitiva, en esta entrada tratar\u00e9 de la raz\u00f3n principal que hace extremadamente dif\u00edcil una misi\u00f3n a Marte, la raz\u00f3n de la que pr\u00e1cticamente se derivan casi todas las dem\u00e1s: la distancia.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/static01.nyt.com\/images\/2015\/12\/04\/arts\/oscarhunt-martian\/oscarhunt-martian-articleLarge.jpg\" alt=\"\" data-mediaviewer-src=\"http:\/\/static01.nyt.com\/images\/2015\/12\/04\/arts\/oscarhunt-martian\/oscarhunt-martian-superJumbo.jpg\" data-mediaviewer-caption=\"Matt Damon in \u201cThe Martian.\u201d\" data-mediaviewer-credit=\"Aidan Monaghan\/Twentieth Century Fox\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Matt Damon in \u201cThe Martian.\u201d Credit Aidan Monaghan\/Twentieth Century Fox<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un 'reality show' enviar\u00e1 a un turista espacial a la Estaci\u00f3n Espacial  Internacional | El Ba\u00fal\" \/><img decoding=\"async\" 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ArcaAGxlQFV1HiPIG1vU2OvpLPFx9YfMD\/wAfAfxUynWfMxbKF20G20SFqRVZiHOouAzW0B1yjYDYba7ew6HCUVVCGZfEbFr6EsoyqBuTZhoBe5M5cC+241\/fymhhMWUKvcAm9tjsbH0m8e\/Zm+3XUm+rFOqlgVsdzYeoFtBrcHQzj+KlQwyDKLDnfUBbkX6m595q4ji71FsSqoeY+0OY5kjQaD3mPWZSx0zEDy89FXYn1v7S2TGa2S7rdwODLhXvoygi33gdPW4jMTSyBqdtQ2YHyy2ItbrbW\/trcy8LxjKioPskkE62RtSPY6\/hDE0G7wlmJYakMdTmOlhzFh+Elu9U0zu78oS++FN9oSo4i8u8HwrVsRSoobM9REU2vYuwUNbna9\/aUDNjsriCmMpVAASpZgDoCQjEX95xneujpuMYXua70sxYI5UHa4GxtyuNfeVFqWlnimKarVaowXM1rhNtAAOZ5Ac5Uyz2Tf649lvheIC4ik7nwrURmNrgBXBufS153uI7X0Rs7v8A2Ft\/iyzzjKZMjN\/EF8yNfYgEiS4y+SXTS7VcSGI7t8pVQXUAm5OiEk9PSYAZZPxMnu18RYh2uTf7SJbff4D8pmi81jjEtWSwvfnOl4XUzU0Plb5Ej9JyaISQJ03Z5T3K+rW9MxlyibHGQ58KsVuo2JA0bXbymzhiSin7q\/kIjYIORmW9r21I39Jfo4OwA2A2nPxWrZZESySnJcijzjS\/QWgC+tv085nYrgKVgcRmYVMrI6i2TPlZM2ova+u\/Ie+gDLmDIFwdA1tfPbX2t8vOYynZca8oz5Hpu2mViHHNQdNfQ2mjUrZ2GVlUjXU39dBNbtLwVqVR6ioGpOD3nhLFCfiNgQSp3vyN+s49qT+GnSIfNorKCGby1\/MTk2t8TKLhnDFe9NRCgB1VSjljb+G+UetpzE38dh0TC94agepUbu0UX8CIQzsxO7k5NtLMdTeYElagiiJCZGn2fwtKriadOu7LSY+MqVBsATYM2gva19d9p6\/i+0S0k7rAqiU0OTwnO2ikqCxuAfhJ0vqdZ4dOg7NcRCnuXICsboejGwIJ87D9max1vuV2+Kp1ard9Tp1Xzf1hKOQCCbagWJ8Vt\/szE4xhi1Ii3iXW3PTcS9WewFwSOnncWHuTJEYHb4dv3edZNdnO1zGOo3RKhZGPhLLmS9mUMwIDFhZw98wHxjztUVrfAqgsCtxdjZhY+Q0Jmrj8EqMSCvd30JKEJ5ML3HMDSVxRB2UDza1jtra\/Tz9pzsalZ9LBOeVgdief9kWufUaecmXCFRdULHqQCd7EhNvnf1l6jWVTkZlvcAW5HkD57W1lmtTDDKxsL3uOR11I5jXX92W+lkZy4fQs5udwoINxyub2vbzMkLIFuNFGvMnzH4dJFiawQ2LKCLbG\/rbXN6aG8r47iyknKgYn4jsGPMkcz1kVew2OKVEZVIJuRmsVZbahgDcAj9JqrxE1CqlrlCGRNC1gQWQczdRa59+s5uifgKoCrC7EWAB6Zeesq4nh75zkQsp1FhffW3ttLfCR6MuAB17y3L5aX97X94Tk8DxwrTVHRmZQFvqNF0UeygD2hHOHGuSl3hD5cRTPVgp9G8J\/AyjAGZjTvTT+6B6X\/UxRT8o\/h7rUpI6km6gPfSzgDMPn+YlpaM9uOrNvNeyoEjxTl1aUeKPrNJtk4yiTTsOt\/cf6TNSjOpNDyjcBhlSoxyjNoUvyHMDzB0+XWWXSVX4dwEsPrPAp+IbMw6eS+W5\/CdFQpU0ACi9tALbSniKPeDK97eRI\/KR4jh5fIA2VUPiW18yWtl39r9CZzy21GqcUdlFpscEFB7pVIV9fEzZbWva1yAQdJzmFweQmzkodkOuU\/dY628poU0MxlNzt2axuqt8UoU1fLSfOo3PK\/O3lM6ojZTk+LlLgWPVYnaF71Wwyq63BB62NxfmL85eSkLEEAg6EHmDykLUTmzpYE2zXA8VtiTubAmwuOWoky1gNwd7XsbX8j08zM2kNGZBlqBnpj4HALOn3XUauOjC56jTMcvF1sNTDVLrpq2VbfzGwC\/3iJZ41x6lhqfeVWte+RftMRyVefmTYCeS9ou0VXGOC\/hpr8CA3C+ZPNvOw8gJzt06ybUuKYhWe1O\/drcJfexJN9h5DYaASjCExWixIsJEJFiRYVtcN4sw+rqVGKGwUlj4SDe1\/4SNDfr0kpdlO7E+tdielgAikaDc2nP3jxVYDKGIXmLm3yl2mm1jccABdQWA8KtY5T\/E4HhB+7v1tsc5MfUF\/GTffNZvz2lQRZdmkhqMb+I6m513J5yapjajCxdrD2+ZG8riLACYggYCBs4apSRbZtdz8Wp9gY7EcVtpT6XuRbQ9Bc6\/u0ykaOYXA8v8Ae3zv843RqHj7G3eF2YALe9tFAVRbyAA9oTHtCc9RrdVrQtCKJtG72Z4qKLlKn9U9rnXwtya3TkfK3Sd+KY3FrHUEag9CCNxPJQJ0vZvj1Smy0GGemzKqrqWUs1vDbcXPw\/Lz64Z8e1Yzw33jtgsXJKWI4gVLJlAIJDaagjQiVf8AiBnocGyEHlDuRcG+2omOOIN+7S5hMYCbVKiL\/aZQfkTF7K2Fo7bWOoPIx6AWvfTr6bzKqcUoqbDE0R5Gop\/ASRMdh8Qr086sCtnCnMLHQHTbffSZ2umwgH71kqzMwFZUHd94rqPgOYM46q1t+t\/O1rAS89ZRSaszZaaAsxI5AXNhzmbf2mk\/vHBug9\/3vOQxHbnDL8Gdz1VL\/wCMrb5GZ9bt+gJNPDMS2rM7hSTyvYG\/zmLlGuNegBtdden+wnLdou2VPD3SlarXFxvdEO3iI5\/dX3I58Zxbtfia6lAwp0zoVp3BI6MxN\/lYGc5aYuXpuY+1nH46pWqGpWqF3O5PTkABoB5DSVYsJlskIQkBCEICxIQkQQhCFLFjYsoUGOjYSodFEaI4QFWTK0hEesCW0IkJNxNKVookvdxO7muNNmqJ2v0X8NWtxGmXtkpXrNe1vBbJvzzsh9jOMCx4McV273i39fUt\/wC5U\/xmZuIxKILuwHQbsfRf2POckw8ogWdOd9McY1cZxlm8NMZF6g+I\/wB77PoPmZlZfKLaFpi7vlqahJNhMZUpNmpOytYqSp3BtcHqNB8hIrQtJo23sN2trooGWmxH2mVr+pswF\/aZ3EuM18R\/XVCyjUKLKg9EWwv57ylaJaLbfJJIbCOtEMGyRIpiSKSEIQQRIsJFJCEICxIsLSISEW0ICQixICwiRZVKI8RgjxAcJIokayZBAW0JJaEiDuohpTabAHpGNgj0n1L8fL08U+Rjf1jd3Du5qthD0jDhfKZvQvpqdbG\/rM7uBpzROHjDQnO9JudSKHdw7uXTRje6k+prmqd3EKS2acTu5n6zkqZYmSXO7jTTk+s5KuSNyy0UjGSZuC8lYrEIk7LImWYuLcqIxDJCI0iZ00bCLaEmgkIsI0ACaHCOFviKi0qS5qjfCtwL2FzqdOUzxNfs9\/WFuSqT7nQfrM1YrcT4c9Co1KqpV0JDDQ2I31GhlAzoMTXV7hxccuo9DMnFYQpqNV\/EesasFWJFiQCKIkWUKI8RgjxAesmSQrJlMgmtCd\/wv6OneilSpie7dlDFAmbKG1AJzDWxFxbQ3Gu8JNo6VuD0z9mQvwBDym+KRHL8I\/u\/2J9T78p+vn34+F\/HLv2ZU7GVanZU8jOyyfvT9IlzNT5GbF+Nh\/Y4Kr2WfkLypV7OOPsGek5usUBfKX\/pv7Iz\/wA3rKvKanBHG6n5Sq\/DGHKewnDoeQkT8PQ7oPlL9+F8xfp6s8V462BPSRHBkcp69U4HSb7MqVOy9I7aS8+jf4muvPVeTnDnpIzQnqFbseD8LTOxHY9xsAZePTy8U+7qY\/6xrz1qUYaU7Ov2XqD7BlGpwN13Q\/KS9DfiytT5Unnccs9GV3pzpanDWH2ZUq8PI5Tll8fL07YfJwv659kkZWbT4M9JXfCHpOGXRyn49GPUxvis20S0uvhTI2oGc7hW9xWtEtJjSMaaczcV2jmvwvwUHqc2OUew\/wBZllJrVWyYdE5sLn31mMsfCxSDyRaxBkSLc6eto0TYkr0FbVfC3Mcif0lF0INiLGW7yQkNo4uOR5j0mbiM+Enr4YrqPEvUfqOUhAmVKI4RAI5RJoPUS\/wzANXqLRXdzYn+Fd2Y+gvKaCeidkezzjDLVUFGrPdqx0FKhSAckHkS2VvM0wNLEyDse4et9aFNm2sBYW0tvytb2iznMR2vNNjTTEtSRLKtMYfvcgUWs1TLq+ni6NccoSaV6mMGORjWwA6CEJ33XPUMPDOgH4SB8FbkIQlmVZuMV2w46H5xhw3v1hCb3dOVkAQ9LfKIv7vCE1+M\/p6g9Pkf84maEIilDyRWBiwkqy3YyiI2HU7qDCES1eMvlA\/CaTb0xKdbsvQblaEJcetnPFZy6HTv4zsR2JQ7NMfGdiSNiDCE9PT62eXl5ur8bDD\/ADtjYnsu67gfMTKr8FYf7iEJ7JhjlO8eD7+pjdSqFXh1pVfBQhOHU6OE8R9HpdbO+UL4TlDi7eMKNlAEWE+f1pJlHu6dtigJIjddRCEw2AvMbR9NYQkFugkjxXDb+JNDzHI+nSEJikZmW2hkiiEIV6T2X+j+jWoU62JrPmqhWRKYQKFbVQzMCSSOlrX30npvEsMBh2VPD4bJa3gtvYel\/UEjnCEwrDwnYjDBFvTubXJJuTfXWJCEiP\/Z\" alt=\"Viaje a la ISS: SpaceX lanza un simulador online para experimentar el  acoplamiento de la c\u00e1psula Crew Dragon a la Estaci\u00f3n Espacial Internacional  - LA NACION\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Aqu\u00ed se est\u00e1 a la puerta de &#8220;casa&#8221;, ir a Marte es otra cosa<\/p>\n<p style=\"text-align: justify;\">Vemos astronautas viajar con frecuencia al espacio, a la Estaci\u00f3n Espacial Internacional (ISS), antes a la estaci\u00f3n Mir, a bordo de naves Soyuz, o antes a bordo del Transbordador Espacial, etc., y se suele tener la impresi\u00f3n de que el lugar al que se viaja en estas misiones es muy lejano; sin embargo, las altitudes t\u00edpicas a las que estas estaciones y veh\u00edculos espaciales orbitan alrededor de la Tierra son de unos pocos cientos de kil\u00f3metros. La ISS, por ejemplo, orbita alrededor de la Tierra a una altitud que es equivalente a la distancia que hay en l\u00ednea recta entre Madrid y Almer\u00eda: unos 400 km. Esta regi\u00f3n espacial a la que viajan los humanos de forma\u00a0<em>rutinaria<\/em>\u00a0est\u00e1 dentro de la conocida como &#8216;regi\u00f3n de las \u00f3rbitas bajas de la Tierra&#8217;, y t\u00e9cnicamente la llamamos LEO (del ingl\u00e9s\u00a0<em>Low Earth Orbit<\/em>).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBEUEhcSEhIYGBcYFxcXFxgXFxcYGhgbGhcYGhcbGBobICwkGx0pIBcaJTYlKS4wMzMzGiI5PjkxPSwyMzIBCwsLEA4QHhISGDMpIik9MD09MDU9PT0wOz0yMjAyMz09NT0+Ozs0ODI7Mjg9MDgyMjYwODI9MzA0ODI7OzUyMP\/AABEIAJ0BQQMBIgACEQEDEQH\/xAAbAAEAAwEBAQEAAAAAAAAAAAAAAgMFBgQBB\/\/EAEQQAAICAQMBBQQGBwYDCQAAAAECAAMRBBIhMQUTQVFhBiJxgRQyQoKRoRUjUmKSscEWM0NEU3IkorIHNFRzg5PR8PH\/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIEA\/\/EACURAQABAwQABgMAAAAAAAAAAAABAhEhAxIToSIxQWFxkTJRUv\/aAAwDAQACEQMRAD8A\/GYiICIiAiXK67GUrliRhskbQM5GOhzx+EpgIk62wc4B9DnH5SEDcXsPOn7\/AHj4ZGfw+Uw8S8aqzbs3HHlK3XBI8jjggj8R1gfatuec4wemOuDt6+GcZ9MyBM+SSjJxx84EYkmGDj+UjAREQERECSsRyDiRJlldbMwVRksQoA8SeAJ0SeyF6r3upZKaxg2Ene9as7VqzVqd2DYpT0PXoYHMxO\/o9k9NW75Juat9RQEtIpSy9FraoAo+QrozlffBY1jzxI64dnVaZtLcVWxrLbANNi4UPsp7sNazbnUDehTkZLHOVBIcFET16bs3UWf3dNj+Wytm\/kIHkibbeztqqpd6q2JIKWW1oy4xjcpbIzz4eEr\/AEZp1OLNbUMdRWlth+R2qp+TQMiAJsdx2epO7UXv5bKEUH5tbkfgZ8XUaAHI097Y6FtRWoPxVaeP4oHiu0NiKHZcA9J5Z1Gr9p6bK1rfRgqvTN1n5lQMzOPaOl8NBX87bz\/JxAzAhIJ445OSAeT4AnJ+Urmt+kdN\/wCBq+Vmo\/rYZP8ASGjP+QHyvt\/rmBjRNfvez2PNN9fqtqWAfcatSf4o+gaR\/wC71e0k8C6p0H8SFwD8ePWBkRNO\/sTUKpdVFiDrZUy2qP8AcUJ2\/exPmg7E1V6l6dPY6jxVSQfMA+J9BAnpuwtRY2nVFBOp3dz7wG7a7I2f2feU9Z6KPZbWPULUQFStT5DDIW22ypCR4DfWwPlxPZpPaQ0Lp6zpV77SMe7sZrAwzcbHV06c7mXpkA+cuo9t7KmQ00IiVilUrLO42VtexRi3LBvpD5z04x0gY2r7Dvqp7+xBs71qc5Gd67s8DwyjgHx2nymTOn7R9r7bqX07VVCpkAChRuV+9a02b8bydz2e6Tt988TmICIiB9BknIJJAwM8DOcDyz4yEtUrg5BzjjBxg5HJ45GMjHHUHwwQqiIgIiICJZt4zx1x1Gfw649ZXAREmyEYyOoyPhkj+hgQiIgIm1o\/ZjW2d2Rp3VbDhGdSqsdjMME+YU48\/CbfZ3sZW91dTaoMLNM+oD1I20KH2IcuASN27dwMBTA4qezT9n3OCyVuyqAWYKdqgttBLdAN3Gek6bT9jLQCtjU16rS6pLGNlgCW1FA6Feu9c1gjaCSLOk0G9qKqitehL2bvpYRRWVKLe1dlVW0k95ssRs8YIYjnccBk9keyNz5ex+6FepOnuC+9ZWFKLbYADhlQ2KGweAc9AZo29h6XR63SPYu6h3eq7e9dyV2BmrIZ1ULuXKuVI4x4ifNd2x2gzM9l1WiDWG5kVmUuz111MTUpdyMV5wwxktOf1Go0e4uxv1NpJLPawrRj5sAWdh95SfSB0mr+i3t9EDl7O\/V6F0iJY2WrCPWHCVVqCa63ygKj3up5kvbSvtS1vo91PdrUxZz3oSl3cKzOGsKq3vl2zzjeRmc3pfanU0tv0oq05xtzVUm7B6++4Z\/+aeHtTtPU6uzvdRY1j7cbm6hVycceAyYGnqkSwsdV2iGYlSwqSy7JVdi5PuISFGMgnjxnk+laFPqaayw+Butwp+KVhTj03\/OY8tCe7u3DrjbznoTnpjH\/AMwNIdu2Lg1VU146FKULD4O4ZgfXOZ5dR2nqLBiy+1weoexmz+JniiAiIgIiIE63III6jpwD+RkIiAk0cjoccEcHHB4IkIgIiIFtN7odyMynBGVJU4PUZE\/b\/ZzsoWVp3fNXdgq6EY2kDA+IPUDxBn4XPfo+19VSpWnUW1q3VUdlB+QMDpP+0rYNZt3B7BWosYEcMD7u7HVtvX4jynGTV7lbNI9uP1ldq72ySXW0NgtnxVk6+PeekyoCJYm3BznOPdx55HX0xn54lcBERAREnsON3hnHUZ8fD5QIREQEREBERAREQNb2aoos1dSalttTNhyW2jodoZvsqW2gnwBM77S9o6PQVZt06VXko9lFThzgWOhG595IKMr92XAOw8gNPzLTaZ7G211s7HoqKWP4DmaX6Mpq51N4Df6VO2x+vIZgdifix9IHQX+2aJTXXQjNZWKlFjrVWp+j27qbCqguX7sBNpfaAWABzM2z6a6YtdNNURYFFmKxsscWOiKAbHXdgjAOPnPAe2e740tS0\/v57y0+veMPd+4FmXbazMWZizHqWJJPxJ6wNUtoavqq+obzf9VX8Qqkuw+JX4eEqu7cvKlEYVIeqUqK1IxjDEe8\/wB4mZ1i4OMg+oOR8pCBMqRjIxkZHqOmR+BkJYoJIAyT0A6nnoAJXAQDEQEREBERAREQJmwkAE8DOPTPWQiICTdiTk4+QA\/ISEQEm4APByPAkY\/LJkIgIiICXJUSrMCMKATkgE5OOAevXwlMu0+nex1rRdzOwVVHUknAEDV0YK6G8nH622qtckDPdh3sxnyzWPviYk1+3b0ymmqYNXQpQMOjuxza49C3A\/dRZkQEREBE+4iB8iIgSUZOP58T664JHkcccj5GQiAk9h27vDOPmRn+khEBEsrrLEKoLMTgAAkknoAB1M2j2OlCd7qiT72zuamXfuwWxYxyK+MdAx56CBlaPS2WsErRnY+CjPHiT5AeZ4E0Poemp\/v7O9cdaqT7qnjh7sEH4IG+IlOs7Xsde6RVqq\/068qpx0Lkks59WJ9MTMga2o7VdqiiFKkyo7qpSocYbJdslnxgD3yfrceMyYiAiIgdx7N6vs0aNqdQFNiGzWHeNu96wEp04b7QcMzGcPNTt3TLVaKVAGyusOfFnZFewk9DhnZRgD3VXqck5eIFiOQQQSCDkEcEEdCD4GVxEBERASbMSAD4dOB4nPzkIgIk0cqcg4PI49Rg\/kZCAiJMucAeXTgfz8YEIiICIiBYazgNg4JIBxwSMZAPiRkfiJXEQEmjkEFSQRyCDgj4GQltNTOwRFLMxAVVBJJPQADqYFYE3rV+h1lP81YpD+dCMOUHh3jqeT9lSV6k4+700X1SH1Xiwwyaf0Q9GuH7XIXwyeVwnYkkkkknJJ5JJ6kmBCIiAklYjIHiMH8Qf6SM1NfVpRTUamY2HPeAgYHlt84GZmJ8iAiIgTcDjBzwPPg+XMhECAmnoezGsXvHYV0g4Nj5wT4rWo5sbHgOnGSBzNfsrsFdwFwDXYyunLbcDGQ17fYGOdnDHxK+ON2vqrHsw7Z2jaABtVQOioo4RfQQL7O1VrBTSKa1IIa1sG5x45YcIp\/ZX5lpjxEBiJMOQCAeD19fHmFUnOAeBk+g6ZPzI\/GBCIiB13sn7Lrep1OpLLQu7bjg2MoJI3H6qZwpbzOBzyO4s7G7PWlSlNQTYVdRWWbvAuW\/WOxJAzjaeQRPZp\/ZvdRXW72IqIiKFKjBTJY8g+OePMk9cYhfoqq1asB3xyPe3WZIyFL+XB+Hl4yTVEYhIiZzPk\/L\/ajR7bDcofbYzMxfn3mO48+OTmYSmdZ7U9p95Wle3AUDx6t9on+nxzOf7M7Ps1Fq01bd7nChnRAxJwACxAySQAPGCJiXkQjxHgfHHOOPzkJvn2S1nJK1hQCxc3UBMCzuz75fbnf7uM9Z9q9k9a4QoiNv27QttTMVazulbaGzsL4Xd05HnKrn4m\/\/AGW1jWLWlIZjW9gNdldisqMVchlYrkNhduc5wOpmBAREQJspBwRgjggyE+kz4ICJ6E0rsMqMj0\/kZU6448fGBCX2WlgoOPdXauFUcbmbnA945Y8nJ8PASiICJPcNuMc5658MdMSEBJlCACRweR684\/pPtdbMQqqSScAAEknyAHWbA7Oqo97Vtl\/DT1kb\/wD1m5FQ\/d5f0XrA8XZ3ZllxJGFRcF7XO2tAeBubzPgBknwBnss7QqpU16TOWG2y9hh3HQrWP8Os\/wAR8SB7s8vaPalloCHatafUrQbUT1A8WPixyT5zOgTrQscKMk+EhEQERLrEACkMGyMkAH3TkjBz48Z484FMREBERARLWqYKGKkKxIBxwSMZAPpmVQLEQsQqgkkgADkknoAPEzabbo\/dGG1X2jwy6f0Xwa4ce90XoMtyI1n6JWtn+YtUNX501sOH9LGH1f2VOepGMZFyccD4kAfiYFw1bgkhjkkliTksT1JPjKrLC3LdfPz+MrMQEQBEBJq5GQCRkYOD1GQcHzGQD8pCICIiB+8+z\/bx1FCfqa2Vq03ZZ8s3CMAQDgqd5PxHSY3buvWu25TW9dZ3K+36xIP1Q+chCMjj9szgfZX2hs0tgULvrZhlM7Tu6BkPRW6deDj5jvO0vaTs7dYlzl3V2DBq2DF1ODllHIyCOMZ9JZyxaYcL7QautkQJWqnaoOFxk45IJ5\/\/ACZPZOrNF9V4Xcara7ApOAxRwwBPhnGJZ2v2h375VdqKMIuScDOec\/GeGZmVjEOu0Htw1ad2aTjbYu6u56n9\/UG\/h1GRyduPESWl9vLU7tO63V1d2yVmxuHr1DXK5bHvZDFSDweD1AnFye\/jGB1znHPwz5StOwq9vr12sake4BE72095lEtNqjaRgNu2e8OTsUnJ5nK665XtssVAgd2YKDkIGYkKD4gZx8p5pLacZ\/GBGIiAiIga\/Z\/a3coyBQd4wxIHT93y+MzLMZyOh\/8AuJXEBEmikkAAkk4AHJJPQCay9iGsBtW4oHXYRuuYYP1ahyPi5UesDGm3V2PsTdqmFCthl3BmucANxXUCODx7z7RwuD1y\/S1dXGjq2Ef41mHu8eVONtf3Rn96ZFtjMSzMWYkkkkkknqST1MDWs7XWtSmkr7odDaTuvcetgxsU8e6oHkSZixBEC3KbOh37uuRt246Y65zKoiAiTVc+IHBPPp4fGQgIiIE0TOeRwM8nH4eZ9JCIgIiIEyxxjJwOg8PWaPYenRrC9gzXShtsHTcFICpn952VfvGZc1tK2NFqCPtW6ZD8Nt7fzRYHh1mqe2xrHOWdizH1JzwPAek88RAREQJqxBBBwRyCPCRnyIE7EIODj5EEfiOJCIAgIl5TaWV9ysOMbftBgCGyQVwM+B5GMeIogbHYFFgurv7l3rrdWJVMruX3lViRtwSBkeIJnj7Q01iOe9zuPJJySSepJPU+s6bsj2nqo0D0L3gtw+0YUpvdgGcPuyq92ArVlWBKqwKnJnN9p9ove++w5PiYHhn3JnyICIiAllX2v9plcZgXXW7se6q4UL7oxnH2j6mUxPRptLZa22qtnbyRSx\/ACB55NHIBA8Rg\/DIP9JrfoQIf+Kvrp\/dB72z+CvO375WF1ukq\/utObWGMWag8epFKHaPgzOIHj0PZ19xxVWzY6kD3V9WY+6o9SQJ7PoGlq\/7xqN7f6emw\/h9q0+4Puh55db2rfaAr2HYOla4RF\/2ouFH4TwQNr9OsmV0ta0KQRlCTYcjGWtb3vku0ekxyc8mRk63KkMOoII6HkQIREQEmzknJJJ8zyZLuzt3+GcdRnOM9OvzlUCQUnoJEia3YGrpqs3WpuHl5\/Pwnk7TuR7CyDAMDyREQBERmICWlCAG45zjBBPHmAcj59ZVEBERATb7Fat67dKxIa7b3bEjaLEya1Oem7LJnOBvBPSYkQLba2RirAhlJVgRggg4II8CDKptrr6rwF1e4OAFXUKNz4HAFqE\/rAB9oYYY+1wJBuw9QBvqC3pggvSe8AyOdy43IcftKIGPERAuNeFDZHOeAQSMY6jwznjPkZTEQJsBxjPTnPn6enSQzEQEREBEm2PDPQZzjr4\/KX6Xs++3PdVPZjrsRmx8cDiB5ZdWEw24nOBswAQTkZ3eQxmaZ9ndSuO9CUjzutrrP8BbcfkDPn6P0y573WKcfZorexvxfYoHwY\/CBjxNltR2ehylFtpx\/jWBF\/grG7\/n+Uf2gtX+4Sqn1qqXf\/wC4+5x8AwECjR9iaq1d9dLFP22ARP42wv5z02dmadObdWgOB7lIN7DjkbxtrJz5ORM3V6y21t9tju3Tc7FjjyyT0nmgbP07SVn9TpjYf2tS5YfKuvaM\/wC4sPTxkdb2rqWQA2ha2DfqqiqIBuIIauvABOPtDJHMyIgIiTXbg5znjHl65gQiIgIltlrNjcc4AUZ8ABgD8JVAm6lTg9RPtVm05wD14IyORjp85XEBmIn0CB8iTdcEjjg44OR8iOshAREQERiIFgAwc5z4fjzny4lcRAREQEREBLKrWRgyMVYdCpII+BEriBs\/2i1JwLWS0D\/WrrtJ+86lvmDn1nxO09Kfr6Cv7lt6\/kztMeIGzXZoHYKdPcuSBkaqvaMnGTupOB84B7N8Rqh5e9S39BMaIGyT2Z4DVH50r\/QyDW9n+FGpPqdRUv5dwf5zJiBsjtDRAcaEn1fUWH\/pCyI7WqU5r0OnU+BbvrPyewof4ZkRA119o9UvCNWn\/l0UV\/8AQgnm1Pa2pt\/vNRY\/o1jsB8ATgTwxAREQPoHlPktqtZc7WIyCpwSMqRhgfMEeEqgIiTdcEjjgkccjjyPiIEIiWoygEFck4wc4xzzx48cQKoiICIiAiWpYVOQSOCOCRwQQRx4EEj4GVwOx7H9ndO+mOovsVEXbuZi3VuQoAMv0vs3pGre5rQKUI\/WNnndnaFUH0nl9m9dWajVqEZ0+yFsQdOm5G64zwZp16nSKWr7mzuiBx3tfUHPK9COePKdV6bYjpxzuicz6\/t4tL7LVv76q7oW2goGbGADkAcnIOeZd\/ZfTs4rTcWO\/KsGQgqu7nJPJwZ77e2Kx3ddVdiVKzM5FtYdiQAOjY4wJ6NP23pa7FsWm13BY7ntq53KV5556ze6j+ennMamPF2wKfZZSCc7s1m1TkghVOGHqQQZbovZSjbY9tgFdQVmsJYDD\/UAA8Z7uzu2Erqt3VE2sliIe9r2BXJ8M9Z8o7R05rSu2h87MWFLq9rEHIyp4IEkzRbFPSxyXzV85ZtHYGmJyGLKzYXbuJxjIKjIyDnxlz+ylYKtsfaz92qkMGY9SwXqfhma2m7boqsraqhsV7zlraslmXaOM9BiYGm7S1v0hbLnZ1DE4FqKy5Ococ8H1k3U3\/HHwba7T48\/L2t7KafcigOCzrX76Mgyxxnk848vWU6j2Y04uatG3BTtJGcbiwXxOcgzYv7XoYqf+IbDBvevrJHqDng+srt7W0yj9XTYS1iuzPbVuGDng+JyZrdR609JNOp6Vdso+yKhbMkla7RU1vOASSAcdMcfmJy3aWiai16X6qxHx8jO67U7dbuBp9Im1TYXsNllZL+mQfQTmfa3UpZctioV\/VorZIbJUYzuXjPE8NTbMYizo0d15vVe\/Tn4ifJ4uixERAREQEREBERAREQEREBERAREQEREBERAREQESyxwei44HiTk45Pz6yuAiIgJPccbc8Zzjwz0zIRA2eyHqAyz7COD6qTknjxxxNbT36U7gdSQAfdzn3hjxnIT7NxXMMzpxPm63VX6RWXu9SzdA3UADHJA\/al636PjOpIz+6ehnF5k2YnknPx9I5JSdKmXaq+g5B1ePJtp59cZ4hLNB46rH3SfPnr6ziMSVXBHxEvLLHDR7\/bqdVdpV3bdQzY+oR9rPXcP5SzVNpGr9zVEPjgDIAOOATMTt+9HsBSpaxtUbVyRwME8+fWZMnJNrN8dN7uy02p0bVhrLyr85QAnx85ctmgI51WPunP8AOcREcks8NHv9u0e3RZONUcdOh\/KYnbjUMFNVpY5OVPQeRExYkmuZ82qdOKZvBERMtv\/Z\" alt=\"A qu\u00e9 distancia de la Tierra se encuentra la Luna?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 \u00abflotan\u00bb los astronautas? Conceptos err\u00f3neos sobre la ingravidez \u2013  Ciencia de Sof\u00e1\" \/><\/p>\n<p style=\"text-align: justify;\">Comparativa entre orbitas bajas de la Tierra (arriba) y la distancia a escala entre la Tierra y la Luna (abajo).<\/p>\n<p style=\"text-align: justify;\">Los viajes tripulados lunares implicaron viajar m\u00e1s all\u00e1 de las \u00f3rbitas LEO ya que la Luna orbita nuestro planeta a una distancia media de unos 380.000 km, lo que viene a ser unas 1.000 veces m\u00e1s lejos que las altitudes de estas \u00f3rbitas bajas. Una tripulaci\u00f3n y su nave se ponen en \u00f3rbita alrededor de la Tierra poco despu\u00e9s de su lanzamiento, mientras que la distancia a la Luna se cubr\u00eda en las misiones Apolo en pr\u00e1cticamente 3 d\u00edas.<\/p>\n<p style=\"text-align: justify;\">En el caso de Marte la situaci\u00f3n es muy diferente. Ir a Marte implica pasar de una misi\u00f3n geoc\u00e9ntrica a una centrada en el Sol, o helioc\u00e9ntrica, lo que supone un salto enorme en las distancias involucradas.\u00a0Aunque las distancias m\u00e1xima y m\u00ednima entre la Tierra y Marte var\u00edan dentro de un cierto rango, la m\u00ednima distancia posible es de unos 55 millones de km y la m\u00e1xima posible es de unos 400 millones de km.<\/p>\n<p style=\"text-align: justify;\">Estas son distancias enormes en comparaci\u00f3n a todo lo que se ha volado en misiones tripuladas al espacio hasta ahora. La distancia m\u00e1xima a Marte viene a ser 1.000 veces mayor que la que hay entre la Tierra y la Luna, lo que viene a ser 1.000.000 de veces mayor que la distancia que separa la superficie terrestre de las \u00f3rbitas LEO a las que se viaja normalmente.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify;\">Distancias aproximadas m\u00ednima y m\u00e1xima posibles entre la Tierra y Marte. Como referencia, la distancia media de la Tierra a la Luna es de 380.000 km.<\/p>\n<p style=\"text-align: justify;\">Sin necesidad de conocer nada m\u00e1s, los datos acerca de la distancia a Marte ya constituyen una buena pista para empezarnos a asomar a la magnitud del problema. Para apreciarlo mejor, y sin entrar en detalles relativos a m\u00e9todos de propulsi\u00f3n o din\u00e1mica orbital, vamos a comparar en n\u00fameros redondos dos misiones tripuladas, una orbital alrededor de la Tierra para un solo tripulante y otra lunar de tres tripulantes, para hacernos una idea de la progresi\u00f3n en la masa necesaria de los cohetes involucrados para llevar a cabo estas misiones y entender el contexto de lo que supondr\u00e1 una misi\u00f3n a Marte.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Programa Mercury - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Proyecto Mercury. Art\u00edculo de la Enciclopedia.\" \/><img decoding=\"async\" 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\" alt=\"Proyecto Mercury: el inicio de la carrera espacial de Estados Unidos\" \/><\/p>\n<p style=\"text-align: justify;\">Empezamos con la primera misi\u00f3n orbital del Programa Mercury de principios de los &#8217;60: la Mercury 6 de John Glenn. Aqu\u00ed se precis\u00f3 de un cohete Atlas de 120 toneladas y 29 metros de altura para poner en una \u00f3rbita de 200 km de altitud media alrededor de la Tierra una masa \u00fatil de 1,2 toneladas formada por una c\u00e1psula Mercury con su \u00fanico tripulante, el cual permaneci\u00f3 en el espacio 5 horas.<\/p>\n<p style=\"text-align: justify;\">Veamos ahora lo que cambia la situaci\u00f3n al tener a la Luna como destino unas 1.000 veces m\u00e1s lejos. En el caso del Apolo 17 -la \u00faltima misi\u00f3n de exploraci\u00f3n lunar-, su m\u00f3dulo de mando y servicio m\u00e1s su m\u00f3dulo lunar, sumando todo cerca de 50 toneladas, hubieron de ser lanzados a la Luna por el poderoso cohete Saturno V de unas 3.000 toneladas y de 110 metros de altura para una misi\u00f3n de una duraci\u00f3n total de unos 12 d\u00edas y medio en la que 2 de sus tripulantes permanecieron sobre la superficie lunar algo m\u00e1s de 3 d\u00edas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Saturno V - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mercury Atlas 7 - EsasCosas\" \/><\/p>\n<p style=\"text-align: justify;\">Cohete lunar Saturno V junto al cohete Atlas del Programa Mercury para un tripulante (Transbordador Espacial incluido como referencia). Fuente: http:\/\/historicspacecraft.com\/.<\/p>\n<p style=\"text-align: justify;\">Vemos as\u00ed el salto cuantitativo necesario cuando queremos ir a otro mundo que est\u00e1 1.000 veces m\u00e1s all\u00e1 de las \u00f3rbitas bajas de la Tierra tanto en la masa \u00fatil a lanzar (de 1,2 a 50 toneladas) como en el tama\u00f1o del cohete lanzador requerido (de 120 a 3.000 toneladas). Comparemos todo esto con una misi\u00f3n a Marte. Aqu\u00ed la tripulaci\u00f3n constar\u00e1 de 6 astronautas y su duraci\u00f3n, tomando como ejemplo la oportunidad en 2037, ser\u00eda de 174 d\u00edas para la ida y 201 d\u00edas para la vuelta, con una estancia de 539 d\u00edas en Marte. Una estancia tan larga en Marte ser\u00eda necesaria a la espera de que la posici\u00f3n relativa entre este planeta y la Tierra fuera \u00f3ptima para el regreso con un m\u00ednimo gasto de combustible, lo que ahorra el env\u00edo de centenares de toneladas de combustible. Todo esto supone un total de 914 d\u00edas, o 2 a\u00f1os y medio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-uFeUeH49moY\/U3f9Ozc_lxI\/AAAAAAAAKK8\/FGbjxzK8gQk\/s1600\/La+primera+campa%C3%B1a+publicitaria+en+la+Luna.jpg\" alt=\"\" width=\"365\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">Como vemos, el salto entre la Luna y Marte es descomunal, ya que doblar la tripulaci\u00f3n y extender la duraci\u00f3n a cerca de 73 veces la de la misi\u00f3n lunar m\u00e1s larga, supone la necesidad de proveer y transportar cerca de 150 veces m\u00e1s suministros. Por otra parte, una mayor duraci\u00f3n de viaje interplanetario supone la necesidad de proveer a la tripulaci\u00f3n de mayor protecci\u00f3n contra las radiaciones, lo que se consigue en parte a\u00f1adiendo a\u00fan m\u00e1s masa, aunque este problema no est\u00e1 a\u00fan resuelto.