{"id":3495,"date":"2020-10-07T06:50:24","date_gmt":"2020-10-07T05:50:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3495"},"modified":"2020-10-07T05:52:48","modified_gmt":"2020-10-07T04:52:48","slug":"universo-ii-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/10\/07\/universo-ii-2\/","title":{"rendered":"Cosas que debemos saber"},"content":{"rendered":"<p style=\"text-align: justify;\">Refiri\u00e9ndonos al silicio, que para nosotros no es el m\u00e1s importante, se\u00f1alaremos que las \u201cmol\u00e9culas\u201d que dicho \u00e1tomo forma con el ox\u00edgeno y otros \u00e1tomos, generalmente met\u00e1licos poseyendo gran nivel de informaci\u00f3n, difieren en varios aspectos de las mol\u00e9culas org\u00e1nicas, es decir, de las que poseen un esqueleto de \u00e1tomos de carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"3: Estructura molecular del di\u00f3xido de silicio (silica). | Download  Scientific Diagram\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Estructura molecular del di\u00f3xido de Silicio<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Superlife: el Silicio org\u00e1nico - Naukas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Superficie de Silicio org\u00e1nico<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUSEhIVFRUVFRYXFRUVFxUYFRUWFRUXFhUVFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQGi0lHR0tLS0tLS0rLS0tLS0tLS0tLS0tLS0rLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0rLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQAGB\/\/EADsQAAEDAgQEBAQFAwMEAwAAAAEAAhEDIQQxQVEFEmFxE4GRoSIysdEGFELB8FJi4RWC8SNDctIzNJL\/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX\/xAAiEQEBAAIBBQEAAwEAAAAAAAAAAQIREgMTITFRQQQiYRT\/2gAMAwEAAhEDEQA\/APYNw8zCNh8JOadwzRy2CYo0Qu3LNxYYFPyI0CK1oFlotYksWb9lny214yLtYVYhLMxKua43U04OB1VKjks6squxCWjdWqlRSplBqPJRqLnJjQzaUIyGD1RgwbpDSviwl8RiFGLeGrLq4ick5CpqpWtZLGqShMJ2TFGNQrkTclqROqapV9wuY4HRTyg6ILalR6XcE5+WQH4Q6KppN2Re4ymaGSDXpEK1B60vmIxvnyaZKYppdpITLH+SzaF8UBvZLUw0lExgnJDw9HdXPSLfOjjaoaLIba5cdVem0RkSmadVo0WdrQvVBF9EoahOUp6rWkEGISRIGRRCo1PmV3VN0sKxUl\/VPQ2KQN1yAapXJ+U7h+gw2unHCMiheGqPdHVZVtEPxxFihCpzXQK5J0VqQIiQgkV2pR9aFpnlOaVxNFpyTBZtdQcQgvwxlBrYZyVhzI83EhEbWG6wnMeN0xTcUtU+TX8YTnCszEkWkrLDyi0akFPjS5wbFguMXRaWEgAwq+NqisxJVTFNqxphXZh+qgPXKtJHB5dFYVv7ULmOilpKlWqZF9FZzXDKFWiY3RwAUj0z8QycwgNpgGYW0A3ZCqFicyTcGfzuOQQahcU84gZFDFQap7ExZxpu2RaDBNyjvq7ZKvM3ZO5bKYaMOdaynnBEEfRJmvGSYovBvB91ClXMGglCGDm6e8MZqOaEbGiTsGdFT8sQbCU7VfaxSjarozTlGgnUuoXLnHqFyvbPUa7Gzqq1afUJDwnAyHFVdTeTms9Nd+DLmHZQeoVGNf8A8qHhyqIsWIQ3MKls6lEawalUnyCBCkwUyKbV1Sm2EvBzZXwmlCOFEpptCUU4Upah7pEYYKW4VqcOCKXe0g2T8F5VNALmthXDio5JRs9VYAbozBvCXOGAXUraKbtUsMOeMpAlGbRMWISdVwIuh+IG6n1UnyOvJbnCoMXKz6uNKA7GHdLcHNvNqqxBdkvMPxrt1DeIvGTj6pcofJ6kYLc+ih2EA1XnWcWqf1IzOMHUSjkNxqeABmVSrQG6TfxBjx\/SVUVwLF3mqlPwaDQ1Cq4mMkBuL3K44ph6qkU1+cMZKrajtEnWxgHZDPFqTBeowTu4BGoPJ5vMdfJW\/Jg3kjskKXEKb\/lc0noQfonm1TvKego7CD+pcufUuuVaR4Pcw1coFRq8NifxXQ\/7fO\/ygepWDxH8X4kyKcUxv8zvU29lFzxisennX1bxROaLbeV8RZxvFz\/9ipPcfZP8N\/GGMo\/NFZuzrEdiFHdxadnKR9YdSCgvaNF5Xgv42pVgeYGmWiSHxHkVp4X8WYR5htVhPdXylZ8bGzTrf2WUuqg5ApccRDsil6nFKbTymozm25mz6Sjej9nW1yDYJ2nWKyhilJ4s1nzFo7kBFE01jXS9enzZJD\/VQ64gjoZRW8Sbq0paPZpmHK51KM11PiMiwSeMxUZlBXL4JWqga+QzSVfFxaY7fdZ+IxmyT8bdRc0tTx0GriEia6G6ss7kNGX10N1UlDa8JrDtBU+zADSp5St7CYVhzRMVgG6FPRvMl5XCsncXhoWbUEJDYprKWViMilpVSU5TaTcaI+Js9l57iX4pqMJDKQEaOknzgrQFRIcVwgqCR8wy69FXKrx1+vNcQ4nXrnmqVCNmNkNHlqUq2gdST3TVcBqLhXDMqba6JJPTLfzsu0my1sD+LsUwC\/MAb80mRtKFiiFlVKgGSJlRcZfb31D8dUi0c7XB2oEEeRXL5mXqVr3ay7GD2FLAmMlapwsnRbNCmRsmw0nQLn5RrqvJVOHOFlalw93VenOBcdkRmGPRHKDVeVq8KH9KzX8KIOS9+cISqHhk6BHKB4anhHtGbo2koNbDEm4Xv3cHEaJd\/BOyORvLYPiWKpt8MVXcm05dtlYve67iT3uvRO4OBsl6mDA\/gT5\/6XFiUMRVpulj3NPT917\/APCtfE1m81cNDNHRDndYyjqs\/gfAGv8A+pUEMGQ\/qj9lt4vF8rTFgbAbDZa4Wybrn6uUviD4jGgWGQWZicXMmUhWxdkjWrqcskTE4\/E6oLK6RqVlXxVG1cWi6uq+IkW1UVr0j0dbUTVCusxj0Vr09ouLfoY6NU0eIrzjaqKKqe06albFSkqsFA8RVNRGy0q9ULlZ7kBxSVHF6qXobiolNbN4nhhIfvY991QYeRYLUgK7DCnPLTfp+Yyjw0uEQlcRwU7L1dOpZSIKnuNOLwp4Qf6Vy9q5rJ\/wpT7g4tP\/AE+EWnhVqFqp4az40coTdRStQEHJbIa0LPxdW9lc6dqb1ZA6QOyNynZVpYkhNsxRT7dLuwuydih13xotEVz081TEFpFyJU3p051IxK1YRkUHA4LxXSZ5RnP0TP5ZrnRM9tkbE4kMbytyVY4ftT1OpPWImNxYA5W5AQsPH42Tnb7KmKxWayq9WVpctsZiJVryhOrpd9RL1Kl1C5DVWsoFVJmqpD0KkPteiNqpJjlYPSFh9tZEbVWa2ojtqIRY0GVkYV1mh6Ix6e0aaAqq3OkmvROdGxowXKj3IXOqOegaSSq8yoXKocmrQ0pvAUy7Le9vRIBy0OE4gNmTEwizc0eN43bRZh4GUoZb\/an6OKaRmqVMTT2Hssr066J1cWY8GclCbdiqXRcjt34fcxNMxO6Zo1JWOBCZw9RdPhx+WoaqSLJKtSqI7AEb0ethtoKarICK56BWqSls9FKuIhZ2Jx8DNHxgWBjZVQrHoMI8CmHj9eqzsXiuuqPUPJQYw5ho+l1h1qk+qi+Tk0JUq5pRzlziVRvVJUUe5LvcmHs2S9UQkqKFylj0NyoCjR7Oseic6SY9XJSBjxEVlVIeIpbV6opaajaqI2os1mIbrI9wnGPaflc09jf0N0isONqKPFShqQqmsguJ7xVBqJJtVWNRA0YdVUNqJUuXeImejzHJmiYWZQrJ8VoAVYpsadOoAg16w3VOYxkl3sMrSRFqDV6rlbk6KUyemLAqAwoMpSs8qIunTWXfmys3nduolxVaTutL8zKtE6j1Weyi5NU2EI0OVTVw6RdgOZwstLmQ6lRA2w+LVCCVg1ax5phej4jU81h1DOkKF7gLq4UlwKh1EHNDbR5TM2QcsTlrcJavXBKpia3ks2riLpKPGpdVNTZKtqgolHUeiZDtqAqS9JOkFSHypUZqun\/P3Qi4jP7hU54UcwOXt9kj0tz7exIRG1zqT5tBHrmly7se9ioa8jLmHYz7IBk4ojIg9uZv1RaeN3\/n3SFWvP6p7sA+iCHT\/iyA9AysDkr86xKFcjVaNGtKC0aD1UuVOZQXIIWi+4XqMJUECACvE168LU4BxEh0H3FvNLLevCsNb8vaU6M5gBWOFGayf9Z5HXgjXOB1CqfxKwyXMMC3NEzJWXeb3oNI4P8A8fVcssfiKhs7\/wDJXKu5U9mfG3RxzHZFrT3CMx1Im7mknSR7LJwbabb+ED1z\/damHrNI+Vo6ED6LPG5aaZY47NtwzIA5Qeqh2DbtCGRSOw7K\/wAGXO4dj\/hVMsozuONWGEbvZD\/LjQ+Ss0tFi4u2kyfQBCLnTYdenbOZT5ZFxxVqCLQPVAqUHH9PoQisqGDLR3Jvnquq8kH4oGsFaTOxnenKx+IYci03WHWouGYPe69Z4rHAAkA9cj2clq\/I03M+6rufU3pfHm6VzABPug4sGP4CvRvZJ5oa0mwIAtGlkji8KDJc4Tmdz0gJzMu3Xl6rTsfNBdhjnHst12FjL3OXkdVZrmjNoOeZyS5qnTeeFI6hWo0SHCQQOq3zVZAaKYFs9brM4hVE2yEWJ11S5L4gVKQlLvYh18X1QDiCbJ1KKlUhU8ZGFIHP\/lc\/D7BLZ6DFbv53XNqCf\/Ux7FS3DmJi32zhc7DoGhXvkfM\/\/cJ9DJS7u\/t\/hS1pGSu17khoJruqfwlS0Hy6JJ7zqB6I2EM9CNPsmNNDxFDqiDUuFV08pQWkYc8ziTlpK08NTYIMntppeyzsFhnv+VuQvO3mn2Yd4\/xks7m1mDcpuYbMJf8A7XDzUnDA35ALbXIPbNZtPB1ScvcZZalN0uH1gbkgDUGeWNhmouWP6uTL8E5