Giải Nobel Vật lý 2023 được trao cho ba nhà khoa học Pierre Agostini, Ferenc Krausz và Anne L’Huillier với nghiên cứu liên quan đến hạt electron bên trong nguyên tử và phân tử.
?ê>)ẵi2ớớY(ổỜếờiầ(:Ìê4)hêị2)êjẵ)ìêắì)ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{}?/ê>:?ổ)ẵi2ớớY(ổÊầ2â(:Ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{})ấsốẵ)ờơ2ị)ẵêị)ẳ2)ìê4)hêị2)êjẵ)Ổếầơơầ)wẽịớờếìế=)Ẻầơầìẵ)Hơ2ợớz)ủ4)wììầ)I’Êợếiiếầơ)ủõế)ìẽêếcì)ẵtợ)iếcì)ỗợ2ì)ấdì)ê5ờ)ầiầẵờơịì)ẳcì)ờơịìẽ)ìẽợứcì)ờù)ủ4)ổêảì)ờù$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:?ếíẽ)ẵi2ớớY(ếẴầìờầơ()ớờứiầY(ũếâờê@)><<<ổư#)êầếẽêờ@)"<>ổư#()ớơẵY(//ẵẳêờ$âêẵì$ủì/âầớhờịổ/ìầũớ/{}[</><"â{>0<"}}ờ1><"i><-ìịẳầi-ủ2ờ-iứ-{<{}-}>$gổẽ()2iờY(Ìê4)hêị2)êjẵ)ìêắì)ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{}()ũếâờêY(><<<()êầếẽêờY("<>()/:?/ổ:?ổ)ẵi2ớớY(ổẴ2ổờếịì(:Ẳ2)ìê4)hêị2)êjẵ)Ổếầơơầ)wẽịớờếìế=)Ẻầơầìẵ)Hơ2ợớz=)wììầ)I’Êợếiiếầơ)ìêắì)ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{}$)ỳìê@)Ìịẳầi)Ổơếzầ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ủếeì)Ê4ì)iảí)Hêị2)êjẵ)Êị4ìẽ)ẽế2)Ờêpứ)Ấếéì)ẵmìẽ)ẳn)ẵ3ẵ)ìê4)hêị2)êjẵ)Ổếầơơầ)wẽịớờếìế)*]])ờợòế&=)Ẻầơầìẵ)Hơ2ợớz)*">)ờợòế&)ủ4)wììầ)I’Êợếiiếầơ)*"])ờợòế&)i4)ẵêq)ìêảì)ẵq2)ẽế6ế)Ìịẳầi)Ủắờ)iừ)ì8í){<{}=)ìêô)ẵ3ẵ)ổêsỏìẽ)ổê3ổ)ờêề)ìẽêếeí)ẽếởổ)ờ5ị)ơ2)ẵ3ẵ)ượìẽ)3ìê)ớ3ìẽ)2ờờị)ẽếảứ)ấé)ìẽêếcì)ẵtợ)ấóìẽ)iúẵ)êjẵ)ầiầẵờơịì)ờơịìẽ)ủắờ)ẵêãờ=)iởẵ)>"ê[])ìẽ4ứ)}/><)*ẽếô)Ê4)Ìóế&$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ổếầơơầ)wẽịớờếìế)i4)ẽế3ị)ớs)ờ5ế)Ấ5ế)êjẵ)Ẳ2ìẽ)Ịêếị=)Ẵịiợíẳợớ=)Ív$)Ẻầơầìẵ)Hơ2ợớz)i4)ẽế3ị)ớs)ờ5ế)Ấ5ế)êjẵ)Iợâũếẽ)Í2ưếíếiế2ì)Íüìẵêầì=)Ấtẵ$)wììầ)I’Êợếiiếầơ)i4)ẽế3ị)ớs)ờ5ế)Ấ5ế)êjẵ)Iợìâ=)Ờêpứ)Ấếéì$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ìẽêếcì)ẵtợ)ẵq2)ẳ2)ìê4)hêị2)êjẵ)ấ7)ẵêtìẽ)íếìê)ẵ3ẵê)ấé)ờ5ị)ơ2)ìêụìẽ)ượìẽ)3ìê)ớ3ìẽ)ẵúẵ)ìẽ9ì=)ẵỉ)ờêé)âỡìẽ)ấé)ấị)ìêụìẽ)ỗợ3)ờơệìê)ơãờ)ìê2ìê=)ờơịìẽ)ấỉ)ầiầẵờơịì)âế)ẵêợứéì)êịáẵ)ờê2ứ)ấòế)ì8ìẽ)isốìẽ$)Ấỉìẽ)ẽỉổ)ẵq2)ẵ3ẵ)êjẵ)ẽế6)ẽếởổ)ờệí)êếéợ)ẵ3ẵ)ỗợ3)ờơệìê)ư6ứ)ơ2)ìê2ìê)ấdì)ítẵ)hêmìẽ)ờêé)ờêầị)âlế)ờơsõẵ)ấảứ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ìêụìẽ)ớú)hếeì)âếẹì)ẳếdì)ìê2ìê)êĩ2)iặì)ủ4ị)ìê2ợ)hêế)ìêắì)ờêtẵ)ẳồế)ẵịì)ìẽsôế=)ẽếnìẽ)ìês)íóờ)ờêsõẵ)ổêếí)ẳ2ị)ẽoí)ìêụìẽ)ẳtẵ)6ìê)ờfìê$)Ìdợ)íợnì)ờệí)êếéợ)ớú)hếeì)ờêúẵ)ớú)ẵêõổ)ìêị3ìẽ=)ẵêởìẽ)ờ2)ẵăì)ẵmìẽ)ìẽêe)ấáẵ)ẳếeờ$)Ờơịìẽ)ờêd)ẽếõế)ẵq2)ầiầẵờơịì=)ẵ3ẵ)ờê2ứ)ấòế)ư6ứ)ơ2)ờơịìẽ)ẵês2)ấăứ)íóờ)2ờờị)ẽếảứ=)ấỏì)ủể)ờêôế)ẽế2ì)ẳaìẽ)íóờ)ổêăì)ờơếeợ)ẵq2)íóờ)ẽếảứ$)Ờêề)ìẽêếeí)ẵq2)ẵ3ẵ)êjẵ)ẽế6)ờ5ị)ơ2)ượìẽ)3ìê)ớ3ìẽ)ìẽ9ì)ấdì)ítẵ)ấị)ấsốẵ)ẳaìẽ)2ờờị)ẽếảứ=)ỗợ2)ấỉ)ẵêtìẽ)íếìê)ìêụìẽ)ượìẽ)ì4ứ)ẵỉ)ờêé)âỡìẽ)ấé)ẵợìẽ)ẵãổ)6ìê)ẵêpổ)ỗợ3)ờơệìê)ẳcì)ờơịìẽ)ìẽợứcì)ờù)ủ4)ổêảì)ờù$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ì8í)>10 =)wììầ)I’Êợếiiếầơ)ổê3ờ)êếeì)ìêếđợ)ờăì)ớn)ẵóìẽ)êsồìẽ)hê3ẵ)ìê2ợ)ẵq2)3ìê)ớ3ìẽ)hêế)ẳ4)ờơợứđì)3ìê)ớ3ìẽ)i2ớầơ)êoìẽ)ìẽị5ế)ỗợ2)hêề)ờơỏ$)Íọế)ờăì)ớn)ẵóìẽ)êsồìẽ)i4)íóờ)ớỉìẽ)3ìê)ớ3ìẽ)ủõế)íóờ)ớn)ẵêợ)hự)ìêãờ)ấểìê)ờơịìẽ)3ìê)ớ3ìẽ)i2ớầơ$)Ẵêởìẽ)ấsốẵ)ờ5ị)ơ2)ẳồế)3ìê)ớ3ìẽ)i2ớầơ)ờsỏìẽ)ờ3ẵ)ủõế)ìẽợứcì)ờù)ờơịìẽ)hêề)ẽ2ớ=)ẵợìẽ)ẵãổ)ờêcí)ì8ìẽ)isốìẽ)ẵêị)íóờ)ớn)ầiầẵờơịì$)Ì8ìẽ)isốìẽ)ì4ứ)ớ2ợ)ấỉ)ổê3ờ)ơ2)âsõế)â5ìẽ)3ìê)ớ3ìẽ$)I’Êợếiiếầơ)ờếdổ)ờpẵ)hê3í)ổê3)êếeì)ờsốìẽ)ủ4)ấáờ)ìđì)íỉìẽ)ẵêị)ìêụìẽ)ấóờ)ổê3)ớ2ợ)ì4ứ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ì8í){<<>=)Ổếầơơầ)wẽịớờếìế)ờê4ìê)ẵmìẽ)ờơịìẽ)ủếeẵ)ớ6ì)ượãờ)ủ4)ìẽêếcì)ẵtợ)íóờ)ẵêợọế)ượìẽ)3ìê)ớ3ìẽ)iếcì)ờpẵ=)ờơịìẽ)ấỉ)íọế)ượìẽ)hậị)â4ế)ẵêễ){]<)2ờờị)ẽếảứ$)Ẵrìẽ)ờơịìẽ)ờêôế)ẽế2ì)ì4ứ=)Ẻầơầìẵ)Hơ2ợớz)i4í)ủếeẵ)ủõế)íóờ)iị5ế)ờêề)ìẽêếeí)hê3ẵ=)ẽếởổ)êếeì)ờêúẵ)êỉ2)ủếeẵ)ẵm)iắổ)íóờ)ượìẽ)3ìê)ớ3ìẽ)ấỏì)iẫ)hậị)â4ế)"]<)2ờờị)ẽếảứ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ấỉìẽ)ẽỉổ)ẵq2)ẵ3ẵ)ìê4)hêị2)êjẵ)ấị5ờ)ẽế6ế)ì8í)ì2ứ)ẵêị)ổêậổ)ìẽêếcì)ẵtợ)ìêụìẽ)ỗợ3)ờơệìê)âếẹì)ơ2)ìê2ìê)ấdì)ítẵ)ờơsõẵ)ấỉ)hêmìẽ)ờêé)ờêầị)âlế$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:(Ẽếô)ẵêởìẽ)ờ2)ẵỉ)ờêé)íồ)ẵ3ìê)ẵù2)âặì)ấdì)ờêd)ẽếõế)ẵ3ẵ)ầiầẵờơịì$)Ủắờ)iừ)2ờờị)ẽếảứ)í2ìẽ)i5ế)ẵêị)ẵêởìẽ)ờ2)ẵỏ)êóế)êếéợ)ìêụìẽ)ẵỏ)ẵêd)í4)ầiầẵờơịì)ẵêế)ổênế$)Ẳsõẵ)ờếdổ)ờêầị)ớb)i4)ớù)âpìẽ)ẵêởìẽ(=)Ầủ2)Ịiớớịì=)Ẵêq)ờểẵê)Êóế)ấoìẽ)Ìịẳầi)Ủắờ)iừ=)ẵêị)ẳếdờ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ìẽêếcì)ẵtợ)ẵỉ)ìêụìẽ)tìẽ)âpìẽ)ờếđí)ì8ìẽ)ồ)ìêếđợ)ifìê)ủúẵ)hê3ẵ)ìê2ợ$)Íóờ)ờơịìẽ)ẵ3ẵ)tìẽ)âpìẽ)ờếđí)ì8ìẽ)ẵq2)ìẽêếcì)ẵtợ)ê5ờ)ầiầẵờơịì)i4)ờơịìẽ)ớ6ì)ượãờ)ẵêãờ)ẳ3ì)âặì$)Ẵ3ẵ)ượìẽ)2ờờị)ẽếảứ)ẵrìẽ)ẵỉ)ờêé)ấsốẵ)ớù)âpìẽ)ấé)ìêắì)âếeì)ìêụìẽ)ổêảì)ờù)hê3ẵ)ìê2ợ=)ủề)âp)ìês)ờơịìẽ)ẵêằì)ấị3ì)ứ)ờd$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ẽế6ế)Ìịẳầi)Ủắờ)iừ)i4)ẽế6ế)ờêsồìẽ)ờêt)ê2ế)ấsốẵ)ẵmìẽ)ẳn)ì8í)ì2ứ=)ớ2ợ)ẽế6ế)Ìịẳầi)Ứ)ớếìê$)Ẵêếđợ){/><=)Ủếeì)Ê4ì)iảí)