Ò¼ºÅÓéÀÖAPP

¹ØÓÚ¾ÙÐÐѧÊõ½²×ùµÄ֪ͨ

Ðû²¼Ê±¼ä£º £º£º 2020-11-03

½²×ùÈË£º £º£º Ö쳤½­½ÌÊÚ£¬£¬¹ú¼ÒÓÅÒìÇàÄê»ù½ð»ñµÃÕß

½²×ùÎÊÌâÒ»£º £º£º»ù½ðÉ걨֮ÎÒ¼û

ʱ¼ä£º £º£º2020Äê11ÔÂ10ÈÕ ÉÏÎç 9:00-10:30

½²×ùÎÊÌâ¶þ£º £º£º Hsiao-Liu correction functions and their applications

ʱ¼ä£º £º£º2020Äê11ÔÂ10ÈÕ ÉÏÎç 10:30-12:00

ËùÔÚ£º £º£ºÊýѧÓëÅÌËã¿ÆÑ§Ñ§ÔºÎ¢¸ñÊÒ£¨1205£©


ѧ¿ÆÓë¿Æ¼¼£¨Éç¿Æ£©¿ªÕ¹ÖÐÐÄ

ÊýѧÓëÅÌËã¿ÆÑ§Ñ§Ôº

2020Äê11ÔÂ3ÈÕ


½²×ùÈ˼ò½é£º £º£ºÖ쳤½­£¬£¬²©Ê¿£¬£¬»ªÄÏÀí¹¤´óѧÊýѧѧԺ½ÌÊÚ£¬£¬²©Ê¿Éúµ¼Ê¦£¬£¬ÏíÊܹúÎñÔºÕþ¸®ÌØÊâ½òÌù£¬£¬¹ú¼ÒÓÅÒìÇàÄê»ù½ð»ñµÃÕߣ¬£¬½ÌÓý²¿¸ßµÈѧУÊýѧÀà½Ìѧָµ¼Î¯Ô±»áίԱ£¬£¬½ÌÓý²¿¡°Á¢ÒìÍŶӿªÕ¹ÍýÏ롱¡¢¡¢¡¢¹ú¼Ò×ÔÈ»¿ÆÑ§»ù½ðÖØµãÏîÄ¿¡¢¡¢¡¢¹ú¼Ò¼¶½ÌѧÍŶӡ¢¡¢¡¢¹ú¼Ò¼¶¾«Æ·¿Î³ÌºÍ¹ú¼Ò¼¶¾«Æ·×ÊÔ´¹²Ïí¿Î³ÌÈÏÕæÈË£¬£¬ÌìÏÂ°ÙÆªÓÅÒ첩ʿѧλÂÛÎÄÖ¸µ¼Î÷ϯ¡£¡£Ö÷³ÖÍê³ÉµÄÑо¿Ð§¹û»ñ½ÌÓý²¿×ÔÈ»¿ÆÑ§¶þµÈ½±£¬£¬½ÌѧЧ¹ûÁ½´Î»ñ¹ú¼Ò¼¶½ÌѧЧ¹û¶þµÈ½±¡£¡£2012Äê±»ÆÀΪÌìÏÂÓÅÒì¿Æ¼¼ÊÂÇéÕß¡£¡£


±¨¸æÒ»ÄÚÈݼò½é£º £º£º±¨¸æ·ÖÎå¸ö·½Ã棺 £º£º1. ǰÑÔ£º £º£º½éÉÜ»ù½ðÉ걨µÄ»ù±¾ÇéÐΣ»2. ׫дÉ걨Ê飬£¬Ö÷Òª½éÉÜÔõÑù׫дһ·ÝºÃµÄÉ걨Ê飻3. ±£´æµÄÖ÷ÒªÎÊÌ⣻ 4. ËûÈ˵ÄÉ걨ÂÄÀúÓëÌå»á·ÖÏí£» 5. ÆäËüÏà¹Ø×¢ÖØÊÂÏî¡£¡£


±¨¸æ¶þÄÚÈݼò½é£º £º£ºHsiao-Liu correction functions were first introduced to show that the solutions of a system of hyperbolic conservationlaws with damping time-asymptotically tend to the nonlinear diffusion waves governed by the classical Darcy's law.

   In this talk, we will review the derivation process of the Hsiao-Liu correction functions and summarize the idea of constructing the correction functions.Later, we will enumerate some applications of the Hsiao-Liu correction functions in various models.


¡¾ÍøÕ¾µØÍ¼¡¿