<\/p>\n<p style=\"text-align: justify;\">Otro problema de la larga duraci\u00f3n es que las cosas se rompen a lo largo de tanto tiempo. O bien se tendr\u00e1 que mejorar sustancialmente la durabilidad de los equipos o estos habr\u00e1n de poder ser repuestos por recambios que tambi\u00e9n habr\u00e1 que transportar, lo que implica una mayor masa. Las naves de carga que visitan la ISS pueden abastecerla de repuestos cuando algo se estropea a bordo pero esta opci\u00f3n no ser\u00e1 posible en una misi\u00f3n a Marte.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo producir combustible de cohete en Marte para el viaje de regreso\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTfVqrFX57MXPRWTbyWtfBAcfWqLxkHenEGuw&amp;usqp=CAU\" alt=\"Todas las maneras en las puedes morir en el viaje a Marte\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfHabr\u00eda que producir combustible en Marte para el regreso? \u00bfC\u00f3mo?<\/p>\n<p style=\"text-align: justify;\">Una vez dicho todo esto, al igual que cuesta m\u00e1s acelerar y frenar un cami\u00f3n que un turismo por tener el primero m\u00e1s masa, tengamos en cuenta que enviar m\u00e1s masa a Marte implica transportar tambi\u00e9n m\u00e1s combustible para acelerar toda esa carga hacia Marte, para frenarla a la llegada a ese planeta, y para volver a la Tierra desde all\u00ed; y pensemos que todo ese combustible (centenares de toneladas) tambi\u00e9n hay que lanzarlo al espacio inicialmente.<\/p>\n<p style=\"text-align: justify;\">En total, para una misi\u00f3n a Marte se requerir\u00e1 lanzar al espacio entre 850 y 1.250 toneladas. Esta es una cantidad enorme si tenemos en cuenta que la Ia ISS tiene una masa de unas 420 toneladas y que una nave con la que estamos familiarizados como el Transbordador Espacial solo pod\u00eda enviar al espacio entre 15 y 25 toneladas aproximadamente, dependiendo de la altitud de la \u00f3rbita final. El Ariane 5 es capaz de poner unas 20 toneladas en \u00f3rbita\u00a0baja alrededor de la Tierra, al igual que el cohete ruso Prot\u00f3n, por ejemplo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/40.media.tumblr.com\/cf1b5078c1f913c12f38fcd38b63cd84\/tumblr_nr6s40UCPC1r57ixdo1_1280.jpg\" alt=\"\" width=\"365\" height=\"196\" \/><\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, a partir de todo esto, y sin saber mucho m\u00e1s, ya podemos anticipar de forma intuitiva que no se podr\u00e1 utilizar un \u00fanico cohete para ir a Marte, sino que se precisar\u00e1n varios lanzamientos de cohetes -tanto o m\u00e1s poderosos que el Saturno V de los a\u00f1os &#8217;60- para ensamblar en el espacio distintos elementos de propulsi\u00f3n, m\u00f3dulos de combustible, h\u00e1bitats y naves, que habr\u00e1n de enviarse a Marte por separado y por anticipado, adem\u00e1s de la nave con la tripulaci\u00f3n, que ser\u00eda enviada en \u00faltimo lugar. Entraremos en estos detalles en la siguiente entrada.<\/p>\n<p style=\"text-align: justify;\">Aunque depende de diversos factores, se requerir\u00e1n, de hecho, del orden de 10 lanzamientos de cohetes con la capacidad del Saturno V o similar; pero recordemos que el n\u00famero total de cohetes Saturno V que se enviaron a la Luna en todo el Programa Apolo fue de 9. El Saturno V fue retirado de servicio despu\u00e9s del Porgrama Apolo pero ostenta el r\u00e9cord, a\u00fan a d\u00eda de hoy, como el cohete operativo m\u00e1s poderoso que haya habido nunca, capaz de poner algo m\u00e1s de 120 toneladas en \u00f3rbita baja alrededor de la Tierra y de enviar 50 toneladas a la Luna. Tuvo que ser espec\u00edficamente dise\u00f1ado y construido en su d\u00eda para poder alcanzar la Luna, y no existe un lanzador de tanta capacidad en la actualidad. El cohete que se encargar\u00eda de la mayor parte de los lanzamientos en una futura misi\u00f3n a Marte se est\u00e1 desarrollando en la actualidad y se llama SLS (<em>Space Launch System<\/em>), el cual tendr\u00e1 prestaciones parecidas o acaso un tanto mayores que el Saturno V.