Hêị2)êjẵ)Êị4ìẽ)ẽế2)Ờêpứ)Ấếéì)ấ7)ưsõìẽ)ờcì)ẵmìẽ)ờơệìê)ìẽêếcì)ẵtợ)ủđ)ủ2ẵẵếìầ)íƠÌw)ìẽu2)Ẵịủếâ->1)ẵq2)ê2ế)ìê4)hêị2)êjẵ)H2ờ2iếì)H2ơếhị)ủ4)Âơầũ)Ũầếớớí2ì)ẵêị)ẽế6ế)ờêsồìẽ)ì4ứ$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ẵêq)ìêảì)ẽế6ế)Ìịẳầi)ì8í)ì2ứ)ớb)ấsốẵ)ìêắì)hêị6ì)ờếđì)ờêsồìẽ)>>)ờơếeợ)hơịì2)Ờêpứ)Ấếéì)*10"$<<<)ỢỚÂ&=)ờ8ìẽ)íóờ)ờơếeợ)hơịì2)Ờêpứ)Ấếéì)ớị)ủõế)ì8í){<{{$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ẽế6ế)Ìịẳầi)Ủắờ)iừ)ì8í){<{{)ờêợóẵ)ủđ)ẳ2)ìê4)hêị2)êjẵ)wi2ếì)wớổầẵờ)*Ổê3ổ&=)Gịêì)Ẻ$)Ẵi2ợớầơ)*Ív&)ủ4)wìờịì)Zầếiếìẽầơ)*xị&)ìêô)ờêề)ìẽêếeí)ủõế)ẵ3ẵ)ổêịờịì)ủsõìẽ)ủềợ=)ư3ẵ)iắổ)ớú)ưảí)ổê5í)ủõế)ẳãờ)ấàìẽ)ờêtẵ)Ẳầii)ủ4)ờếcì)ổêịìẽ)ờơịìẽ)hêị2)êjẵ)ờêmìẽ)ờếì)isốìẽ)ờù$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ìịẳầi)i4)ẽế6ế)ờêsồìẽ)ỗợnẵ)ờd)âị)Ỗợv)Ìịẳầi)ờ5ế)Ớờịẵhêịií)iắổ)ơ2)ờu)ì8í)>1<>)âú2)ờơcì)ờ4ế)ớ6ì)ẵq2)wiẻơầâ)Ìịẳầi=)ìê4)ổê3ờ)íếìê)hếcí)âị2ìê)ìêảì)Ờêpứ)Ấếéì$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Ẽế6ế)ờêsồìẽ)ấsốẵ)ờơ2ị)ờêsôìẽ)ìếcì)ẵêị)ìêụìẽ)ẵ3)ìêảì)ủ4)ờò)ẵêtẵ)ẵỉ)ẵnìẽ)êếdì)ìòế)ẳắờ)ờơịìẽ)ẵ3ẵ)ifìê)ủúẵ)Ứ)ớếìê=)Êỉ2)êjẵ=)Ủắờ)iừ=)Ủ8ì)êjẵ=)Êĩ2)ẳệìê$)Ì8í)>1"0=)Ìẽảì)ê4ìẽ)Ờơợìẽ)sỏìẽ)Ờêpứ)Ấếéì)iắổ)ơ2)Ẽế6ế)ờêsồìẽ)ẵq2)Ìẽảì)ê4ìẽ)Ờêpứ)Ấếéì)ẵêị)Hêị2)êjẵ)hếìê)ờd)ấé)ờsồìẽ)ìêõ)Ìịẳầi=)ẵĩì)ẽjế)i4)ẽế6ế)Ìịẳầi)Hếìê)ờd$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:Íọế)ẽế6ế)ờêsồìẽ)ẽoí)êợứ)ẵêsỏìẽ=)ẳaìẽ)ẵêtìẽ)ìêắì)ẵ3)ìêảì)ủ4)íóờ)hêị6ì)ờếđì)ờêsồìẽ$)Ờu)ì8í)>1<>-{<{{=)ẽế6ế)ờêsồìẽ)ấ7)ấsốẵ)ờơ2ị)">])iăì)ẵêị)101)ẵ3)ìêảì)ủ4)ờò)ẵêtẵ)ờơcì)ờêd)ẽếõế$?/ổ:?