öλÔÓéÀֵǼÈë¿ÚÏÂÔØ

ºÓÄÏÀí¹¤´óѧöλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-Ô­±£È«

±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø/2019-05-27

µ¼Ê¦ÐÕÃû£ºÔ­±£È«
ÐÔ±ð£ºÄÐ
ÈËÆøÖ¸Êý£º237

ËùÊôԺУ£ººÓÄÏÀí¹¤´óѧ
ËùÊôԺϵ£ºÊýѧÓëÐÅÏ¢¿ÆÑ§Ñ§Ôº
Ö°³Æ£º½ÌÊÚ
µ¼Ê¦ÀàÐÍ£ºË¶µ¼
ÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º
Ñо¿ÁìÓò£º Ó¦ÓÃÆ«Î¢·Ö·½³Ì£¬Á÷ÌåÁ¦Ñ§ÖÐµÄÆ«Î¢·Ö·½³Ì
Ñо¿ÁìÓò£º Ó¦ÓÃÆ«Î¢·Ö·½³Ì£¬Á÷ÌåÁ¦Ñ§ÖÐµÄÆ«Î¢·Ö·½³Ì [ÊÕÆð]




ͨѶ·½Ê½ :
°ì¹«µç»°£º**
µç×ÓÓʼþ£ºbqyaun@hpu.edu.cn


¸öÈ˼òÊö :
Ô­±£È«£¬ÄУ¬ºº×壬1965Äê9ÔÂÉú£¬²©Ê¿¡¢½ÌÊÚ£¬¸±Ôº³¤£¬ÊýÐÅѧԺ˶ʿÉúµ¼Ê¦¡£

¿ÆÑй¤×÷ :
¿ÆÑÐÇé¿ö:
????? ?? 2013Äê10Ô¡ª2013Äê12Ô£¬¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ð¶ÔÍâ½»Á÷ºÏ×÷ÏîÄ¿£¬·ÇÏßÐÔÆ«Î¢·Ö·½³ÌÓ붯Á¦ÏµÍ³¹ú¼ÊѧÊõÑÐÌֻᣬ 2ÍòÔª¡£ 2011Äê1Ô¡ª2013Äê12Ô£¬¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ðÃæÉÏÏîÄ¿£¬¿ÉѹËõÁ÷ÌåÁ¦Ñ§·½³ÌµÄÊýѧÑо¿£¬28ÍòÔª¡£ 2010Äê1Ô¡ª2013Äê6Ô£¬ºÓÄÏÊ¡¿Æ¼¼´´Ð½ܳöÇàÄê»ù½ð£¬Navier-Stokes·½³Ì¼°Ïà¹ØÁ÷ÌåÁ¦Ñ§·½³ÌµÄÑо¿£¬30ÍòÔª¡£ 2009Äê9Ô¡ª2009Äê12Ô£¬¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ð¶ÔÍâ½»Á÷ºÏ×÷ÏîÄ¿£¬2009ƫ΢·Ö·½³Ì¼°ÆäÓ¦Óùú¼ÊÑÐÌֻᣬ 2ÍòÔª¡£ 2009Äê10Ô¡ª2009Äê11Ô£¬ÃÀ¹úÊýѧ»áFan China Exchange Program£¨·®-ÖйúºÏ×÷½»Á÷ÏîÄ¿£©£¬3000ÃÀÔª¡£ 2009Äê1Ô¡ª2013Äê3Ô£¬ºÓÄÏÊ¡¸ßУ¿Æ¼¼´´ÐÂÈ˲ÅÖ§³Ö¼Æ»®£¬±äÃܶȲ»¿ÉѹÁ÷Ì嶯Á¦Ñ§·½³Ì×éCauchyÎÊÌâµÄÊʶ¨ÐÔÑо¿£¬20ÍòÔª¡£ 2008Äê1Ô¡ª2010Äê12Ô£¬¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ðÃæÉÏÏîÄ¿£¬ÏÖ´úÎïÀíÖÐһЩÁ÷ÌåÁ¦Ñ§·½³ÌµÄÑо¿£¬22ÍòÔª¡£ 2006Äê4Ô¡ª2010Äê12Ô£¬ºÓÄÏÊ¡¿Æ¼¼Ìü»ù´¡ÓëÇ°ÑØÏîÄ¿£¬µ÷ºÍ·ÖÎö·½·¨ÔÚ·ÇÏßÐÔ·¢Õ¹·½³ÌÖеÄÓ¦Óã¬Ö¸µ¼ÐÔÏîÄ¿ÎÞ×ÊÖú¡£ 2008Äê1Ô¡ª2012Äê12Ô£¬ ºÓÄÏÀí¹¤´óѧ²©Ê¿»ù½ð£¬Æ«Î¢·Ö·½³Ì¼°Æä·´ÎÊÌâµÄÑо¿£¬10ÍòÔª¡£ÂÛÎÄÇé¿ö:
