{"id":28285,"date":"2022-07-06T11:53:29","date_gmt":"2022-07-06T10:53:29","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28285"},"modified":"2022-07-06T11:53:29","modified_gmt":"2022-07-06T10:53:29","slug":"nuevos-avance-en-el-saber-humano","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/06\/nuevos-avance-en-el-saber-humano\/","title":{"rendered":"Nuevos avance en el saber humano"},"content":{"rendered":"<div>\n<header>\n<h1 style=\"text-align: justify;\" data-test=\"article-title\" data-article-title=\"\"><span>Observaci\u00f3n directa del efecto de cono muerto en <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a><\/span><\/h1>\n<ul style=\"text-align: justify;\" data-etal=\"25\" data-etal-small=\"3\" data-test=\"authors-list\" data-component-authors-activator=\"authors-list\">\n<li><a href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#group-1\" data-test=\"author-name\" data-author-popup=\"group-1\"><span>Colaboraci\u00f3n ALICE<\/span><\/a><\/li>\n<\/ul>\n<p style=\"text-align: justify;\" data-container-section=\"info\"><a href=\"https:\/\/www.nature.com\/\" data-test=\"journal-link\"><em data-test=\"journal-title\">Naturaleza<\/em><\/a>\u00a0<span><span>volumen<\/span><\/span><span><span>\u00a0605<\/span><\/span><span>\u00a0,\u00a0<\/span><span>paginas<\/span><span>440\u2013446 (\u00a0<\/span>2022<span>\u00a0)\u00a0<\/span><a href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#citeas\" data-track=\"click\" data-track-action=\"cite this article\" data-track-label=\"link\"><span>Citar este art\u00edculo<\/span><\/a><\/p>\n<p style=\"text-align: justify;\" data-container-section=\"info\">\n<\/header>\n<\/div>\n<div>\n<section aria-labelledby=\"Abs1\" data-title=\"Abstract\" lang=\"en\" data-gtm-vis-recent-on-screen-50443292_562=\"1492\" data-gtm-vis-first-on-screen-50443292_562=\"1492\" data-gtm-vis-total-visible-time-50443292_562=\"10000\" data-gtm-vis-recent-on-screen-50443292_563=\"1493\" data-gtm-vis-first-on-screen-50443292_563=\"1493\" data-gtm-vis-total-visible-time-50443292_563=\"10000\" data-gtm-vis-has-fired-50443292_562=\"1\" data-gtm-vis-has-fired-50443292_563=\"1\">\n<div id=\"Abs1-section\">\n<h2 id=\"Abs1\" style=\"text-align: justify;\"><span>Resumen<\/span><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw0PDw8PEA8PDw8NDQ4NDQ8PDQ8NDg0PFREWFhURFhUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLysBCgoKDg0OFxAQFy0eIB8rLSstKysrLSsrKystLS0rNS4rKzctLS0tLS0tKystKystKzctLSstKy0tKzUtKysrLf\/AABEIALYBFAMBIgACEQEDEQH\/xAAbAAADAAMBAQAAAAAAAAAAAAAAAQIDBAUGB\/\/EAD0QAAIBAgQDBQUGBQMFAQAAAAABAgMRBBIhMUFRYQUTInHwBjKBkaEjQmKxwdEUM1Jy4Qey8SRTY4KiFf\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAwIEBf\/EACoRAQEAAgICAQIDCQAAAAAAAAABAhEDIRIxQQRREyLxFCMyQmFxkdHw\/9oADAMBAAIRAxEAPwD4uAhlDGIAKAQwGMkYDGJDCmMkYDGIAKAVxgMYgIGMQAMYgAodyUMKpDJGAxiGAwQhoBjEMBgIYDAAA4wCGVyYyRgMYhgNDJGAxiGAwEMKYxDABoQwhjEAVRhnVfAub0Zro5dSdbWpPm\/mZIzZjiWipWWMijGi0EWMyYXu\/Hn\/AO3Lu\/et3l1a9tds1utr6XIS5a\/mFAGdYOrlzZXbnwMcfC03ZtNNRaTV09pJ+W3Ukyl9Vpnw8mGrnjZv7xIFVajlKUna85Sk7JRV27uyWiXREplZqQyUMIYxDQUwAAOKAhlcmMkYDGJDAYyUMCgEhgMZIwGMkYVQyRgMYgAtwvCo\/wCmMf8AfH\/JqI6eGhenV\/Flj9H\/AIOZE433W+WOsMb9\/wDbIi0REyJHTBSKQkMBnU9ncJ31a1m8sc1uavq\/l+ZzsPRlUkopeKXurRX+LKp4mdKXgdpRbTaad901fkSzbbhz\/DzmV\/79Pb1uM9pqdKMsM1bLJ3jl2twPKV6sZybirJ7cOJNeo6lnJarje7JNeXl\/EsutaTfhjlh5+W7swQhmbNQyRoIoAABgABXEKEgK5MYgAoZJQAMQANDQgAoJXs7b20AYG92q8M6kf4fSn3UU\/DNeO8r3za7Zdf1uaQ4JXSbsm0m+Svqz2eK7Bw6pXlRcFGpKn31KtSlek53hiZKUsy8DV1az3SRNye7oeNAEMoEAxhW3h9KT6zf0SNGvC0r8Hr8eJvLSnBc8z\/8ApnouwPZKpj6VSMF9rlcqLeizraLfBPb4mWP8Vezln7rGf0jx0UZEgnSlCUoSi4zhKUJxkrShKLs4tcGmmhpcEaPGDPhsNKptw3b2iuZkwWDc7SvZJ6vn0XridzDYdLSKst9Oemvnt9ORxlnp6uD6e59\/DHhsMo6RWr0k7ay14\/t8OZodsYPJNT4VFrqnaS9b872PQQgorS3r9P06s1u06OelJcUs0dLvMuC6u1votmZY5\/me7m4J+FZPh5kCoxFKNj0PjkUhItIBJFWLUR2Ax2KjEvIPKBjAuwBXAGOwWK5CGhIaAYAADQxDABghgA0IaAtI3cXXlkhDPJpRjFx7y6SWqTjw4W8jTRuY5NKCd9ILfNbZLRNdOGgGmUkOEW2kldtpJLVtvZI3O06CoZaO9TKqldrZSfu015LV83LoiW66WRz5SJUmNIvIB08JRdSVKCWrjD6o+9ex2ApYLDKcrJuPE+WewXZynXlVn7lFJX4XR3va32st9lTei8Ohxj629XPu5eM+HB\/1Po0a2MliqNoyq2WIitnNKyq+bSSfknzPMYPBXSlJNJX04y6m5OpKbzTd3ulwRtYTK99\/z6nOWf2a8P027vJdCh5JWslay8vL9H0NvRevXX6kuXr16sQ5+vXw+hj7fRkmPpkcvV\/XX6vgib+tun+PpzMbn69fD6cmLN69eterBtysLgHUxHcR0u6jjbLN5Y05VLK7SbtG2rSvxRq42nlnOF1Lu6k6eZbSyyauumn1Mna8nGqpRdm4RknFtNPVbry3OfFs9Uu4+HyY+OVjNFGxCKMEEZlMrhUlrpwFH6lwaIkrvQm1Zae9vmXKFyIOy6gqwREogVe+oFHnkNIkpFciw2inERRkwVOEqtKM3lpyq041JXy5YOSzO\/DS5kxlCCq1I05RcFN921JzTjw8XE11YeYgcaUne0ZO29ot28yT03Z\/blDuadKrH+XSlQbjSiqs4OTeVVr3jC7basnrvY4OKbc5yatnlKbXLM72L0MCRWUpMuJBjUQaMsYOTUUrybUYpcW3ZInFJKcob5JOF+bTs39Aq8Ok2jP2lL7R7JdNOLf6mDAxvOK\/EvzN+hh1UqOcleEHt\/XJLby5kt1Nkm292DhlTXfzXja+xT+6n9\/z5HF7QrZ61ST4za+Wn6HeqTlI4GJoNTnfTxSe\/Uyxu7bXeU60c8NKMKc37tZTlCyk9IzcXd2tunom+troiDV11aQo01z+SPVexkuz4OVXE5JuMssIzd+Cs2l19aDl5fDG3W\/7LhjLe71\/lu\/x\/wDCYWFCH86rHPUtvG+tjhJNtybvJ7v9je7QxFCrVnOLyObcmpJ3erV\/LRkQwkpe7KLXSSb+Rzu2etPdxTDe97rWRSb9fmZZ4Wa4P46EOlL+lnL1SWs9OvfR7l5vXr1Y03TfItNk6XWTYzet\/XrmCl639b\/XqYNfXr18hxv69dfr1KnbT7ch\/Lau\/fXTWz9f8HNpQu7HW7S1jH+7fzXr0znwjZ3NcL0+f9RjrO1njCxTim0krfqJSMtOSNHkKNLhbUzwwT3Y6dVGaVdNAaLotS02JnSszcUkiKjT3AwxhoMbaADzA0ybhcrldxXIuFyjo9jYmhSq560O8hkklHJCp4rqztLTZP5mnFqy3vz3MaY0yDPCLbstWbSTkskvfivDre\/Hhf6K705GhGbTum0+adiszve\/J34lFyTi7PRoFI2Kv2kcy95JZor9PXQ1KcXKSitZSaSXVkHY7FhlzV5fcvCn1m1q\/gn9VyOVXvnl1k383c7Fe0Yxpp2jBWX4nxl8Xc5eId\/d+L4szl7208em\/wBh4mjQlKdRKctEocbNO7\/dHtuxsB2ZjLSj2hToOyzU6uGlTlBvm03H43PmUUbmAt3sW6jp+88ykoO6g2o5norySjd6a6kvHLdtLzW4TCTqPuHZ\/wDpxg56rH0qi\/DJfufOP9U\/Zz\/87HRhCealiMPCtTkrWzJuM4\/BpP8A9jndn9vWeWpJ05cKtO6i\/wC6K2818kbHtCq+IpQlKfeqneVOV894u2ZJ\/BfISyXuM9W\/Ly6RcE1tp8SLNDUzTpzus3ifxM9GtOK04a38nc1o1jJ\/EaNc1YqN+j2zWjxurWafla+t\/SN6Ha8GrygtpPTwXellpp63PO3HmsS4yuseTLH1XsMDKnXqxpU5ZW3GOaTTillc5O64JJv4PkdPA4anVgqzVGnhXJxpTqVpOrXSbTla1ovfpfna54Xs3GSo1YVYpNxzJp6KUJRcZK\/C8ZNHXfbFCWGjh5OeWMIUm8i7zuozcpRjrbNLRXuScePy2\/a+SfLsYnDRhOUdHlbSdrXXB\/K3q5i7iHL8\/X\/PVHncd2xWq1p1VKVPO1aCleMUo2XT6bmSl23WXvKE15ZXv002utuJllw6v5Xs4\/r8bJ5yyt3tqKhCFrXc7b3dsvD6fNc7LkJm5j+0YV4RWWUJxm27tSg4vTle\/H56GjlfR7vRra9ttzTCanbx\/U8kz5LZemVTDOYndaNNNbpqzQXOnnbEZld6ayYZgNrvhOqa2YakBnzgYrgUcQBAVDAQAMAHJWALlcF8iCls+mpBkoVnCSa46W534HdxGHw+GcaufPVmmlC1owbbu38PzOdLCxnRw04JKSVWFX8TVRyT87SS+CIhCc5PNpBayk9klxuS2au2mOpPTNWlFvNOqvFyUn+SFGeHX3pPyg\/1sa9W9WpGFOLf3ILS8uvT9jXas2tNG1o018GtGczFzcnRlVwn9NZvoqcV+bMNXEUvuU5LrOaf0S\/U1AL4xNqbNrAdoVaD8EtG7yhLxU5ea59VqaiGWzabd2E8LX9xd1UlvSk7xb\/BLiujs\/M1sR2e1wscs2IY2qlZTlbgnaVvK5x4Wenfl901KTiSgnVlLdtiO45qrm32Vi1QrU6rWZU8+i5uEop\/Byv8DSHcoy1J3cna2aTerzOzd7N8fOyJHQpuc4QVrznGEbuyTk0ld8FqdyPsnimo+KgnOVknVaUY5FPO3bRWe2\/TVXI4SZSZ1H7O4m6V6XiaUftLN342t1Xxdt1JRyVfZfGQi5y7qMUszbq6Jc72twfytu0mVx1Jbcd7FKR6zs\/BY+hSlQ7ns+tB1pVv+ovWanJKj4XdJe7wWbV68FlUsXUnnWG7IkqUatGMHQUacVDETbkouWl5N63Wn1g8mqzSVnZRv5dXYSqpraL0snt8dN35nq6ssXSqxawvZWam4OLjhYpXrVY0oOz1TjKKtxSzcU7LtOrjp0q86lHs7WjarUhTUMS4W0d73b1Vv7VbS1w81DuWp3dSMkl3UVGM4yd1dTldWVr6pPgYrmO47gXcaZCY7gXcCbgByRXACoBiABgI2MHTpycu8llShJx1yqU9LRzWdtLvbW1tL3AwFU97c9CUlz+SZsYNyzLItdfFfWPXoKuOt9uxg+ysXHDwm6FXLVqS7m1NylO6inaK1ey+ZyMTiXLw2cYxekeLfOXX8jrY32nxLUYRq1bU45IvvHFacbRSOFa+3ye\/+TPCZfzu87j6xXSrTg4yjJxlFpxadmmKUm229W223zb3MlLCTlTqVNFGi6akmpZnnbtaytbwvV2W3MwGjNYCQwGMQAUAgAoZIAUMkYFCyR5L5IBgGVcl8iltbgtlwW\/7v5skpBV4ZUlOLnTzwUlngnkco8UpLZ2Owu0ez04tYCNoSi0pVXNtLTW+ktHs1ZtLqcQYG\/OWDi2lS71OrCpnz1KWSndZqGXjoms9769Cp4jC\/a5MPlzwmqSk+87mTdPVOWr0hOz3XePlc5wwKASGQMdyRoCrgSAHMAAKgAAAAAAHGLbsjary7uPdp6v+Y1\/tGn3Uf\/JJJrnBc\/ys78WabYAMQAMYgKKGSNEFDJGAxkjAYxAAxoQAUMQIChkjCqAQICgQgAoZKGBQyUMBiAAOaAAEAAAAel7CeChQzVIRdS+aU3VoVM0c1nTdKdpU3ZpqUX8\/dPNABc3d3vflfR2MmDwk6tSFKNlKpJRi5XUbvm0YCqdSUWpRk4yW0otxa8mgKxNF05zptpunOUG1ezcXa6uk7aGMc5uTcpNylJtybbbbe7b4iAAAAGMkYFIZI7gUAhgMZIwGMQIChkjAoBABQCGFMZI7gMaYgIKGSMoYxAQc4AAqAAAAAAAAAAAAAAAAAAQwABgBQ0xoAIGAAAxgAAMAAYwAAGAAMAAimMAKAYAQMAAo\/9k=\" alt=\"Primera observaci\u00f3n en el LHC del 'cono muerto', un fen\u00f3meno esencial en  f\u00edsica de part\u00edculas\" \/><\/p>\n<p>&nbsp;<\/p>\n<div id=\"Abs1-content\">\n<p style=\"text-align: justify;\"><span>En los experimentos con colisionadores de part\u00edculas, las interacciones de las part\u00edculas elementales con una gran transferencia de cantidad de movimiento producen <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> (conocidos como partones) cuya evoluci\u00f3n se rige por la fuerza fuerte, tal como lo describe la teor\u00eda de la <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a> (QCD)\u00a0<\/span><a id=\"ref-link-section-d4735232e14150\" title=\"Colaboraci\u00f3n del grupo de datos de part\u00edculas, Zyla, PA et al.  Revisi\u00f3n de la f\u00edsica de part\u00edculas.  prog.  teor.  Exp.  f\u00edsica  2020, 083C01 (2020).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR1\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>1<\/span><\/a><span><span>\u00a0.\u00a0<\/span><span>Estos partones posteriormente emiten m\u00e1s partones en un proceso que puede describirse como una lluvia de partones\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14154\" title=\"Buckley, A. et al.  Generadores de eventos de prop\u00f3sito general para la f\u00edsica del LHC.  f\u00edsica  Rep. 504, 145\u2013233 (2011).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR2\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>2<\/span><\/a><span><span>\u00a0, que culmina en la formaci\u00f3n de <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> detectables.\u00a0<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gaston Giribet on Twitter: &quot;La colaboraci\u00f3n ALICE del LHC acaba de obtener  la prinera observaci\u00f3n directa del llamado &quot;cono muerto&quot;, un efecto de la  cromodin\u00e1mica cu\u00e1ntica (QCD), la teor\u00eda que describe la\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>El estudio del patr\u00f3n de la lluvia de partos es una de las herramientas experimentales clave para probar QCD.\u00a0<\/span><span>Se espera que este patr\u00f3n dependa de la masa del part\u00f3n iniciador, a trav\u00e9s de un fen\u00f3meno conocido como efecto de cono muerto, que predice una supresi\u00f3n del espectro de <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> emitido por un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> pesado de masa\u00a0<\/span><\/span><em>m\u00a0<\/em><span>Q<\/span><span>\u00a0y energ\u00eda\u00a0<\/span><em>E<\/em><span>, dentro de un cono de tama\u00f1o angular\u00a0<\/span><em>m\u00a0<\/em><span>Q<\/span><span>\/<\/span><em>E<\/em><span>\u00a0alrededor del emisor\u00a0<\/span><a id=\"ref-link-section-d4735232e14173\" title=\"Dokshitzer, YL, Khoze, VA y Troian, SI Sobre las propiedades QCD espec\u00edficas de la fragmentaci\u00f3n de quarks pesados \u200b\u200b(&quot;cono muerto&quot;).  J. f\u00edsica.  G 17, 1602-1604 (1991).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR3\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>3<\/span><\/a><span><span>\u00a0.\u00a0<\/span><span>Anteriormente, no hab\u00eda sido posible una observaci\u00f3n directa del efecto de cono muerto en QCD, debido al desaf\u00edo de reconstruir los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> en cascada a partir de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> accesibles experimentalmente.\u00a0<\/span><span>Presentamos la observaci\u00f3n directa del cono muerto QCD mediante el uso de nuevas t\u00e9cnicas iterativas de desagrupamiento\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14177\" title=\"Frye, C., Larkoski, AJ, Thaler, J. &amp; Zhou, K. Casimir conoce a Poisson: Discriminaci\u00f3n mejorada de quarks\/gluones con el conteo de observables.  J. F\u00edsica de alta energ\u00eda.  9, 083 (2017).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR4\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>4<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14180\" title=\"Dreyer, FA, Salam, GP &amp; Soyez, G. El avi\u00f3n a reacci\u00f3n de Lund.  J. F\u00edsica de alta energ\u00eda.  12, 064 (2018).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR5\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>5<\/span><\/span><\/a><span><span>\u00a0para reconstruir la lluvia de partones de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> charm.\u00a0<\/span><span>Este resultado confirma una caracter\u00edstica fundamental de QCD.\u00a0<\/span><span>Adem\u00e1s, la medici\u00f3n de un \u00e1ngulo de cono muerto constituye una observaci\u00f3n experimental directa de la masa distinta de cero del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> charm, que es una constante fundamental en el modelo est\u00e1ndar de la f\u00edsica de part\u00edculas.<\/span><\/span><\/p>\n<div><span style=\"font-size: 1.5em; text-align: justify;\">Principal<\/span><\/div>\n<\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRQ5nzM_jUcV1nrssf--_zGZEo9ZMXmrS_nZA&amp;usqp=CAU\" alt=\"El Gran Colisionador de Hadrones del CERN ha vuelto a ponerse en marcha...  