QLSR0uuXOrOB\/+f1pn7Lkt4nvIy7HEZ\/t+y48RH9aQa2kf+7y+STNYXAIjeIkaKuUTxv622cQkSD9EZuMnVefbhSbi3WVR7HDXtdTctDi9MeIARI8wbjuqVeLH9LiAOqxXUXt+aPVMUMM03e830aPrmjuU+3+m\/8AUi4i+l591LsQXajQRr\/ys7FYPlI5HzPSI7lIVGvaevQ3S7h8HoqDKjpgE7Osq4p72\/NBFhqLxMZLFo4t7QSKrmun5dCER+Oc8f8AUc5x0yA7QFcziONaNPGtnLIXtqi+KDk3Y+ZWRQrlogOIHTNHbxB4sHEjrCfKFxWxda5mR7TH7IJoE3bl\/BkqVKvMbgri85TbqjkegnUHX0vFoSOLwTjcSTpJt3K1w8gH4AdBnn5FSDzXiOgPrCORaebbhDkRmblOU+GQBI9bfwdU5WgE3z9lak9sQ4cw35iI65J8hxKvpBuWxyVBTPQ9foi1XkRytFs7gz6oYrumYAMRaIRyg0qKcXIN8s1zy3M2VhUM3APdCcxzjeB6wlyPiqOXL6IbgAmBgyciPf7JmlwhxIBJnQfaVN6kns5hayjhJ1B8\/boiMpOb+kdc16ClwE\/KQfWyaHCgLWMWjO\/mscv5WOLXHoWvPUqcyLi0jyUsa2MnZbL0DsGyI5MvKDmqlrQARy6WPpcKZ\/Mt9Rp\/yz9rEp0piOcQbWz9CtrC03CAWmLa3jtur0qzg4xTac5tN1BqcvzZ62iOkRZRn1MsvLTDozHw0KTHZXb6eSpUpVGuu90HYTHQ9kE8QaDAdY3JIGmQie\/qp\/OjQ3P0XP8A223mEsLOwzifmPsuVqmNaSTyrlr\/AGRxjKYC85Ab2sjjBPI+G+uQHmjNqXIDoQzzCeV37Ls\/q8\/yHy1gOW\/tPrmhvoviSD309VLnl2aLTfUAgOMag5JeKfmEYi0pqnjHtFnW6I1PHOAu3vAGXdCxeKNSOYRGUCPVKY\/DtDc9xzcfUqaWEc64E+v1Qm9Ci0qjpjmIBzhXx+p2FUpEZhQ1PGgN\/oPSc9FduHgH4r6D0RoF8NSc7IDrKK+gZMQex9bIxpACSbRkRrkofRNiHQP5l1RobAE2+GL++6mjRe6eUTGw6nNFdUANwRbPrmhtfGVicz0RobEOBdEyG21MnTZdRwTnSG3gbAfuhmqSLmdwTmh0HEGWuIPSevqn4JZ2BHNDjBtp0TD+G0251Q636Tr57Jd7SczEe\/cqPyNuYuaZMQDfOJj+ZoupPQizuHCJFQE9I\/kXSbcOBr7FNMw5mI\/mimg6DBkrLLO\/FzGfQKOHJIA5L6uJA8zKewuBaQ4nwfhMfM\/MRrMR5pgvpG\/KfRM4Z1Enl5QJzIAHney58uvZ7lb49OfSx4VN2tc2Mw6CP9pFyj4Th1QGYiLyfunQHMdNMc5ExJ+gMK9N+IdPiUwNoc3KNpWdzmU9tJjq+i72vYDF5zAnTaEo+tVAvSgCxsev+Vv4WmeUOe2Dew+IgaTB+6DVqZgFw0vqsb\/vlvNfjC5nukjtaB0yQeV4MwN+uy1a\/DrHkcddInzlZrmubB+2XmtMbPwKeO42IAOVyJtqijDOdcEGRnItG85JXE4sDvqBHrKRfWdnKuFqtMYVrT8b2DS7vtKHXr02ZEHciYF1kVajiLEE9XAJGtjHQBzA2ylvkrx6fIsurxbFTiLASPi8svJcsFuLfGbvJcte1GPer2AwGqEWOFvaybp44Ozz6ZK5c06hRM7vyi9MjReW6EeViiOxEiCLdo904Kjd5VXvYdIT7lHaKUXUSYewgbgn0hHxDqMAMZB\/uOY01QalNpNiPJcwcp3jeJCruVHa2o3Cf2hTXwbmkSzPKLzHZFe+RCGyq9v6vPWNlWPU+lenos0OGYt1CtnfVTXrEm5Mdf8AhCFeMmg+UJ8rRx0ipzCb2QWPJPxOLRvnMZCFbxxPyAeZVCLZq+TO4qVqkkkO1y19rIAqnqmqdARdzPM39IlL1vhbAqAC9r+eiqZfU2A+P3TH5g8oPNfQAX9VnsokyRcDM2t7p6hTpPsHhjo\/W+Gns5X4Sg4hxANwfZEbievfcImCpMa5we+k\/wD8agkdRzAA+qADh5MnI5cwE6xNx7qbDNs4gBnJ0k5+WyO\/iDCNyBrnmsCm4GfiI1E9EB1Y7p8S23\/zLX5WNzc9CTcqbnI5DTU2sCsJlUmMrZZJr82+ADBjKdPJK4S+zmVb+ExzgMjI1nITstCjxEn9RHY79F5rD1XZv2gbGLSD5p6lUOZJN9gI6Lm6n8XCt8OvlHo6fESP7u1lb80x2juYbnLrAz91hDEct87XnT7qtTH2nw3HURP7Lj7FxrrnWlnlu1qkiCJab7EbFZ9SjLiGwQBJMza3qs6hxYT8tQHSOmYmUwHkz8JvvnfUyrx6evaue\/VJPohxix077KjMCyCTViLcpNh0BTdcPiAAJzPNeOyzcRhifmmR1b9xstMZ\/pZWrYnhn91MjufrCyqxY0QGtMEyYN+kzktNpaLucTsYNuxVMRUa4ze2UAfQ5q8bpnlNsnmab8o9XLlqtrvObvZo9lC05M+FarWiMlUZrlywroFCv+lcuQL6BaFUqFyqGu4oZcVC5XGV9KI9ELlyKlFYfukapse4+pUrkYs8kOy8h9ClXiQZ3\/dcuWuLHIkBn2\/dUeLhcuWiFQM0RoXLlUDnIZXLk0nsKfg81djjIuoXIA1TI9\/3CPgXEgyVy5Rl6Xj7MBxk3TdJ5k3K5cufqNcXNPxT0Tu65cufJviFVH88lkPPxj+brlyvD0vJOIaINkjXFly5XCpDmO65cuWjF\/\/Z\" alt=\"Es posible la vida basada en el silicio?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPosible vida basada en el Silicio? Dif\u00edcil, no imposible<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Granate, Olivino, Circ\u00f3n, Minerales de Silicato en el Mundo | Minerals  Channel - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div>\n<div>YouTube<\/div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><a title=\"Granate, Olivino, Circ\u00f3n, Minerales de Silicato en el Mundo | Minerals  Channel\" href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DW2tkNs3hPyo&amp;psig=AOvVaw3Cdh-qnT95JzYNEIpOrvfB&amp;ust=1602130649765000&amp;source=images&amp;cd=vfe&amp;ved=0CAkQjhxqFwoTCNjot4DQoewCFQAAAAAdAAAAABAD\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNjot4DQoewCFQAAAAAdAAAAABAD\">Granate, Olivino, Circ\u00f3n, Minerales de Silicato en el Mund<\/a>o<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El mundo de los silicatos es de una gran diversidad, existiendo centenares de especies minerol\u00f3gicas. Esas diferencias se refieren fundamentalmente a que el enlace qu\u00edmico en el caso de las mol\u00e9culas org\u00e1nicas es covalente, y cuando se forma la sustancia correspondiente (cuatrillones de mol\u00e9culas) o es un l\u00edquido, como es el caso de los aceites, o bien un s\u00f3lido que funde f\u00e1cilmente. Entre las mol\u00e9culas que lo forman se ejercen unas fuerzas, llamadas de Van der Waals, que pueden considerarse como residuales de las fuerzas electromagn\u00e9ticas, algo m\u00e1s d\u00e9biles que \u00e9stas. En cambio, en los silicatos s\u00f3lidos (como en el caso del topacio) el enlace covalente o i\u00f3nico no se limita a una mol\u00e9cula, sino que se extiende en el espacio ocupado por el s\u00f3lido, resultando un entramado particularmente fuerte.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRi1-LXUQEN9B7jTDbToL_gUxCPBU06col2JHbXJOnP9gwweKri0g\" alt=\"\" width=\"262\" height=\"192\" data-width=\"262\" data-height=\"192\" \/><\/p>\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: center;\">Fuerzas de van der Waals<\/p>\n<p style=\"text-align: center;\">\n<div id=\"rg_hexifs\" style=\"text-align: justify;\">\u00a0Al igual que para los cristales de hielo, en la mayor\u00eda de los silicatos la informaci\u00f3n que soportan es peque\u00f1a, aunque conviene matizar este punto.\u00a0 Para un cristal ideal as\u00ed ser\u00eda en efecto, pero ocurre que en la realidad el cristal ideal es una abstracci\u00f3n, ya que en el cristal real existen aqu\u00ed y all\u00e1 los llamados defectos puntuales que trastocan la periodicidad espacial propia de las redes ideales. Precisamente esos defectos puntuales pod\u00edan proporcionar una mayor informaci\u00f3n.<\/div>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/CsSRdh25VAfG8BnCrGHg_d8PTule2AG0WtaaHINmQl98_vMHCz2xaXB6xgQhZ6Lgs5oJFytFND_QAbROKJeRjk4bfmlU5i7oD63J44NeWNgqKhxUh9hJpg\" alt=\"Cap\u00edtulo 3. Mol\u00e9culas org\u00e1nicas\" \/><\/div>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">&#8220;En los organismos se encuentran cuatro tipos diferentes de mol\u00e9culas org\u00e1nicas en gran cantidad: carbohidratos, l\u00edpidos, prote\u00ednas y nucle\u00f3tidos.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">Todas estas mol\u00e9culas contienen carbono, hidr\u00f3geno y ox\u00edgeno. Adem\u00e1s, las prote\u00ednas contienen nitr\u00f3geno y azufre, y los nucle\u00f3tidos, as\u00ed como algunos l\u00edpidos, contienen nitr\u00f3geno y f\u00f3sforo.&#8221;<\/p>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">Si prescindimos de las org\u00e1nicas, el resto de las mol\u00e9culas que resultan de la combinaci\u00f3n entre los diferentes \u00e1tomos no llega a 100.000, frente a los varios millones de las primeras. Resulta ranozable suponer que toda la enorme variedad de mol\u00e9culas existentes, principalmente en los planetas rocosos, se haya formado por evoluci\u00f3n de los \u00e1tomos, como corresponde a un proceso evolutivo. La mol\u00e9cula poseer\u00eda mayor orden que los \u00e1tomos de donde procede, esto es, menor <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. En su formaci\u00f3n, el ambiente se habr\u00eda desordenado al ganar <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en una cierta cantidad tal, que arrojarse un balance total positivo.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">No puedo dejar pasar la oportunidad, aunque sea de pasada, de mencionar las sustancias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRK6a4aKDO0I45KL8JN_PDZV6bm4sXTuErXhZbLVOoDL2PSPPrcjw\" alt=\"\" width=\"284\" height=\"177\" data-width=\"284\" data-height=\"177\" \/><\/p>\n<p style=\"text-align: center;\">\n<div id=\"rg_hx\">\n<p id=\"rg_ht\">&#8230;ejercen unas <strong>fuerzas<\/strong>, <strong>llamadas<\/strong> de <strong>Van der Waals<\/strong>, que pueden considerarse&#8230;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fuerzas de Van Der Waals\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQYNR6hNz9qElJzbyrrpe78OP0u-VzS7mpRlQ&amp;usqp=CAU\" alt=\"Elaboraci\u00f3n de una infograf\u00eda sobre las fuerzas intermoleculares\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Las as\u00ed llamadas, son cuerpos formados por mol\u00e9culas id\u00e9nticas, entre las cuales pueden o no existir enlaces qu\u00edmicos. Veremos varios ejemplos.\u00a0 Las sustancias como el ox\u00edgeno, cloro, metano, amon\u00edaco, etc, se presentan en estado gaseoso en condiciones ordinarias de presi\u00f3n y temperatura. Para su confinamiento se embotellan, aunque existen casos en que se encuentran mezcladas en el aire (os pod\u00e9is dar una vueltecita por el polo qu\u00edmico de Huelva).