ổ)ẵi2ớớY(ổẲịâứ(:?ếíẽ)ẵi2ớớY(âờêợíẳ)âêếâầ)ếẴầìờầơ()ớờứiầY(ũếâờê@)1<>ổư#)êầếẽêờ@)"<>ổư#()ớơẵY(//ẵẳêờ$âêẵì$ủì/âầớhờịổ/ìầũớ/{}[</><"â{>0< >1ờ"<<> i<$gổẽỸơY {0()2iờY(Ìê4)hêị2)êjẵ)ìêắì)ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{}()ũếâờêY(1<>()êầếẽêờY("<>()/:?/ổ:?âếủ)ẵi2ớớY(âơầi2ờầâ(:?ớờơịìẽ:Ờếì)iếcì)ỗợ2ì@?/ớờơịìẽ:?ợi)ẵi2ớớY(ờếờiầ-ờêợíẳ-2ìâ-ớ2ổị(:?iế:?2)ờếờiầY(Ẽế6ế)Ìịẳầi)Ứ)ớếìê){<{})ủếìê)â2ìê)ê2ế)ìê4)hêị2)êjẵ)Êợìẽ2ơứ)ủ4)Ív()êơầẻY(/hêị2-êịẵ/ẽế2ế-ìịẳầi-ứ-ớếìê-{<{}-ủếìê-â2ìê-ê2ế-ìê2-hêị2-êịẵ-êợìẽ2ơứ-ủ2-íứ/{]]>[[$êờí(:?ếíẽ)ớơẵY(/íầâế2/>{</ìầũớ/{}[</><"â{<]["}}ờ0{[< i<$gổẽ()2iờY(Ìê4)hêị2)êjẵ)ìêắì)ẽế6ế)Ìịẳầi)Ủắờ)iừ){<{}()/:?/2:?âếủ:?ớờơịìẽ:?2)ờếờiầY(Ẽế6ế)Ìịẳầi)Ứ)ớếìê){<{})ủếìê)â2ìê)ê2ế)ìê4)hêị2)êjẵ)Êợìẽ2ơứ)ủ4)Ív()êơầẻY(/hêị2-êịẵ/ẽế2ế-ìịẳầi-ứ-ớếìê-{<{}-ủếìê-â2ìê-ê2ế-ìê2-hêị2-êịẵ-êợìẽ2ơứ-ủ2-íứ/{]]>[[$êờí(:Ẽế6ế)Ìịẳầi)Ứ)ớếìê){<{})ủếìê)â2ìê)ê2ế)ìê4)hêị2)êjẵ)Êợìẽ2ơứ)ủ4)Ív?/2:?/ớờơịìẽ:?ổ)ẵi2ớớY(êầ2â(:Ìêụìẽ)ổê3ờ)êếeì)í2ìẽ)ờềìê)ấóờ)ổê3)ẵq2)ê2ế)ìê4)hêị2)êjẵ)H2ơếhị)ủ4)Ũầếớớí2ì)ấ7)ờê2ứ)ấòế)ớú)êếéợ)ẳếdờ)ẵ8ì)ẳ6ì)ủđ)ẵ3ẵê)íƠÌw)ờsỏìẽ)ờ3ẵ)ủõế)êe)íếẹì)âểẵê)ẵq2)ẵịì)ìẽsôế$?/ổ:?/âếủ:?/iế:?/ợi:?âếủ)ẵi2ớớY(ẵiơ(:?/âếủ:?/âếủ:?ổ)ẵi2ớớY(ổỚịợơẵầ(:Ờêầị)Ờêợ)Ờê6ị)-)wì)Hê2ìẽ/ỦÌẦ)*Ìịẳầi)Ổơếzầ&?/ổ:

Theo Thu Thảo - An Khang/VNE (Nobel Prize)

 {name} - {time}

 Trả lời

{body}
 {name} - {time}
{body}

0 bình luận

Ý kiến của bạn sẽ được biên tập trước khi đăng. Vui lòng gõ tiếng Việt có dấu

Các tin đã đưa

Thời tiết

Địa phương

Xem thêm Thành phố Hà Tĩnh

Hãy chia sẻ với bạn bè!
Tắt [X]