y con gran \u00e9xito - Salida de Emergencia\" \/><\/div>\n<\/section>\n<section data-title=\"Main\" data-gtm-vis-first-on-screen-50443292_562=\"18113\" data-gtm-vis-total-visible-time-50443292_562=\"10000\" data-gtm-vis-first-on-screen-50443292_563=\"18113\" data-gtm-vis-total-visible-time-50443292_563=\"10000\" data-gtm-vis-has-fired-50443292_562=\"1\" data-gtm-vis-has-fired-50443292_563=\"1\">\n<div id=\"Sec1-section\">\n<div id=\"Sec1-content\">\n<p style=\"text-align: justify;\"><span><span>En los colisionadores de part\u00edculas, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> se producen en interacciones de alta energ\u00eda a trav\u00e9s de procesos con gran transferencia de cantidad de movimiento, que son calculables y bien descritos por la <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a> (QCD).\u00a0<\/span><span>Estos partones se someten a emisiones posteriores, lo que da como resultado la producci\u00f3n de m\u00e1s <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>.\u00a0<\/span><span>Esta evoluci\u00f3n se puede describir en el l\u00edmite colineal mediante un proceso en cascada conocido como lluvia de partones, que transfiere la energ\u00eda original de los partones a m\u00faltiples part\u00edculas de menor energ\u00eda.\u00a0<\/span><span>Esta lluvia luego evoluciona hacia un estado final de m\u00faltiples part\u00edculas, con los partones combin\u00e1ndose en un roc\u00edo de <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> detectables experimentalmente conocido como jet\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14227\" title=\"S. Marzani, G. Soyez y M. Spannowsky, Mirando el interior de los chorros: una introducci\u00f3n a la subestructura de los chorros y la fenomenolog\u00eda de objetos potenciados Notas de clase en f\u00edsica, vol.  958 (Primavera, 2019).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR6\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>6<\/span><\/a><span><span>.\u00a0<\/span><span>Se espera que el patr\u00f3n de la lluvia de partones dependa de la masa del part\u00f3n emisor, a trav\u00e9s de un fen\u00f3meno conocido como efecto de cono muerto, por el cual la radiaci\u00f3n de un emisor de masa\u00a0<\/span><\/span><em>m<\/em><span>\u00a0y energ\u00eda\u00a0<\/span><em>E<\/em><span>\u00a0se suprime en escalas angulares menores que\u00a0<\/span><em>m<\/em><span>\u00a0\/\u00a0<\/span><em>E<\/em><span><span>\u00a0, relativo a la direcci\u00f3n del emisor.\u00a0<\/span><span>El efecto de cono muerto es una caracter\u00edstica fundamental de todas las teor\u00edas de campo de calibre (ver ref.\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14244\" title=\"Dokshitzer, YL, Khoze, VA y Troian, SI Sobre las propiedades QCD espec\u00edficas de la fragmentaci\u00f3n de quarks pesados \u200b\u200b(&quot;cono muerto&quot;).  J. f\u00edsica.  G 17, 1602-1604 (1991).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR3\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>3<\/span><\/a><span>\u00a0para la derivaci\u00f3n del cono muerto en QCD).<\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSWPp9mvvtTNI5Vkvaj6z39jA0mNns7oAnBAXmaKwoz0dNKzeiuuciHff9GXNVheYMSBpQ&amp;usqp=CAU\" alt=\"Cient\u00edficos hallaron en la &quot;M\u00e1quina de Dios&quot; indicios de una nueva  part\u00edcula que cuestionan toda la f\u00edsica actual - Infobae\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR-TMJI4zt9eseP6lcqT70fwaj9kM6t_eyIag&amp;usqp=CAU\" alt=\"Qu\u00e9 es el cono de luz en f\u00edsica? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>Se espera que el efecto de cono muerto tenga implicaciones considerables para los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> encanto y belleza, que tienen masas de 1,28 \u00b1 0,02 GeV\/\u00a0<\/span><\/span><em><span>c\u00a0<\/span><\/em><span>2<\/span><span><span>\u00a0y<\/span><span>\u00a0GeV\/\u00a0<\/span><em><span>c\u00a0<\/span><\/em><span>2<\/span><span>\u00a0(ref.\u00a0<\/span><a id=\"ref-link-section-d4735232e14296\" title=\"Colaboraci\u00f3n del grupo de datos de part\u00edculas, Zyla, PA et al.  Revisi\u00f3n de la f\u00edsica de part\u00edculas.  prog.  teor.  Exp.  f\u00edsica  2020, 083C01 (2020).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR1\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>1<\/span><\/a><span>\u00a0) en el esquema de sustracci\u00f3n m\u00ednima, respectivamente, a energ\u00edas en la escala GeV.\u00a0<\/span><span>La probabilidad de emisi\u00f3n en la regi\u00f3n colineal, que es el l\u00edmite divergente de QCD en el que la radiaci\u00f3n es m\u00e1s intensa, se suprime al aumentar la masa del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a>.