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" 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\" alt=\"\" width=\"274\" height=\"184\" data-width=\"274\" data-height=\"184\" \/><\/p>\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: center;\">polo qu\u00edmico<\/p>\n<p style=\"text-align: center;\">\n<\/div>\n<p style=\"text-align: justify;\">En cualquier caso, un gas como los citados consiste en un enjambre de las mol\u00e9culas correspondientes. Entre ellas no se ejercen fuerzas, salvo cuando colisionan, lo que hacen con una frecuencia que depende de la concentraci\u00f3n, es decir, del n\u00famero de ellas que est\u00e1n concentradas en la unidad de volumen; n\u00famero que podemos calcular conociendo la presi\u00f3n y temperatura de la masa de gas confinada en un volumen conocido.<\/p>\n<p style=\"text-align: justify;\">Dec\u00eda que no existen fuerzas entre las mol\u00e9culas de un gas. En realidad es m\u00e1s exacto que el valor de esas fuerzas es insignificante porque las fuerzas residuales de las electromagn\u00e9ticas, a las que antes me refer\u00ed, disminuyen m\u00e1s r\u00e1pidamente con la distancia que las fuerzas de Coulomb; y esta distancia es ordinariamente de varios di\u00e1metros moleculares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRJdsApheDt-AytQY595bGUlCY7xJPr5eyXCnQZ7NxELGLAghk7aA\" alt=\"\" width=\"203\" height=\"212\" data-width=\"203\" data-height=\"212\" \/><\/p>\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: center;\">Un gas es una sustancia formada por mol\u00e9culas<\/p>\n<p style=\"text-align: center;\">\n<\/div>\n<p style=\"text-align: justify;\">Podemos conseguir que la intensidad de esas fuerzas aumente tratando de disminuir la distancia media entre las mol\u00e9culas. Esto se puede lograr haciendo descender la temperatura, aumentando la presi\u00f3n o ambas cosas. \u00a0Alcanzada una determinada temperatura, las mol\u00e9culas comienzan a sentir las fuerzas de Van der Waals y aparece el estado l\u00edquido; si se sigue enfriando aparece el s\u00f3lido. El orden crece desde el gas al l\u00edquido, siendo el s\u00f3lido el m\u00e1s ordenado. Se trata de una red tridimensional en la que los nudos o v\u00e9rtices del entramado est\u00e1n ocupados por mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Todas las sustancias conocidas pueden presentarse en cualquiera de los tres estados de la materia (estados ordinarios y cotidianos en nuestras vidas del d\u00eda a d\u00eda).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" 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\" alt=\"\" width=\"225\" height=\"225\" data-width=\"225\" data-height=\"225\" \/><\/p>\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: center;\">Plasma el 4\u00ba estado de la materia<\/p>\n<p style=\"text-align: center;\">\n<\/div>\n<p style=\"text-align: justify;\">Si las temperaturas reinantes, como dec\u00edamos en p\u00e1ginas anteriores, es de miles de millones de grados, el estado de la materia es el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, el material m\u00e1s com\u00fan del universo, el de las estrellas (aparte de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, que no sabemos ni lo que es, ni donde est\u00e1, ni que \u201cestado\u201d es el suyo).<\/p>\n<p style=\"text-align: justify;\">En condiciones ordinarias de presi\u00f3n, la temperatura por debajo de la cual existe el l\u00edquido y\/o s\u00f3lido depende del tipo de sustancia. Se denomina temperatura de ebullici\u00f3n o fusi\u00f3n la que corresponde a los sucesivos equilibrios (a presi\u00f3n dada) de fases: vapor \u2194 l\u00edquido \u2194 s\u00f3lido. Estas temperaturas son muy variadas, por ejemplo, para los gases nobles son muy bajas; tambi\u00e9n para el ox\u00edgeno (O<sub>2<\/sub>) e hidr\u00f3geno (H<sub>2<\/sub>). En cambio, la mayor\u00eda de las sustancias son s\u00f3lidos en condiciones ordinarias (grasas, ceras, etc).<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"El Plasma! Ese estado de la materia del que est\u00e1n hechas las estrellas :  Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Plasma! Ese estado de la materia del que est\u00e1n hechas las estrellas :  Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Plasma! Ese estado de la materia del que est\u00e1n hechas las estrellas :  Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: center;\">En el Universo el Plasma est\u00e1 por todas partes<\/p>\n<p style=\"text-align: center;\">\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: justify;\">Para quien este interesado en este cuarto estado de la materia la materia, diremos que se manifiesta de muchas maneras en el Universo. En las estrellas&#8230;sobre todo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-kseI9lEVl94\/Td3Uqmb7vQI\/AAAAAAAAAE8\/BOpfZCIsbRI\/s400\/ejemplos+sust+simples.JPG\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<p style=\"text-align: justify;\">Las sustancias pueden ser simples y compuestas, seg\u00fan que la mol\u00e9cula correspondiente tenga \u00e1tomos iguales o diferentes. El n\u00famero de las primeras es enormemente inferior al de las segundas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sales: qu\u00e9 son, propiedades, tipos, caracter\u00edsticas y ejemplos\" \/><img decoding=\"async\" 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\" alt=\"Sal (qu\u00edmica) - EcuRed\" \/><\/p>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Sal de cocina y sales qu\u00edmicas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El concepto de mol\u00e9cula, como individuo f\u00edsico y qu\u00edmico, pierde su significado en ciertas sustancias que no hemos considerado a\u00fan. Entre ellas figuran las llamadas sales, el paradigma de las cuales es la sal de cocina. Se trata de cloruro de\u00a0 sodio, por lo que cualquier estudiante de E.G.B. escribir\u00eda sin titubear su f\u00f3rmula: Cl Na. Sin embargo, le podr\u00edamos poner en un aprieto si