רÀûÃû³Æ£ºÓÃÓÚÈȽ»»»ÏµÊý²â¶¨µÄ×°Öü°Ïà¹Ø·½·¨
¼¼ÊõÁìÓò£º
±¾·¢Ã÷¹ØÓÚÓÃÓڲⶨÈȽ»»»ÏµÊýµÄ×°Öü°Ïà¹Ø·½·¨¡£
±³¾°¼¼Êõ£º
ÔÚÎïÀíѧÁìÓòÖУ¬Á˽âÔڹܼþÖÐÁ÷¶¯µÄÁ÷ÌåÓë¹Ü¼þ±Ú¼äµÄÈȽ»»»ÏµÊý£¬ÊǼÆËãÁ÷ÌåÓë±Ú¼äÈȽ»»»µÄ±ØÒªÑ¶Ï¢¡£ÔÚ¹¤ÒµÁìÓòÖУ¬ÈȽ»»»ÏµÊýÔÚÉè¼ÆÉϳ£ÓÃÓÚÁ¿¶ÈÈȽ»»»µÄ±íÃæÒÔ¼°¼ÆËãÁ÷Ìå´«Ë͵ÄÈȹ¦ÂÊÁ¿¡£ÔÚ¼ì²âÖУ¬Á˽âÈȽ»»»ÏµÊý¿ÉÏÔʾ¹ÊÕϵÄÌØÕ÷£¬ÀýÈç¸ÉÔï×÷ÓÃʵÀýµÄÏÔÏÖ¡¢¿×ѨµÄÏÔÏÖ£¬»ò·Ç¿ÉÄýÆøÌåµÄ´æÔÚ¡£ÈȽ»»»ÏµÊý²¢·ÇÖ±½ÓÀûÓô«¸ÐÆ÷²âÁ¿¡£ÎªÁ˲âÁ¿ÈȽ»»»ÏµÊý£¬Ê¹ÓÃÊýѧ½»»»Ïà¹ØÐÔÄ£ÐÍ(¿Æ¿¨²®¶÷(Colburn)¡¢µÏͼ˹-±´¶ûÌØ(Dittus-Bolter)»òÂÞÊ¥ºÀ(Rosenhow)Ä£ÐÍ)£¬ËùÊöµÄÊýѧ½»»»Ïà¹ØÐÔÄ£ÐÍÒªÇóÁ˽âÁ÷ÌåµÄÈô¸ÉÌØÐÔ£¬¾ÙÀýÀ´Ëµ£¬ÀýÈçËÙ¶È¡¢ð¤¶È¡¢ÎÂ
fiF¾ø¾ø /ÓÖ´ç´ç¡£ÔÚÀûÓÃÏà¹ØÐÔÄ£ÐÍ»ñµÃÈȽ»»»ÏµÊýÖдæÔÚµÄÀ§ÄÑÐÔ»ò²»¿ÉÄÜÐÔ£¬±»ÏÔÏÖÓÚÐí¶à¹¤ÒµÓ¦ÓÃÖУ¬¾ÙÀý¶øÑÔ£¬ÀýÈçµ±Ò»±ÚÃæ¶Ô¿Éµ¼Ö¸ÉÔï×÷ÓõÄÁ÷ÌåÐýÎÐʱ£¬ÀýÈç¾ßÓм«´óζȲîÒì(ÈÈÆ£ÀÍ)µÄÍ͝Á÷ÌåµÄ²ôºÏÎï¡¢·Ç¿ÉÄýÆøÌåµÄ´æÔÚ¡¢ÆæÒìµãµÄ´æÔÚ¡£±¾·¢Ã÷µÄÓÃÓÚ²âÁ¿ÈȽ»»»ÏµÊýµÄ×°Öü°Ïà¹Ø·½·¨ÒÔÌØ±ðÓÐÀûµÄ·½Ê½Ó¦¶Ô½»»»Ïà¹ØÐÔÄ£ÐÍËù²»ÊÊÓõĹ¤ÒµÓ¦Óá£ÀûÓÃÄÚ²¿ÓÐÁ÷ÌåÁ÷¶¯µÄ¹Ü¼þ²âÁ¿ÈÈÁ÷µÄϵͳ£¬ÔÚ±¾·¢Ã÷µÄÒ»°ã¼¼Êõ±³¾°ÖÐÒ²ÊÇÒÑÖªµÄ£¬ÆäÖйܼþÖÐÓÐÁ÷ÌåÁ÷¡£È»¶ø£¬ÕâЩϵͳ²¢·ÇÓÃÓڲⶨÈȽ»»»ÏµÊýµÄϵͳ¡£·¨¹úרºÌIjÉêÇë°¸ FR 2 266 869£¬·¢Ã÷Ãû³ÆÎª¡¸Appareil de me sure de 1 ¡®encrassement d'une surface metallique acourant de liquid(ºÌÓÃÒºÌå¡¢Á÷Ðë|JÁ¿½ðÊô±íÃæÎÛȾÎïµÄ×°ÖÃ)¡¹£¬½Ò¶´ËÖÖϵͳ¡£ÆäÖн«Ï£ÍûÓÃÓÚ²âÁ¿±íÃæÎÛȾÎïµÄ½ðÊô²¿¼þ²åÈë¹Ü¼þ±ÚÄÚ£¬Ê¹±»ÎÛȾµÄ½ðÊô±íÃæÓëÔڹܼþÖÐÑ»·µÄÒºÌå½Ó´¥£¬ÇÒʹλÔÚ±»ÎÛȾ±íÃæ¶ÔÃæµÄ½ðÊô±íÃæÓë¼ÓÈȸò¿¼þµÄ¼ÓÈȵç×èÆ÷½Ó´¥¡£Á½¸öζȴ«¸ÐÆ÷±»¶¨Î»ÓÚ½ðÊô²¿¼þÖУ¬Ò»¸ö¿¿½ü¼ÓÈȵç×èÆ÷ÇÒÁíÒ»¸ö¿¿½üÒºÌ壬½«Ò»¸öµÚÈý´«¸ÐÆ÷¶¨Î»ÔÚÒºÌåÖУ¬¿¿½ü±íÃæ¡£¶¨Î»ÔÚ½ðÊô²¿¼þÖеÄÁ½¸öζȴ«¸ÐÆ÷£¬²âÁ¿´æÔÚÓڱ鼰½ðÊô²¿¼þÈ«²¿ºñ¶ÈµÄζȲÓÉ´ËÏÔʾͨ¹ý¼ÓÈȵç×èÆ÷Ôö¼ÓÈÈÄܵÄÌØÕ÷¡£¶¨Î»ÓÚÒºÌåÖеÄζȴ«¸ÐÆ÷²âÁ¿½Ó½ü½ðÊô±íÃæµÄÒºÌåµÄζȡ£ÎÛȾÎïµÄÈȵç×èÇÒÒò¶øÎÛȾÎï±¾ÉíÊÇÓɽðÊô²¿¼þÓëÁ÷Ìå¼äµÄζȲâÁ¿Öµ²îÒìÍÆÑܶøÀ´¡£´ËÀà×°Öò¢·ÇÈȽ»»»ÏµÊý×°Öá£Êµ¼ÊÉÏ£¬ÈȽ»»»ÏµÊý±»±»¶¯µØ²âÁ¿£¬Ò²¾ÍÊÇ˵£¬Ã»ÓÐÈκθÉÈŲâÁ¿µÄÈȵÄÍⲿÌí¼Ó¡£³ý´ËÖ®Í⣬½øÐеIJâÁ¿ÓйؽðÊô²¿¼þÕû¸ö±íÃæµÄÎÛȾÎï¡£Òò´Ë»ñµÃ½ðÊô²¿¼þÕû¸ö±íÃæµÄÍêÕû²âÁ¿£¬¶ø·Ç¾Ö²¿²âÁ¿¡£ÔÚ´ËÖÖ²âÁ¿ÏµÍ³ÖУ¬Êìϰ´Ë¼¼ÊõÈËÊ¿Á˽⵽£¬¹ØÓÚ¸÷ÖÖ´«¸ÐÆ÷µÄλÖã¬ÖØÒªµÄÊÇa)¶¨Î»ÔÚ½ðÊô²¿¼þÖеÄÁ½¸ö²âÁ¿´«¸ÐÆ÷¶¼ÔÚÓë½ðÊô²¿¼þºñ¶ÈƽÐеÄÖáÉÏ£¬ÊǾ¡¿ÉÄܵØÔ¶Àë(ÒòΪһ¸ö²âÁ¿´«¸ÐÆ÷±ØÐë¿¿½ü¼ÓÈȵç×èÆ÷ÇÒÁíÒ»¸ö²âÁ¿´«¸ÐÆ÷±ØÐë¿¿½ü±»ÎÛȾ±íÃæ)£¬ÒÔ¼°b)¶¨Î»ÔÚÒºÌåÖеIJâÁ¿´«¸ÐÆ÷ÊÇ¿¿½ü±»ÎÛȾ±íÃæ¡£Òò´ËËùµÃµÄ²âÁ¿²¢·Ç¾Ö²¿²âÁ¿£¬¶øÊÇÍêÕû²âÁ¿¡£
·¢Ã÷ÄÚÈÝ
±¾·¢Ã÷¹ØÓÚÒ»ÖÖ×°Öã¬ÓÃÓÚÔÚÓëÁ÷Ìå½Ó´¥µÄ±Ú±íÃæµÄµã1\²â¶¨Á÷ÌåÓë±Ú¼äÈȽ»»»ÏµÊý£¬ËùÊö×°ÖõÄÌØÕ÷ÔÚÓÚ°üÀ¨Ò»Î¶ȲâÁ¿×°Öã¬Æä°üÀ¨Á½¸ö±Úδ«¸ÐÆ÷£¬ÆäÖеÚһζȴ«¸ÐÆ÷²âÁ¿ÔÚµãP1µÄ±ÚµÚһζÈÖµTa£¬ÇÒµÚ¶þζȴ«¸ÐÆ÷²âÁ¿ÔÚµãP2µÄ±ÚµÚ¶þζÈÖµ¦Ó¡£2£¬¸ÃµãP2ÔÚÓëµã´¦±íÃæ´¹Ö±µÄÖ±ÏßÉÏ´óÖÂÓëµã P1¶ÔÆëÇÒÆäÖеãP1½Ï¿¿½ü±Ú±íÃæ£¬ÒÔ¼°Ò»Á÷Ìåζȴ«¸ÐÆ÷£¬²âÁ¿ÔÚ´óÖÂÓëµãP1¼°P2¶ÔÆëµÄÁ÷ÌåµÄµãPfµÄÁ÷ÌåζÈÖµTF£¬ ÒÔ¼°Ò»¼ÆËãÆ÷£¬Æä°üÀ¨µÚÒ»ÊֶΣ¬ÓÃÓÚ×ÔζÈÖµTa¼°T¡£2¼ÆËã±ÚµÄζÈÖµTp¼°ÓÉÏÂÊö·½³Ìʽ»ñµÃµÄÈÈÁ÷ ¦µ ¦µ = -¦Ë grad(Tci-Tc2)£¬ÆäÖЦËΪ±Úµ¼ÈÈϵÊý£¬¼°µÚ¶þÊֶΣ¬ÓÃÓÚ×ÔÁ÷ÌåζÈTF¡¢Î¶ÈTp¼°ÈÈÁ÷¦µ¼ÆËãÒÔÏÂÊöÐÎʽ±íʾµÄÈȽ»»»ÏµÊýh = ¦µ/(Tf-Tp) ¦ÏζÈTpÊÇÀýÈç¸ù¾ÝÒÔʹÓÃÿһ˲ʱ²â¶¨µÄÁ÷¶¯Îª»ù´¡µÄÄæ½â·¨(reverse method)À´¼ÆËã¡£´Ë·½·¨ÊdzöÏÖÔÚ±êÌâΪ¡¸Êܵ½Î¶Ȳî¾à´óµÄ¶þÖÖÁ÷Ìå²úÉúµÄÍÄÁ÷Ó°ÏìµÄ T ÐÍ»ìºÏ¹ÜÖеÄÈȸººÉ²â¶¨(THERMAL LOAD DETERMINATION IN THE MIXING TEE IMPACTED BY A TURBULENT FLOW GENERATED BY TWO FLUIDS AT LARGE GAP OF TEMPERATURE)¡¹µÄÎÄÏ×ÖÐ(Olivier Braillard, Yvon Jarny, Guillaume Balmigere £»µÚ 13 ½ìºË¹¤ºÌ³Ê¹ú¼Ê»áÒ飻 ±±¾©£»Öйú£»2005 Äê 5 Ô 16 ÖÁ 20 ÈÕ£»ICONE 13-50361)¡£¸ù¾Ý±¾·¢Ã÷µÄÁíÒ»¸öÌØÕ÷£¬ËùÊöζȲâÁ¿×°ÖðüÀ¨µÚÈý±Úδ«¸ÐÆ÷£¬Æä²âÁ¿ÔÚ´óÖÂÓëµãPi¡¢P2¼°Pf¶ÔÆëµÄµãP3µÄ±ÚµÚÈýζÈTc3£¬ÆäÖеãP3±ÈµãP2¸üÔ¶ÀëµãIV±¾·¢Ã÷Òà¹ØÓÚÒ»ÖÖÔÚÓëÁ÷Ìå½Ó´¥µÄ±Ú±íÃæµÄµã²â¶¨Á÷ÌåÓë±Ú¼äÈȽ»»»ÏµÊýµÄ·½·¨£¬ÆäÌØÕ÷ÔÚÓÚ°üÀ¨²âÁ¿ÔÚµãP1µÄ±ÚµÚһζÈÖµTci£¬²âÁ¿ÔÚµãP2µÄ±ÚµÚ¶þζÈÖµTC2£¬ËùÊöµãP2ÔÚÓëµã´¦±íÃæ´¹Ö±µÄÖ±ÏßÉÏ´óÖÂÓëµãP1¶ÔÆë£¬ÆäÖеãP1×î¿¿½ü±Ú±íÃæ£¬²âÁ¿´óÖÂÓëµãP1¼°P2¶ÔÆëµÄÁ÷ÌåµÄµãPfµÄÁ÷ÌåζÈÖµTF£¬
ÓÉζÈÖµTci¼°Tc2¼ÆËã±ÚÎÂTP£¬¼ÆËãÈÈÁ÷¦µ£¬Ê¹µÃÂú×ãÏÂʽ¦µ = - ¦Ë grad (Tci-Tc2)£¬ÆäÖЦËΪ±Úµ¼ÈÈϵÊý£¬ÒÔ¼°
¼ÆËãÈȽ»»»ÏµÊýh£¬Ê¹µÃÂú×ãÏÂʽh = ¦µ/(Tf-Tp) ¦Ï¸ù¾Ý±¾·¢Ã÷·½·¨µÄÁíÒ»ÌØÕ÷£¬ÔÚ´óÖÂÓëµãPpP2¼°Pf¶ÔÆëµÄµãP3½øÐеÚÈý±ÚβâÁ¿Tra£¬ÆäÖеãP3±ÈµãP2¸üÔ¶ÀëµãPN£¬ÇÒÆäÖÐζÈTraΪÓÃ×÷¼ÆËãÈȽ»»»ÏµÊýµÄ±ß½çÌõ¼þµÄζÈÖµ¡£±¾·¢Ã÷ÊÇÒÔͨ¹ýÓйØÑ¶ºÅ´¦ÀíËã·¨µÄÔʼ´«¸ÐÆ÷µÄ±ÚÖм°Á÷ÌåÖо«È·¾Ö²¿Î¶ȲâÁ¿Îª»ù´¡£¬ËùÊöµÄѶºÅ´¦ÀíËã·¨¼ÆËãÒ»×éÎïÀíÁ¿ÇÒͨ¹ý´ËÊֶβⶨ±ÚÓëÁ÷Ìå¼äµÄ¾Ö²¿ÊµÑéÐÔÈȽ»»»ÏµÊý¡£
±¾·¢Ã÷µÄÆäËüÌØÕ÷¼°Óŵ㽫Ôڲο¼¸½Í¼ÔĶÁ½Ï¼ÑʵʩÀýʱÏÔÏÖ£¬ÔÚËùÊö¸½Í¼ÖÐͼ1´ú±í¸ù¾Ý±¾·¢Ã÷µÄÓÃÓڲⶨÈȽ»»»ÏµÊý×°ÖõÄζȲâÁ¿×°ÖÃÐγɲ¿¼þµÄµÚһʵʩÀýºáµÄ¶ÏÃæÍ¼£»Í¼2´ú±í¸ù¾Ý±¾·¢Ã÷µÄÓÃÓڲⶨÈȽ»»»ÏµÊý×°ÖõÄζȲâÁ¿×°ÖÃÐγɲ¿¼þµÄµÚ¶þʵʩÀýµÄºá¶ÏÃæÍ¼£»Í¼3´ú±í¸ù¾Ý±¾·¢Ã÷µÄÓÃÓڲⶨÈȽ»»»ÏµÊý×°ÖõĸÅÀ¨Í¼£»Í¼4´ú±íͨ¹ý¸ù¾Ý±¾·¢Ã÷µÄÓÃÓڲⶨÈȽ»»»ÏµÊý×°ÖõÝË͵ÄÈȽ»»»ÏµÊý¹¦ÂÊÆ×ÃܶȵÄÒ»Àý¡£ÔÚËùÓи½Í¼ÖУ¬ÏàͬµÄ×é¼þ·ûºÅÖ¸Ã÷ÏàͬµÄ×é¼þ¡£
¾ßÌåʵʩÀý·½Ê½±¾·¢Ã÷½Ï¼ÑʵʩÀýµÄÏêϸ˵Ã÷ͼ1´ú±í¸ù¾Ý±¾·¢Ã÷µÄζȲâÁ¿×°ÖõĵÚһʵʩÀýµÄºá¶ÏÃæÍ¼¡£Î¶ȲâÁ¿×°ÖðüÀ¨¶¨Î»ÔÚ±ÚPµÄ¶þ¸öζȴ«¸ÐÆ÷Dl¡¢D2¼°¶¨Î»ÔÚÁ÷ÌåFÖеÄζȴ«¸ÐÆ÷DF¡£Î¶ȴ«¸ÐÆ÷DlÓëD2Äܹ»·Ö±ðÔڱڵĵãPlÓëP2È¡Ñùζȣ¬¼°Î¶ȴ«¸ÐÆ÷DFÄܹ»ÔÚÁ÷ÌåµÄµãPfÈ¡Ñùζȡ£Î¶ȴ«¸ÐÆ÷D1¡¢D2¼°DFÓÅÏȵØÊÇÈȵçż£¬ÆäµÈµÄÄ©¶Ë·Ö±ð¶¨Î»ÔÚµãP1J2¼°PF¡£µãP1J2¼°PfÓÅÏȵØÔÚµãIVÔÚÓë½Ó´¥Á÷ÌåµÄ±Ú±íÃæ´¹Ö±µÄÖ±ÏßÉÏ¶ÔÆë¡£Î¶ȴ«¸ÐÆ÷Dl¡¢D2¼°DFÊǶ¨Î»ÔÚ½Ó½ü±ÚPµÄ±íÃæ¡£Î¶ȴ«¸ÐÆ÷DF±»¶Ô×¼£¬Ê¹µÃÆäÃæÏòÁ÷ÌåFµÄÁ÷S¡£´æÔÚÓÚ±ÚPÖеÄÈȵçżDlÓëD2±»¸½½ÓÓÚÓɶþ°ëÔÂÐÎÌåL1¡¢L2ËùÐγɵÄÔ²ÖùÌå½á¹¹ÖУ¬ÇҴ˽ṹ±¾Éí±»¸½½ÓÓÚÖ÷Ìå1ÖС£µãPpP2¼°Pf±»¶ÔÆëËùÔڵĴ¹Ö±Ö±ÏßÓëÓɶþ°ëÔÂÐÎÌåLi¡¢L2ËùÐγɵÄÔ²ÖùÌå½á¹¹µÄÖáÖØµþ¡£ÈȵçżDFÃæÏòÁ÷±»¶ÔÆëÒÔÖÂÓÚ²»¸ÉÈÅÁ÷¡£ÈȵçżD1¡¢D2¼°DFµÄÖ±¾¶Ò»°ãÔÚ20¦Ì¦Ð¦ÉÓë200¦Ì¦Ð¦É¼ä¡£ÈȵçżµÄÖ±¾¶ÓÅÏȵصÈÓÚ25¦Ì¦Ð¦É¡£Ò»°ãÀ´Ëµ£¬ÈȵçżDFµÄÖ±¾¶ÊÇÏà¶ÔÓÚÓû´ïµ½µÄ½ØÖ¹ÆµÂÊÀ´Ñ¡Ôñ¡£ÈȵçżDFÊÇλÓÚÓë±ÚP±íÃæÏà¸ô¾àÀëdf´¦£¬Ò»°ãÔÚ¦©¦¯¦Ì¦Ð¦ÉÓëIcm¼ä£¬¾ÙÀýÀ´Ëµ£¬2000¦Ì¦Ð¦É¡£×î½Ó½üÁ÷ÌåµÄÈȵçżDlÊǶ¨Î»ÔÚÓë±ÚPµÄ±Ú±íÃæÏà¸ô¾àÀëdl´¦£¬Ò»°ãÊÇÔÚ10 ¦Ì mÓë3mm¼ä£¬¾ÙÀýÀ´Ëµ£¬ 300 ¦Ì m,ÇÒ×îÔ¶ÀëÁ÷ÌåµÄÈȵçżD2ÊǶ¨Î»ÔÚÓëPµÄ±Ú±íÃæÏà¸ô¾àÀëd2´¦£¬Ò»°ãÔÚ100 ¦Ì m ÓëIcm¼ä£¬¾ÙÀýÀ´Ëµ£¬500 ¦Ì m¡£Ò»°ã¶øÑÔ£¬´æÔÚÓÚÁ÷ÌåFÖеÄÈȵçżDF±ØÐëͬʱ³ä·ÖÔ¶ÀëÈȵçżDl¼°D2£¬ËùÊöÈȵçżÊÇλÔÚ±ÚPÄÚ£¬Ê¹µÃ²»¸ÉÈÅͨ¹ý±¾·¢Ã÷·½·¨Ö´ÐеÄÈÈÁ÷²âÁ¿(²Î¿´ÏÂÎÄÖвÎÕÕͼ3ÃèÊöµÄ·½·¨)£¬ÇÒ³ä·Ö¿¿½üÕâЩÏàͬµÄÈȵçż£¬Ê¹µÃÔÚÁ÷ÌåζȲâÁ¿Óë±ÚÖÐζȲâÁ¿¼ä¿É½¨Á¢ÁîÈËÂúÒâµÄÏà¹ØÐÔ¡£±Úµ¼ÈÈϵÊýÊÇÓÃÓÚ¾ö¶¨¸øÓè¾àÀëdl¼°d2µÄÊýֵѡÔñµÄÖØÒª²ÎÊý¡£´ËÍ⣬¶ÔÓÚ¹ØÓÚ¾àÀëdf¼°dlµÄ±¾·¢Ã÷²âÁ¿×°ÖõÄÒ»¸ø¶¨½á¹¹£¬ÒÑÏÔʾ³öÔÚͨ¹ýÈȵçżDf²âÁ¿µÄÁ÷ÌåζÈTfÓëͨ¹ý×î¿¿½üÁ÷ÌåµÄÈȵçżDl²âÁ¿µÄ±ÚÎÂTa¼äµÄÏà¹ØÐÔ£¬±ØÐë¸ßÓÚÒ»ãÐÖµ£¬Ê¹µÃÄÜ»ñµÃ¿É¿¿µÄÈȽ»»»ÏµÊý¼ÆËã½á¹û¡£ÕâÏà¹ØÐÔãÐÖµ¿ÉµÈÓÚÀýÈç80%¡£µÍÓÚÏà¹ØÐÔãÐÖµ£¬¹ØÓÚËùµÃ½á¹ûµÄ¿É¿¿ÐÔ´æÓв»È·¶¨ÐÔ¡£ÓÐÀûµØ£¬±¾·¢Ã÷µÄ·½·¨°üÀ¨Ò»ÖÂÐÔº¯Êý(ÔÚÆ×±íʾÖеĻ¥Ïà¹Øº¯Êý)µÄ¼ÆË㣬ÆäÆÀ¹À¼ÆËãµÄ½»»»ÏµÊýÖµµÄ²»È·¶¨ÐÔ¡£
Ö÷Ìå1ÔÚ±ÚPÖеÄλÖü°Òò¶øÈȵçżDlÓëD2Ïà¶ÔÓÚÁ÷ÌåFµÄλÖã¬ÊÇÀûÓÃµæÆ¬5 À´»úеµØµ÷Õû¡£Ò»µ©ÓÉÁ½¸ö°ëÔÂÐÎÌåÐγɵÄÔ²ÖùÌåµÄÓëÁ÷Ìå½Ó´¥±íÃæ£¬Óë±ÚPµÄÄÚ±íÃæÍ¬¸ß£¬Ö÷Ìå1¾Í±»¸½½Óµ½Ñ¡¶¨µÄλÖá£ÂÝñE°ïÖú½«Ö÷Ìå1¸½½ÓÓÚ±ÚPÖС£ÃÜ·âÊǽåÓÉ0Ðλ·3À´´ï³É¡£ ÔÚ×éºÏ֮ǰ£¬Ö÷Ìå1ÓëÁ½¸ö°ëÔÂÐÎÌåLl¼°L2ÉÐδÁª½á»ò¶¨Î»ÓÚ±ÚPÖУ¬ÇÒ¹¹³ÉÁ½¸öÈȵçżDl¼°D2µÄ½ðÊôÏßÓÅÏȵر»Êý΢Ã׺ñ(ÎÞÑõ»¯Ã¾ÇÒÎÞÍâÇÊ)µÄ¿¨ÆÕ¶Ù(Kapton) ΢ϸ²ã¸²¸Ç¡£ÈȵçżDFÏà·´µØÊÇ×°ÅäÓÐµç¾øÔµÍâÇʵıê×¼Èȵçż¡£²âÁ¿×°ÖõÄ×éºÏ°üÀ¨Ê×ÏÈÐγɲâÁ¿´«¸ÐÆ÷£¬ÒÔ¼°Æä´Î½«²âÁ¿´«¸ÐÆ÷ÕûºÏÓڹܼþÖС£ÐγɲâÁ¿´«¸ÐÆ÷°üÀ¨ÏÂÊö²½Öèʹ¹¹³ÉÈȵçżDl¼°D2µÄ½ðÊôÏß½øÈëÐγÉÓÚÖ÷Ìå1ÄÚµÄÍâÇÊÖУ¬Ö±µ½ÕâЩ½ðÊôÏß×ÔÐγÉÓÚÖ÷ÌåÄڵĿª¿ÚÇ»ÏÔ¶³öΪֹ£»ÕâЩ½ðÊôÏß±»¶¨Î»ÔÚÁ½¸ö°ëÔÂÐÎÌåÖеÚÒ»¸öµÄÔ¤ÏÈÖÆ×÷Ñ¡¶¨Â·ÏßÖУ»ÕâЩ½ðÊôÏß±»¸½½Óµ½Á½¸ö°ëÔÂÐÎÌåÖеÚÒ»¸öµÄÑ¡¶¨Â·ÏßÖÐ(½ðÊôÏߵı¾ÌåÊÇͨ¹ýð¤×żÁµãÀ´¸½½ÓÇÒÕâЩ½ðÊôµÄÄ©¶Ëͨ¹ýº¸µã±»¸½½Ó)£»ÓÃÓÚ²âÁ¿Á÷ÌåζȵÄÈȵçżDF±»ÒýÈëÐγÉÓÚÖ÷Ìå1µÄ¼«Ð¡Ö±¾¶¼«µÄͨ¿×ÄÚ£¬Ö±ÖÁÈȵçżµÄÄ©¶Ë×ÔÖ÷Ìå1ÏÔ¶³öΪֹ£»µÚ¶þ°ëÔÂÐÎÌåÊǸ½½ÓÃæÏòµÚÒ»°ëÔÂÐÎÌ壬ʹµÃÄܹ¹³É¹©ÈȵçżDl¼°D2²åÈëÆäÖеÄÔ²ÖùÌ壻Òò¶øÐγɵÄÔ²ÖùÌå±»ÒýÈëÐγÉÓÚÏÈǰÌá¼°µÄÖ÷Ìå1µÄ¿ª¿ÚÇ»ÄÚͨ¿×ÄÚ(¾ÙÀýÀ´Ëµ£¬Í¨¹ý¼ä϶ÅäºÏ)£¬ÒÔÖÂʹÓÉÁ½¸ö°ëÔÂÐÎÌåÐγɵÄÔ²ÖùÌåÓë»®·Ö¿ª¿ÚÇ»¿ª¿ÚµÄÖ÷Ìå±íÃæÍ¬ÉУ»Ãܷ⺸½ÓÊÇÓÉÁ½¸ö°ëÔÂÐÎÌå¼°Ö÷Ìå1±íÃæÐγɵĽӵãËùÖÆ×÷£»ÈȵçżDFµÄÃÜ·âÊÇÔÚÆä×ÔÐγÉÓÚÖ÷Ìå1µÄ¿×ÏÔ¶³öÀ´µÄµØ·½Íê³É£»ÈȵçżDFÊÇÔÚÓû½«Æä¶ÔÆëÒÔÃæÏòÁ÷ÌåÁ÷µÄλÖÃÕÛÆð¡£Ôڴ˽׶Σ¬Íê³É´«¸ÐÆ÷µÄ½á¹¹ÇÒÍê³É½«´«¸ÐÆ÷ÕûºÏÈë¹Ü¼þ±ÚÖС£´«¸ÐÆ÷µÄÕûºÏ°üÀ¨ÏÂÊö²½Öè´«¸ÐÆ÷±»ÒýