{"id":24437,"date":"2019-09-11T05:11:08","date_gmt":"2019-09-11T04:11:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24437"},"modified":"2019-09-11T05:11:08","modified_gmt":"2019-09-11T04:11:08","slug":"%c2%bfla-cuarta-dimension-%c2%bfno-era-el-tiempo-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2019\/09\/11\/%c2%bfla-cuarta-dimension-%c2%bfno-era-el-tiempo-2\/","title":{"rendered":"\u00bfLa cuarta Dimensi\u00f3n? \u00bfNo era el Tiempo?"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2018\/04\/12\/AdobeStock_85023944-kxiB--940x529@abc.jpg\" alt=\"El mundo en el que vivimos solo tiene tres dimensiones, pero podr\u00c3\u00ada haber m\u00c3\u00a1s\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La cuarta dimensi\u00f3n, por primera vez en un laboratorio<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>El periodista Jos\u00e9 Manuel Nieves explica c\u00f3mo unos investigadores han observado la &#8220;sombra&#8221; tridimensional de un suceso que te\u00f3ricamente tiene lugar en una cuarta dimensi\u00f3n<\/strong><\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p style=\"text-align: justify;\">\n<aside><label for=\"capa_compartir\"><\/label><\/aside>\n<aside>\n<h4>NOTICIAS RELACIONADAS<\/h4>\n<p>&nbsp;<\/p>\n<ul>\n<li><a title=\"Logran, por primera vez, un atisbo de la cuarta dimensi\u00f3n\" href=\"http:\/\/www.abc.es\/ciencia\/abci-logran-primera-atisbo-cuarta-dimension-laboratorio-201804121048_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=logran-por-primera-vez-un-atisbo-de-la-cuarta-dimension&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-1\" data-voc-vtm-id=\"contenidorelacionado\">Logran, por primera vez, un atisbo de la cuarta dimensi\u00f3n<\/a><\/li>\n<li><a title=\"Un \u00abUniverso\u00bb oculto tras la V\u00eda L\u00e1ctea\" href=\"http:\/\/www.abc.es\/ciencia\/abci-videoblog-materia-oscura-universo-oculto-tras-lactea-201602252054_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=un-universo-oculto-tras-la-via-lactea&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-2\" data-voc-vtm-id=\"contenidorelacionado\">Un \u00abUniverso\u00bb oculto tras la V\u00eda L\u00e1ctea<\/a><\/li>\n<li><a title=\"\u00bfEs peligroso tratar de contactar con extraterrestres?\" href=\"http:\/\/www.abc.es\/ciencia\/abci-peligroso-tratar-contactar-extraterrestres-201711232117_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=es-peligroso-tratar-de-contactar-con-extraterrestres&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-3\" data-voc-vtm-id=\"contenidorelacionado\">\u00bfEs peligroso tratar de contactar con extraterrestres?<\/a><\/li>\n<\/ul>\n<\/aside>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de tres dimensiones m\u00c3\u00a1s el Tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">Izquierda y derecha, delante y atr\u00e1s y arriba y abajo. Esas son, m\u00e1s el tiempo, las dimensiones en las que se enmarca nuestra existencia, al igual que la de todo el Universo en que vivimos. Pero cada vez son m\u00e1s los cient\u00edficos que piensan que el nuestro no es un mundo con solo tres dimensiones.<\/p>\n<p style=\"text-align: justify;\"><strong>Las matem\u00e1ticas, en efecto, abren la puerta a una realidad con muchas m\u00e1s dimensiones\u00a0<\/strong>de las que nos son habituales. Hasta once diferentes, si hacemos caso de la teor\u00eda de Cuerdas&#8230;<\/p>\n<p style=\"text-align: justify;\">Sin necesidad de llegar tan lejos, toda una corriente de la f\u00edsica se inclina decididamente por la existencia de una\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/abci-logran-primera-atisbo-cuarta-dimension-laboratorio-201804121048_noticia.html\">cuarta dimensi\u00f3n espacial<\/a>. Una que, por supuesto, nuestros sentidos no pueden percibir, pero cuyos efectos podr\u00edan ser detectados incluso en nuestro universo tridimensional.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-_3ZvFpKOEjM\/Wtr4H2RJCHI\/AAAAAAAANro\/yvlYMSu1kWEccjnhoZlLcrximqLdrN6ogCLcBGAs\/s1600\/Ciencia-La-cuarta-dimensi%25C3%25B3n%2523MRF345.gif\" alt=\"Resultado de imagen de Dos equipos atisban la cuarta dimensi\u00c3\u00b3n\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Podr\u00eda estar aqu\u00ed mismo esa cuarta dimensi\u00f3n pero&#8230; \u00a1No la podemos ver!<\/p>\n<p style=\"text-align: justify;\">\u00bfComo conseguir una proeza semejante? Dos equipos independientes de investigadores, uno en Suiza y otro en Estados Unidos, han hallado una soluci\u00f3n al problema. Y han conseguido, cada uno por su lado, tener un atisbo de esa cuarta dimensi\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>Imaginemos por un momento que somos criaturas planas, y que solo podemos percibir dos dimensiones<\/strong>. Sin el concepto \u00abarriba y abajo\u00bb no podr\u00edamos ver, por ejemplo, un cubo. Sin embargo s\u00ed que podr\u00edamos ver la proyecci\u00f3n, o sombra, bidimensional de ese objeto 3D, que ser\u00eda un cuadrado. Un cuadrado en una superficie plana, como una hoja de papel, podr\u00eda darnos alguna (aunque no toda) informaci\u00f3n sobre el cubo que la est\u00e1 proyectando.<\/p>\n<p style=\"text-align: justify;\">Imaginemos ahora que tambi\u00e9n el propio cubo no es m\u00e1s que una proyecci\u00f3n, o una sombra, tridimensional de un objeto de cuatro dimensiones.\u00a0<strong>Un hipercubo que no podemos percibir en nuestro universo 3D<\/strong>, pero del que podemos atisbar algunas caracter\u00edsticas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de tres dimensiones m\u00c3\u00a1s el Tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">Eso es, precisamente, lo que han hecho los investigadores en sus laboratorios a ambas orillas del Atl\u00e1ntico,<strong>\u00a0observar la \u00absombra\u00bb tridimensional de un suceso<\/strong>\u00a0que tiene lugar en la cuarta dimensi\u00f3n. Y lo han conseguido observando la manifestaci\u00f3n de un efecto cu\u00e1ntico,\u00a0<strong>el efecto Hall cu\u00e1ntico<\/strong>, del que las ecuaciones dicen que se manifiesta en la cuarta dimensi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00bfComplicado? Puede. 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