<\/p>\n<p style=\"text-align: justify;\">Por otra parte, un tiempo de 174 d\u00edas de ida en condici\u00f3n de ingravidez afecta profundamente a la fisiolog\u00eda humana, algo especialmente preocupante al llegar a un planeta donde no hay nadie para asistirte. Las naves que se pueden ver en las pel\u00edculas (incluida la pel\u00edcula &#8216;Marte&#8217;), con un amplio y confortable habit\u00e1culo en forma de donut girando para simular la aceleraci\u00f3n de la gravedad, no son realistas en la actualidad.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cdn.computerhoy.com\/sites\/navi.axelspringer.es\/public\/media\/image\/2017\/01\/216474-foto-tierra-junto-luna-tomada-marte.jpg\" alt=\"La NASA publica una foto \u00fanica de la Tierra vista desde Marte | Life -  ComputerHoy.com\" \/><\/p>\n<\/blockquote>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La Tierra vista desde Marte (izda.) y desde la Luna (dcha.). Fuente: NASA.<\/div>\n<p style=\"text-align: justify;\">Dos a\u00f1os y medio es un tiempo muy largo tambi\u00e9n por razones <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>col\u00f3gicas. La Tierra ser\u00e1 vista por la tripulaci\u00f3n como un punto de luz semejante a una estrella durante la mayor parte del viaje y ser\u00e1 apenas imperceptible en la noche marciana cuando fuera visible. La tripulaci\u00f3n tendr\u00e1 que convivir en una condici\u00f3n de confinamiento permanente en un espacio reducido en una situaci\u00f3n de gran estr\u00e9s, y con la imposibilidad de mantener conversaciones fluidas con los seres queridos en la Tierra debido al tiempo de viaje de la se\u00f1al.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de todo esto, y aunque no se han mencionado todas las dificultades t\u00e9cnicas, tecnol\u00f3gicas y operativas, creo que ahora puede apreciarse un poco mejor a lo que nos enfrentamos en una misi\u00f3n a Marte. A partir de aqu\u00ed, y una vez expuesta esta perspectiva para contextualizar el problema y entrar en materia, en la siguiente entrada explicar\u00e9 c\u00f3mo se plantea en la actualidad una misi\u00f3n humana a Marte y c\u00f3mo se relaciona con lo que se ve en la pel\u00edcula &#8216;Marte&#8217; (<em>The Martian<\/em>).<\/p>\n<p style=\"text-align: justify;\">sigue en la II parte<\/p>\n<p style=\"text-align: justify;\">Fuente: NASA<\/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%2F09%2F14%2F%25c2%25bfpor-que-es-dificil-viajar-a-marte-i-apuntes-de-la-nasa-8%2F&amp;title=%C2%BFPor+qu%C3%A9+es+dif%C3%ADcil+Viajar+a+Marte%3F+I+%28Apuntes+de+la+NASA%29' 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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Insoportable soledad El estreno de la pel\u00edcula &#8216;Marte&#8217; (The Martian) ha despertado cierta curiosidad acerca de posibles futuros viajes humanos al planeta rojo. Despu\u00e9s de haber ido a la Luna en varias ocasiones hace ya casi cinco d\u00e9cadas, [&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":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27148"}],"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=27148"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27148\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27148"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27148"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27148"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}