\u00a0<\/span><span>Esto conduce a una disminuci\u00f3n en el n\u00famero medio de part\u00edculas producidas en la lluvia de partones.\u00a0<\/span><span>La colaboraci\u00f3n DELPHI en la LEP e\u00a0<\/span><span>+<\/span><span>\u00a0e\u00a0<\/span><span>\u2212<\/span><\/span>4.18&amp;#x2212;0.02+0.03&#8243; role=&#8221;presentation&#8221; style=&#8221;box-sizing: inherit; display: inline; line-height: normal; word-spacing: normal; overflow-wrap: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; padding: 0px; margin: 0px; position: relative;&#8221;&gt;<span><span>4.18<\/span><\/span><span><span>+\u00a0<\/span><\/span><span><span>0.03<\/span><\/span><span><span>\u2212\u00a0<\/span><\/span><span><span>0,02<\/span><\/span>4.18\u22120.02+0.03<em><\/em><span><span>colisionador midi\u00f3 la diferencia de multiplicidad entre los eventos que contienen jets iniciados por <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> de belleza pesados \u200b\u200by los que contienen <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> ligeros (arriba, abajo o extra\u00f1o).\u00a0<\/span><span>Descubrieron que las diferencias dependen solo de la masa del quark\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14305\" title=\"Colaboraci\u00f3n DELPHI, Abreu, P. et al.  Propiedades de hadronizaci\u00f3n de los quarks b en comparaci\u00f3n con los quarks ligeros en $${e}^{+}{e}^{-}\\to \\overline{qq}$$ e + e \u2212 \u2192 q q \u00af de 183 GeV a 200 GeV.  f\u00edsica  Let\u00f3n.  B 479, 118\u2013128 (2000).  [Errata: Phys.\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR7\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>7<\/span><\/a><span><span>\u00a0, que se atribuy\u00f3 a la supresi\u00f3n de la radiaci\u00f3n de <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> colineales del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> pesado debido al efecto de cono muerto.\u00a0<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSCbhhIFoTRgAItvx_27tkjZx8Wh8A4kov_X8MI6V3zy7BvMLCShA8OeVbBA05gbhVrfk&amp;usqp=CAU\" alt=\"El experimento ATLAS: Explorando la materia - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSZ9VgZ5a5-jndestmH_PmywO7ra0l7FP_yGDYG6i8SG5CihiUgIVDvey2tSMojYL-oDyk&amp;usqp=CAU\" alt=\"ATLAS El experimento ATLAS\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>La colaboraci\u00f3n ATLAS en el CERN\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14309\" title=\"Colaboraci\u00f3n ATLAS, Aad, G. et al.  Medici\u00f3n de formas de chorro en eventos de pares de quarks top en \u221as = 7 TeV usando el detector ATLAS.  EUR.  f\u00edsica  J. C 73, 2676 (2013).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR8\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>8<\/span><\/a><span><span>\u00a0tambi\u00e9n realiz\u00f3 una medici\u00f3n de la densidad de impulso de los componentes del chorro en funci\u00f3n de la distancia desde el eje del chorro , que se\u00f1al\u00f3 un agotamiento del impulso cerca del eje del chorro que se atribuy\u00f3 como consecuencia de la muerte. -efecto cono.\u00a0<\/span><span>La masa del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> belleza tambi\u00e9n se estim\u00f3 mediante un ajuste fenomenol\u00f3gico a los datos medidos\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14313\" title=\"Llorente, J. &amp; Cantero, J. Determinaci\u00f3n de la masa mb del quark b a partir de los efectos de apantallamiento angular en los datos de forma del b-jet de ATLAS.  N\u00facleo  f\u00edsica  B 889, 401\u2013418 (2014).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR9\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>9<\/span><\/a><span><span>.\u00a0<\/span><span>Dado que las emisiones duras (gran momento transversal) se emiten preferentemente en \u00e1ngulos peque\u00f1os y, por lo tanto, se suprimen para los emisores masivos, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> pesados \u200b\u200b\u200b\u200btambi\u00e9n retienen una fracci\u00f3n mayor de su momento original en comparaci\u00f3n con los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> m\u00e1s ligeros, lo que lleva a un fen\u00f3meno conocido como el efecto de part\u00edculas principales. .\u00a0<\/span><span>Esto ha sido bien establecido experimentalmente, con la fracci\u00f3n del momento del chorro transportado por el <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadr\u00f3n<\/a> principal (momento transversal m\u00e1s alto) que contiene un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> encanto o belleza (<a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadr\u00f3n<\/a> de sabor pesado) en los chorros, alcanzando un m\u00e1ximo de 0,6 a 0,7 y 0,8 a 0,9, respectivamente. , mientras que la fracci\u00f3n correspondiente transportada por el <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadr\u00f3n<\/a> principal en chorros iniciados por <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> ligeros alcanza su punto m\u00e1ximo en valores m\u00e1s peque\u00f1os\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14317\" title=\"La Colaboraci\u00f3n SLD, Abe, K. et al.  Medici\u00f3n precisa de la funci\u00f3n de fragmentaci\u00f3n del quark b en decaimientos de bosones z0.  f\u00edsica  Rev. Lett.  84, 4300\u20134304 (2000).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR10\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>10<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14317_1\" title=\"Colaboraci\u00f3n ALEPH, Heister, A. et al.  Estudio de la fragmentaci\u00f3n de quarks b en mesones B en el pico Z.  f\u00edsica  Let\u00f3n.  B 512, 30\u201348 (2001).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR11\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>11<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14317_2\" title=\"Colaboraci\u00f3n OPAL, Alexander, G. et al.  Un estudio de la fragmentaci\u00f3n del quark b en mesones B0 y B+ en LEP.  f\u00edsica  Let\u00f3n.  B 364, 93\u2013106 (1995).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR12\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>12<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14317_3\" title=\"Colaboraci\u00f3n OPAL, Akers, R. et al.  Una medida de la producci\u00f3n de mesones D\u00b1 en la resonancia Z0.  Z. Phys.  C 67, 27\u201344 (1995).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR13\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>13<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14320\" title=\"Colaboraci\u00f3n DELPHI, Abreu, P. et al.  A Medici\u00f3n de la producci\u00f3n y vida \u00fatil del mes\u00f3n B usando eventos DL\u2013 en decaimientos Z0.  Z. Phys.  C 57, 181\u2013196 (1993).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR14\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>14<\/span><\/span><\/a><span><span>\u00a0.<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/qph.fs.quoracdn.net\/main-qimg-2f9fb0366e20cc0e736cb7e5ccb6e900-pjlq\" alt=\"Qu\u00e9 es el cono de luz en f\u00edsica? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>Hasta ahora, una medici\u00f3n experimental directa del efecto de cono muerto ha estado sujeta a dos desaf\u00edos principales.\u00a0<\/span><span>Primero, la regi\u00f3n angular del cono muerto puede recibir contribuciones de efectos de hadronizaci\u00f3n o part\u00edculas que no se originan de la radiaci\u00f3n de <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> de sabor pesado, como los productos de descomposici\u00f3n de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> de sabor pesado.\u00a0<\/span><span>La segunda dificultad radica en la determinaci\u00f3n precisa de la direcci\u00f3n de evoluci\u00f3n din\u00e1mica del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> de sabor pesado, en relaci\u00f3n con la cual se suprime la radiaci\u00f3n, a lo largo del proceso de lluvia.\u00a0<\/span><span>El desarrollo de nuevas t\u00e9cnicas experimentales de desagrupamiento\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14327\" title=\"Frye, C., Larkoski, AJ, Thaler, J. &amp; Zhou, K. Casimir conoce a Poisson: Discriminaci\u00f3n mejorada de quarks\/gluones con el conteo de observables.  J. F\u00edsica de alta energ\u00eda.  9, 083 (2017).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR4\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>4<\/span><\/a><span><span>permite superar estas dificultades mencionadas reconstruyendo la evoluci\u00f3n de la lluvia de chorro, dando acceso a las propiedades cinem\u00e1ticas de cada emisi\u00f3n individual.\u00a0<\/span><\/span><\/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 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Patrones sin fisuras con gotas de lluvia. puede ser utilizado pinturas para  la pared \u2022 cuadros mojado, oto\u00f1o, lluvia | myloview.es\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>Estas t\u00e9cnicas reorganizan los constituyentes de part\u00edculas de un chorro reconstruido experimentalmente, para acceder a los componentes b\u00e1sicos de la ducha y rastrear el proceso de cascada.\u00a0<\/span><span>Los elementos aislados de la lluvia de partones reconstruidos que probablemente no hayan sido modificados por los procesos de hadronizaci\u00f3n proporcionan un buen indicador de las emisiones reales de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> (desdoblamientos).\u00a0<\/span><span>Estas t\u00e9cnicas de reagrupaci\u00f3n se han demostrado en chorros inclusivos (sin marcar el sabor del part\u00f3n iniciador) para reconstruir con \u00e9xito las divisiones que est\u00e1n conectadas o que preservan la memoria de las ramificaciones del part\u00f3n.\u00a0<\/span><span>Esto se demuestra mediante mediciones tales como el balance de momento preparado<\/span><\/span><a id=\"ref-link-section-d4735232e14331\" title=\"Colaboraci\u00f3n CMS, Sirunyan, AM et al.  Medici\u00f3n de observables de la subestructura del jet en $${\\rm{t}}\\bar{{\\rm{t}}}$$ t t \u00af eventos de colisiones prot\u00f3n-prot\u00f3n en $$\\sqrt{s}=13$$ s = 13 TeV.  f\u00edsica  Rev. D 98, 092014 (2018).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR15\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>15<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14331_1\" title=\"Colaboraci\u00f3n CMS, Sirunyan, AM et al.  Medida de la funci\u00f3n de divisi\u00f3n en colisiones pp y Pb-Pb a $$\\sqrt{{s}_{{\\rm{NN}}}}=5,02$$ s NN = 5,02 TeV.  f\u00edsica  Rev. Lett.  120, 142302 (2018).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR16\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>16<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14331_2\" title=\"Colaboraci\u00f3n ALICE, Acharya, S. et al.  Exploraci\u00f3n de la subestructura del chorro mediante desglose iterativo en colisiones pp y Pb-Pb a energ\u00edas del LHC.  f\u00edsica  Let\u00f3n.  B 802, 135227 (2020).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR17\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>17<\/span><\/span><\/a><span><span>\u00a0,\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14334\" title=\"Colaboraci\u00f3n STAR, Abdallah, MS et al.  Mediciones diferenciales de la subestructura del chorro y la p\u00e9rdida de energ\u00eda part\u00f3nica en colisiones Au+Au a $$\\sqrt{{s}_{{\\rm{NN}}}}=200$$ s NN = 200 GeV.\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR18\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span><span>18<\/span><\/span><\/a><span><span>\u00a0, que prueba la funci\u00f3n de divisi\u00f3n de Dokshitzer-Gribov-Lipatov-Altarelli-Parisi<\/span><\/span><a id=\"ref-link-section-d4735232e14338\" title=\"Larkoski, AJ, Marzani, S. &amp; Thaler, J. Sudakov seguridad en QCD perturbativo.  f\u00edsica  Rev. D 91, 111501 (2015).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR19\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>\u00a019<\/span><\/a><span><span>\u00a0, y el plano de Lund<\/span><\/span><a id=\"ref-link-section-d4735232e14342\" title=\"Colaboraci\u00f3n ATLAS, Aad, G. et al.  Medici\u00f3n del avi\u00f3n a reacci\u00f3n de Lund utilizando part\u00edculas cargadas en colisiones prot\u00f3n-prot\u00f3n de 13 TeV con el detector ATLAS.  f\u00edsica  Rev. Lett.  124, 222002 (2020).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR20\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>\u00a020<\/span><\/a><span><span>\u00a0, que expone el funcionamiento del acoplamiento fuerte con la escala de las divisiones.\u00a0<\/span><span>En la ref.\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14346\" title=\"Maltoni, F., Selvaggi, M. &amp; Thaler, J. Exposici\u00f3n del efecto de cono muerto con t\u00e9cnicas de subestructura de chorro.  f\u00edsica  Rev. D 94, 054015 (2016).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR21\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>21<\/span><\/a><span><span>\u00a0.<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"A.L.I.C.E.: El comienzo de una nueva era | La Huella Digital\" \/><img decoding=\"async\" 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\" alt=\"Experimento ALICE - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><span><span>Las t\u00e9cnicas de reagrupamiento se extienden en este trabajo a jets que contienen un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> charm basado en la prescripci\u00f3n dada en la ref.\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14353\" title=\"Cunqueiro, L. &amp; Ploskon, M. Buscando los efectos del cono muerto con desglose iterativo de chorros de sabor pesado.  f\u00edsica  Rev. D 99, 074027 (2019).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR22\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>22<\/span><\/a><span><span>\u00a0.\u00a0<\/span><span>Estos chorros est\u00e1n marcados por la presencia de un <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mes\u00f3n<\/a> D\u00a0<\/span><\/span><span>0<\/span><span><span>\u00a0reconstruido entre sus constituyentes, que tiene una masa de 1,86 GeV\/\u00a0<\/span><\/span><em><span>c\u00a0<\/span><\/em><span>2<\/span><span><span>\u00a0(ref.\u00a0<\/span><\/span><a id=\"ref-link-section-d4735232e14363\" title=\"Colaboraci\u00f3n del grupo de datos de part\u00edculas, Zyla, PA et al.  Revisi\u00f3n de la f\u00edsica de part\u00edculas.  prog.  teor.  Exp.  f\u00edsica  2020, 083C01 (2020).\" href=\"https:\/\/www.nature.com\/articles\/s41586-022-04572-w#ref-CR1\" data-track=\"click\" data-track-action=\"reference anchor\" data-track-label=\"link\" data-test=\"citation-ref\"><span>1<\/span><\/a><span><span>\u00a0) y est\u00e1 compuesto por un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> pesado charm y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> ligero anti-up.\u00a0<\/span><span>La medici\u00f3n se realiza en colisiones <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> con una energ\u00eda de centro de masa de<\/span><\/span>s=13&#8243; role=&#8221;presentation&#8221; style=&#8221;box-sizing: inherit; display: inline; line-height: normal; word-spacing: normal; overflow-wrap: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; padding: 0px; margin: 0px; position: relative;&#8221;&gt;<span><span>s<\/span><\/span><span><span>\u221a<\/span><\/span><span><span>=\u00a0<\/span><\/span><span><span>13<\/span><\/span>s=13<span><span>\u2009TeV en el Gran Colisionador de Hadrones (LHC), usando el detector ALICE (A Large Ion Collider Experiment).\u00a0<\/span><span>Se pueden encontrar m\u00e1s detalles del aparato detector y los datos medidos en los M\u00e9todos.\u00a0<\/span><span>Como el sabor del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> charm se conserva a trav\u00e9s del proceso de ducha, esto brinda la oportunidad de aislar y rastrear la historia de emisi\u00f3n del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> charm.\u00a0<\/span><span>De esta forma, al comparar los patrones de emisi\u00f3n de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> charm con los de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> light y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, se puede revelar directamente el cono muerto QCD.<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media.springernature.com\/lw685\/springer-static\/image\/art%3A10.1038%2Fs41586-022-04572-w\/MediaObjects\/41586_2022_4572_Fig1_HTML.png\" alt=\"Figura 1\" \/><\/p>\n<p style=\"text-align: justify;\">El art\u00edculo sigue y es bastante valioso del objetivo conseguido que hab\u00eda sido perseguido desde hace bastante tiempo. Esperemos que no sea el \u00faltimo y que pronto localicen el Gravit\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Ten\u00e9is todos los resultados en Nature. 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&nbsp; En los experimentos con colisionadores de part\u00edculas, las interacciones de las part\u00edculas elementales con una gran transferencia de cantidad de movimiento producen quarks y gluones (conocidos como partones) cuya evoluci\u00f3n se rige por la fuerza fuerte, [&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\/28285"}],"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=28285"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28285\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28285"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28285"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28285"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}