????? Dongfen Bian, Baoquan Yuan, Local well-posedness in critical spaces for the compressible MHD equations [J], Applicable Analysis, 2014, http: //dx.doi.org/10.1080/**.2014.910651. (SCI) Chongsheng Cao, Jiahong Wu, Baoquan Yuan, The 2D incompressible magnetohydrodynamics equations with only magnetic diffusion [J], SIAM Journal on Mathematical Analysis£¬46(1)(2014), 588-602. (SCI) Baoquan Yuan, Linna Bai, Remarks on global regularity of 2D generalized MHD equations [J], Journal of Mathematical Analysis and Applicati- ons,413(2)(2014),633-640. (SCI) Baoquan Yuan, Xiaokui Zhao, Blowup of smooth solutions to the full compressible MHD system with compact density [J], Kinetic and Related Models, 7(1) (2014), 195-203. (SCI) Baoquan Yuan, Xiaokui Zhao, Blowup criteria for the 2D full compressible MHD system [J], Applicable Analysis, 93 (2014), 1339-1357. (SCI) Baoquan Yuan, Rui Li, The blowup criterion of a smooth solution to the incompressible viscoelastic flow [J], Journal of Mathematical Analysis and Applications, 406(2013), 158-164.(SCI) Baoquan Yuan, Fengping Li, Regularity criteria of axisymmetric solutions to the 3D magnetohydrodynamic equations [J], Acta Mathematicae Applicatae Sinica, English Series, 29(2)(2013), 289-302. (SCI) Baoquan Yuan, Note On the blowup criterion of smooth solution to the incompressible viscoelastic flow [J], Discrete and Continuous Dynamical System, 33(5)(2013), 2211-2219. (SCI) Ô­±£È«£¬ÂíÀö£¬´Å΢¼«Á÷Ìå·½³ÌÔÚÁÙ½çSobolev¿Õ¼ä½âµÄ½¥½øÐÔÖÊ£¬ºÓÄÏÀí¹¤´óѧѧ±¨(×ÔÈ»¿ÆÑ§°æ) [J], 32 (6) (2013), 772-776. (±±¾©´óѧºËÐÄ) Áõ¾ê£¬Ô­±£È«£¬SobolevµÈ¼ÛÄ£¶¨ÀíÔÚÆ«Î¢·Ö·½³ÌÖеÄÓ¦Óà [J]£¬ºÓÄϿƼ¼Ñ§ÔºÑ§±¨£¬41 (1) (2013), 56-58. Ö컪£¬Ô­±£È«£¬Èýά´Å΢¼«Á÷Ìå·½³Ì×éÈõ½âµÄѹÁ¦ÕýÔòÐÔ×¼Ôò [J]£¬ÔÆÄÏ´óѧѧ±¨£¬34£¨5£©(2012)£¬503-509. CSCDºËÐÄ Ö컪£¬Ô­±£È«£¬Èýά´Å΢¼«Á÷Ìå·½³ÌÈõ½âµÄÕýÔòÐÔ [J]£¬Ó¦ÓÃÊýѧ£¬ISSN 1001-9847,µÚ25¾íµÚ2ÆÚ£¬2012Ä꣬288-294. CSCDºËÐÄ Ë夵¤£¬Ô­±£È«£¬¿ÉѹËõ´ÅÁ÷Ìå·½³Ì×éµÄÏÔʽ±¬ÆÆ½â [J]£¬É½¶«´óѧѧ±¨£¬2012Ä꣬µÚ47¾íµÚ2ÆÚ£¬26-51. CSCDºËÐÄ ±ß¶«·Ò£¬Ô­±£È«£¬ ¹ãÒåNavier-Stokes·½³ÌÈõ½âµÄÕýÔòÐÔ [J]£¬ÊýѧÎïÀíѧ±¨£¬2011Ä꣬31A(6)£¬1601-1609. CSCDºËÐÄ ÑÖСÀö£¬Ô­±£È«£¬Å·À­·½³ÌµÄÏÔʽ±¬ÆÆ½â [J]£¬É½¶«´óѧѧ±¨£¬ 2011Ä꣬46(12)£¬104-107,119¡£CSCDºËÐÄ Dongfen Bian, Baoquan Yuan, Yue Hu, A Blow-up criterion for the 3-D compressible Navier-Stokes equations, International Conference on Information Science and Technology, March 26-28, 2011 Nanjing, Jiangsu, China, 1098-1102. ( EIÊÕ¼) ±ß¶«·Ò£¬Ô­±£È«£¬¿ÉѹËõ´ÅÁ÷Ìå·½³Ì×éÕûÌåÈõ½âµÄ²»´æÔÚÐÔ [J]¡£É½¶«´óѧѧ±¨£¬ 2011Ä꣬46(4)£¬42-48+56¡£CSCDºËÐÄ Dongfen Bian, Baoquan Yuan, Well-posedness in super critical Besov spaces for the compressible MHD equations [J], Int. J. Dynamical Systems and Differential Equations, 3(3)(2011),383-399. ( EIÊÕ¼) Baoquan Yuan, On the regularity criteria of weak solutions to the micropolar fluid equations in Lorentz space [J]£¬Proceedings of American Mathematical Society, 138 (2010), 2025-2036. (SCIÊÕ¼) Baoquan Yuan, Regularity of weak solutions to magneto-micropolar fluid wquations [J], Acta Mathematica Scientia ÊýѧÎïÀíѧ±¨Ó¢Îİæ£¬2010£¬30B(5):1469-1480 (SCIÊÕ¼) Baoquan Yuan, Regularity condition of solutions to the quasi-geostrophic equations in Besov spaces with negative indices [J], Acta Mathematicae Applicatae Sinica, English Series, 26(3)(2010), 381-386 (SCIÊÕ¼) Ô­±£È«£¬ Boussinesq ·½³Ì×éÔÚBesov ¿Õ¼äÖоֲ¿½â´æÔÚÐÔºÍÑÓÍØ×¼Ôò [J]£¬Êýѧѧ±¨ÖÐÎİæ£¬Vol. 53(3)(2010)£¬455-468. CSCDºËÐÄ Àî·ïƼ£¬Ô­±£È«£¬¹ãÒå´ÅÁ÷Ìå·½³Ì×éµÄ½âµÄÕýÔò×¼Ôò [J]£¬¸ßУӦÓÃÊýѧѧ±¨£¬25 (3) (2010), 319-325¡£CSCDºËÐÄ


Ïà¹Ø»°Ìâ/Á÷ÌåÁ¦Ñ§ Êýѧ ɽ¶« ÎïÀí ¿Õ¼ä

  • ÁìÏÞʱ´ó¶îÓÅ»Ýȯ,Ïí±¾Õ¾Õý°æöλÔÓéÀֵǼÈë¿ÚÏÂÔØöλÔÓéÀÖ¹Ù·½appÏÂÔØ!
    ´ó¶îÓÅ»Ýȯ
    ÓÅ»ÝȯÁìÈ¡ºó72СʱÄÚÓÐЧ£¬10ÍòÖÖ×îÐÂöλÔÓéÀֵǼÈë¿ÚÏÂÔØ¿¼Ö¤Ààµç×Ó´òÓ¡öλÔÓéÀÖ¹Ù·½appÏÂÔØÈÎÄãÑ¡¡£º­¸ÇÈ«¹ú500ÓàËùԺУöλÔÓéÀÖ¹Ù·½appÏÂÔØöλÔÓéÀֵǼÈë¿ÚÏÂÔØ¿Î¡¢200¶àÖÖÖ°Òµ×ʸñöλÔÓéÀֵǼÈë¿ÚÏÂÔØ¡¢1100¶àÖÖ¾­µä½Ì²Ä£¬²úÆ·ÀàÐͰüº¬µç×ÓÊé¡¢Ìâ¿â¡¢È«Ì×öλÔÓéÀÖ¹Ù·½appÏÂÔØÒÔ¼°ÊÓÆµ£¬ÎÞÂÛÄúÊÇöλÔÓéÀÖ¹Ù·½appÏÂÔØ¸´Ï°¡¢¿¼Ö¤Ë¢Ì⣬»¹ÊÇ¿¼Ç°³å´ÌµÈ£¬²»Í¬ÀàÐ͵IJúÆ·¿ÉÂú×ãÄúѧϰÉϵIJ»Í¬ÐèÇó¡£ ...
    öλÔÓéÀֵǼÈë¿ÚÏÂÔØÓÅ»Ýȯ ±¾Õ¾Ð¡±à FreeÒ¼°Û·ÖÑ§Ï°Íø 2022-09-19
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-½¯µÀ½¨
    µ¼Ê¦ÐÕÃû£º½¯µÀ½¨ÐÔ±ð£ºÈËÆøÖ¸Êý£º214ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:³¤ÆÚ´ÓÊÂÏȽø³£¹æÎäÆ÷ÑÐÖÆ£¬×éÖ¯Á˶àÏîÖØµãÎäÆ÷ÐͺÅÑо¿¹¤×÷£¬Ä¿Ç°Ö÷Òª´ÓÊÂÕ¨Ò©¼°ÆäÓ¦Óá¢ÏȽøµ¯Ò©¹¤³Ì¡¢ÖØ´ó×°±¸Ñо¿µÈ¹¤×÷¡£¸ºÔð¹ú¼Ò¿Æ¼¼ÖØ´óרÏî¿ÎÌâ1ÏÖصã×°±¸Ñо¿£¨ÑÐ ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-Íõ½¨»ª
    µ¼Ê¦ÐÕÃû£ºÍõ½¨»ªÐÔ±ð£ºÈËÆøÖ¸Êý£º152ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£ºÑо¿ÁìÓò£º¸ß·Ö×Ó²ÄÁÏÑо¿ÁìÓò£º¸ß·Ö×Ó²ÄÁÏ[ÊÕÆð]¸öÈ˼òÊö:ËÄ´¨Ê¡Ñ§Êõ¼¼Êõ´øÍ·È˺ó±¸ÈËÑ¡¡£±¬Õ¨¿ÆÑ§Óë¼¼Êõ¹ú¼ÒÖØµãʵÑéÊÒ£¨±±¾©Àí¹¤´óѧ£©¡¢ÏȽøÌØÖÖ²ÄÁÏÖÆ±¸¼Ó¹¤Ð¼¼Êõ½ÌÓý²¿ÖصãʵÑé ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-Àî¾´Ã÷
    µ¼Ê¦ÐÕÃû£ºÀî¾´Ã÷ÐÔ±ð£ºÈËÆøÖ¸Êý£º112ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:ÏÖÈÎÈýËù¿Æ¼¼Î¯¸±Ö÷ÈΡ¢Ñо¿Ô±¡£Ö÷Òª´ÓʲÄÁÏÎïÀíÐÔÄܱíÕ÷¡¢²ÄÁϼ°²¿×é¼þ»·¾³ÊÊÓ¦ÐÔ¡¢²ÄÁϼ°²¿×é¼þ¿â´æÓÐЧÐÔ¼°ÊýֵģÄâ¼¼ÊõÑо¿¹¤×÷¡£ÔøÏȺó»ñ¹ú¼Ò¿Æ¼¼½ø²½¶þµÈ½±Ò»Ïî¡¢¾ü¶Ó¼¶ ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-ÀîÃ÷
    µ¼Ê¦ÐÕÃû£ºÀîÃ÷ÐÔ±ð£ºÈËÆøÖ¸Êý£º114ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:2008Äê»ñ¹ú¼ÒÁôѧ»ù½ð×ÊÖú£¬ÔÚ½£ÇÅ´óѧ¿¨ÎĵÏÐíʵÑéÊÒ½øÐС°µ¥¾§¹èÔÚ½Ó´¥ÔغÉϵĽṹÏà±ä¡±µÄÑо¿¹¤×÷¡£Íê³ÉÒ»Ïî×ÔÈ»¿ÆÑ§ÇàÄê»ù½ð£»ÁªºÏ²ÎÓëÒ»Ïî¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ðÖØµãÏîÄ¿¡£ ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-ºÎ±Ì