le pregunt\u00e1semos d\u00f3nde se puede encontrar aisladamente individuos moleculares que respondan a esa composici\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u00c1tomos y Mol\u00e9culas, Sustancias Org\u00e1nicas\" \/><img decoding=\"async\" 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\" alt=\"Chlormolek\u00fcl \/ mol\u00e9culas de cloro CL2 CL2 Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9cula Del Hidr\u00f3xido De Sodio Ilustraci\u00f3n del Vector - Ilustraci\u00f3n de  sodio, mol\u00e9cula: 113286939\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Le podemos orientar dici\u00e9ndole que en el gas Cl H o en el vapor de agua existen mol\u00e9culas como individualidades. En realidad y salvo casos especiales, por ejemplo, a temperaturas elevadas, no existen mol\u00e9culas aisladas de sal, sino una especie de mol\u00e9cula gigante que se extiende por todo el cristal. Este edificio de cristal de sal consiste en una red o entramado, como un tablero de ajedrez de tres dimensiones, en cuyos nudos o v\u00e9rtices se encuentran, alternativamente, las constituyentes, que no son los \u00e1tomos de Cl y Na sino los iones Cl<sup>&#8211;<\/sup> y Na<sup>+<\/sup>.\u00a0 El primero es un \u00e1tomo de Cl que ha ganado un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, complet\u00e1ndose todos los orbitales de valencia; el segundo, un \u00e1tomo de Na que ha perdido el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> del orbital <em>s<\/em>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.huelvaholidays.es\/archives\/581.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Salinas en Huelva que producen la Sal com\u00fan que refinada y purificada vemos en la mesa y cocina<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"NaCl (Sal Com\u00fan)\" \/><\/p>\n<p style=\"text-align: center;\">\n<div id=\"rg_hx\">\n<p id=\"rg_ht\" style=\"text-align: center;\">Ejemplo la sal com\u00fan de mesa, cuya f\u00f3rmula es NaCl (Cloruro de Sodio).<\/p>\n<p style=\"text-align: center;\">\n<\/div>\n<p style=\"text-align: justify;\">Cuando los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que el de Na, as\u00ed uno pierde un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que gana el otro. El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl. Las fuerzas electromagn\u00e9ticas entre esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cidta.usal.es\/cursos\/agua\/modulos\/Practicas\/propiedades4\/montaje2.gif\" alt=\"Pr\u00e1cticas del Agua\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esto es posible gracias a la fuerza de\u00a0\u00a0Van der Waals<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F10%2F07%2Funiverso-ii-2%2F&amp;title=Cosas+que+debemos+saber' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/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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