    µ¼Ê¦ÐÕÃû£ººÎ±ÌÐÔ±ð£ºÈËÆøÖ¸Êý£º108ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£ºÑо¿ÁìÓò£ºº¬ÄܲÄÁÏÊýֵģÄâÑо¿£»ÐÂÐÍÆð±¬Óëµã»ð¼¼ÊõÑо¿£»Õ¨Ò©¼°Ïà¹Ø²¿¼þ°²È«ÐÔÄÜÑо¿ÓëÆÀ¹À¡£Ñо¿ÁìÓò£ºº¬ÄܲÄÁÏÊýֵģÄâÑо¿£»ÐÂÐÍÆð±¬Óëµã»ð¼¼ÊõÑо¿£»Õ¨Ò©¼°Ïà¹Ø²¿¼þ°²È«ÐÔÄÜÑо¿ÓëÆÀ ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-µË½¨¹ú
    µ¼Ê¦ÐÕÃû£ºµË½¨¹úÐÔ±ð£ºÈËÆøÖ¸Êý£º107ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£ºÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:ÏÖÖ÷Òª´ÓʾۺÏÎ﹦ÄÜ΢Çò£¬¸´ºÏ²ÄÁÏ£¬ÄÉÃײÄÁϵÄÖÆ±¸¼°ÐÔÄÜÑо¿£¬ÔÚ¹úÄÚÍâÆÚ¿¯·¢±íÂÛÎÄ70ÓàÆª¡£ÉêÇë8ÏîÖйúרÀû£¨ÒÑÊÚȨ3Ï£¬1ÏîÃÀ¹úרÀû£¨ÒÑÊÚȨ3Ï£¬2Ïî¼¼Êõ³É¹û ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-Äô¸£µÂ
    µ¼Ê¦ÐÕÃû£ºÄô¸£µÂÐÔ±ð£ºÈËÆøÖ¸Êý£º107ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£º²©µ¼ÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:³Ðµ£¹ú·À973¿ÎÌâÒ»Ïî¡¢²¿¼¶Öصã¿ÎÌâ¶àÏ³Ðµ£×ÔÈ»¿ÆÑ§»ù½ðÒ»ÏÁªºÏ²ÎÓë¶àÏî¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ðÑо¿¡£ÏÖÖ÷Òª´ÓÊÂÄÉÃ׺¬ÄܲÄÁÏ¡¢ÄÉÃׯ÷¼þÉè¼Æ¡¢º¬ÄܲÄÁϽṹÓëÐÔÄܵÈÑо¿ ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-Àî½ðɽ
    µ¼Ê¦ÐÕÃû£ºÀî½ðɽÐÔ±ð£ºÈËÆøÖ¸Êý£º86ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£º²©µ¼ÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:½­Î÷ÍòÄêÏØÈË,1985µ½1992ÄêÔÚËÄ´¨´óѧ»¯Ñ§ÏµÍê³É±¾¿ÆºÍ˶ʿ½×¶ÎµÄѧϰ£¬Í¬Äê·ÖÅäµ½»¯¹¤²ÄÁÏÑо¿Ëù¹¤×÷¡£2000»ñÄϾ©Àí¹¤´óѧ²ÄÁÏѧöλÔÓéÀֵǼÈë¿ÚÏÂÔØ²©Ê¿Ñ§Î»£¬2000-20 ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • Öйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)öλÔÓéÀÖ¹Ù·½appÏÂÔØÑо¿Éúµ¼Ê¦¼ò½é-ÁúÐÂÆ½
    µ¼Ê¦ÐÕÃû£ºÁúÐÂÆ½ÐÔ±ð£ºÈËÆøÖ¸Êý£º77ËùÊôԺУ£ºÖйú¹¤³ÌÎïÀíÑо¿Ôº(»¯¹¤²ÄÁÏÑо¿Ëù)ËùÊôԺϵ£ºÖ°³Æ£ºÑо¿Ô±µ¼Ê¦ÀàÐÍ£º²©µ¼ÕÐÉúöλÔÓéÀֵǼÈë¿ÚÏÂÔØ£º¸öÈ˼òÊö:Öйú¹¤³ÌÎïÀíÑо¿ÔºÑо¿Éú²¿²©Ê¿Éúµ¼Ê¦£»±±¾©Àí¹¤´óѧ¼æÖ°²©Ê¿Éúµ¼Ê¦¡£ÏíÊÜÕþ¸®ÌØÊâ½òÌù¡£ÈÙ»ñ¡°Öйú¿ÆÐ­ÇóÊǽܳöÇàÄêʵÓù¤³Ì½±¡±¡¢¡°È«¹úÊ®´ó½Ü³öÇàÄꡱµÈ¶àÏîÈÙÓþ³ÆºÅ¡£2 ...
    ±¾Õ¾Ð¡±à FreeöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-27
  • 2019½ì±¾¿ÆË«·ÇÒ»Ö¾Ô¸Éϰ¶É½¶«´óѧººÓï¹ú¼Ê½ÌÓýר˶
    ´ó¼ÒºÃ£¬±¾ÈËÒѱ»É½¶«´óѧººÓï¹ú¼Ê½ÌÓýר˶һ־ԸÄâ¼È¡£¬½ñÌìÔÚÕâÀï×öÒ»¸ööλÔÓéÀÖ¹Ù·½appÏÂÔØµÄ·ÖÏí£¬Ö÷Òª°üÀ¨ÔñУ£¬±¸¿¼¹ý³ÌºÍ¸´ÊÔÈý²¿·Ö¡£ Ê×ÏÈ£¬ÎÒ¼òµ¥ËµÒ»ÏÂöλÔÓéÀÖ¹Ù·½appÏÂÔØ³É¼¨£¬³õÊÔ384·Ö£¬¸´ÊÔ87.13·Ö£¬ÒÔµÚËÄÃûµÄ³É¼¨±»É½¶«´óѧººË¶Ò»Ö¾Ô¸Â¼È¡¡£ ÎÒÊǺÜÔç¾ÍÓÐÁËÒªöλÔÓéÀÖ¹Ù·½appÏÂÔØµÄÄîÍ·£¬±È½ÏÈ·¶¨Òª¿¼±¾öλÔÓéÀֵǼÈë¿ÚÏÂÔØ£¬ËùÒÔÖ»ÐèÒª¿¼ÂÇÔñУµÄÎÊ ...
    ʱÍûÊæ öλÔÓéÀÖ¹Ù·½appÏÂÔØ¼ÓÓÍÕ¾ 2019-05-26
  • 2020öλÔÓéÀÖ¹Ù·½appÏÂÔØÊýѧÏßÐÔ´úÊý֪ʶµã½âÎö»ã×Ü
    2020öλÔÓéÀÖ¹Ù·½appÏÂÔØÊýѧÏßÐÔ´úÊý֪ʶµã½âÎö»ã×Ü
    ÐòºÅ ÏßÐÔ´úÊý֪ʶµã½âÎö öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 1 ¾ØÕó³Ë·¨·½¿é·¨Ôò öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 2 n½×¾ØÕó·½ÃݺͶàÏîʽ öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 3 ¾ØÕó³Ë·¨ öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 4 ¿ËÀ³Ä··¨Ôò öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 5 ÐÐÁÐʽ»¯Áã½µ½×·¨ öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 6 2½×ºÍ3½×ÐÐÁÐʽ¼ÆËã öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 7 ¾ØÕóÏûÔª·¨ öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 8 ½×ÌÝÐξØÕó öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 9 n½×¾ØÕóÓ뼸¸öÌØÊâ¾ØÕó öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 10 ÏßÐÔÔËËãºÍתÖà öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 11 ¾ØÕó·Ö½â öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ 12 ³Ë»ý¾ØÕóµÄÏòÁ¿ öλÔÓéÀÖ¹Ù·½appÏÂÔØÏÂÔØ ...
    ±¾Õ¾Ð¡±à Ãâ·ÑöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-26
  • 2020öλÔÓéÀÖ¹Ù·½appÏÂÔØÄѶȸߵÄԺУ·ÖÎö֮ɽ¶«´óѧ
    ¡¡¡¡É½¶«£ºÉ½¶«´óѧ¡¡¡¡É½¶«´óѧÊǹú¼Ò211¹¤³Ì¡¢985¹¤³ÌÖØµã½¨Éè¸ßУ£¬¹ú¼Ò32Ëù¸±²¿¼¶´óѧ֮һ¡£ÊôÓÚ111¼Æ»®¡¢Öé·å¼Æ»®¡¢2011¼Æ»®¡¢×¿Ô½¹¤³Ìʦ½ÌÓýÅàÑø¼Æ»®¡¢×¿Ô½·¨ÂÉÈ˲ŽÌÓýÅàÑø¼Æ»®¡¢Ê×ÅúµØ·½Á¢·¨Ñо¿ ...
    ±¾Õ¾Ð¡±à Ãâ·ÑöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-05-26
  • Öйú¿ÆÑ§ÔºÎïÀí»¯Ñ§öλÔÓéÀÖ¹Ù·½appÏÂÔØ±Ê¼Ç
    Öйú¿ÆÑ§ÔºÎïÀí»¯Ñ§öλÔÓéÀÖ¹Ù·½appÏÂÔØ±Ê¼Ç
    .. ...
    ±¾Õ¾Ð¡±à Ãâ·ÑöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-04-14
  • Î÷°²½»Í¨´óѧÁ÷ÌåÁ¦Ñ§¿ÎºóϰÌâ´ð°¸
    Ò»¡¢ Ñ¡ÔñÌâ(ÂÔ) ¶þ¡¢ ÅжÏÌâ(ÂÔ) Èý¡¢ ¼ò´ðÌâ 1.µÈÑ¹ÃæÊÇË®Æ½ÃæµÄÌõ¼þÊÇʲô£¿ :¢ÙÁ¬Ðø½éÖÊ ¢Ú ͬһ½éÖÊ ¢Û µ¥Ò»ÖØÁ¦×÷ÓÃÏÂ. 2. ͬһÈÝÆ÷ÖÐ×°Á½ÖÖÒºÌ壬ÇÒ £¬ÔÚÈÝÆ÷²à±Ú×°ÁËÁ½¸ù²âѹ¹Ü¡£ÊÔÎÊ£ºÍ¼ÖÐËù±êÃ÷µÄ²âѹ¹ÜÖÐÒºÃæÎ»ÖöÔÂð£¿ÎªÊ²Ã´£¿ ½â£º²»¶Ô£¬£¨ÓÒ²âѹ¹ÜÒºÃæÒªµÍһЩ£¬´ÓµãѹǿµÄ´óС·ÖÎö£© 3. ͼÖÐ ...
    ±¾Õ¾Ð¡±à Ãâ·ÑöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-04-14
  • ÎïÀíѧµÚÎå°æ¸ßµÈ½ÌÓý³ö°æÉçÂíÎÄεϰÌâ½â´ð
    ÎïÀíѧµÚÎå°æ¸ßµÈ½ÌÓý³ö°æÉçÂíÎÄεϰÌâ½â´ð
    Á´½Ó£ºhttps://pan.baidu.com/s/1lu0y52p3jzYlXDhxdLajeQ ÌáÈ¡Â룺s7o9 ¸´ÖÆÕâ¶ÎÄÚÈݺó´ò¿ª°Ù¶ÈÍøÅÌÊÖ»úApp£¬²Ù×÷¸ü·½±ãŶ ...
    ±¾Õ¾Ð¡±à Ãâ·ÑöλÔÓéÀÖ¹Ù·½appÏÂÔØÍø 2019-04-13
öλÔÓéÀÖ(xinhui)¹Ù·½ÍøÕ¾_öλÔÓéÀÖappÏÂÔØÈë¿Ú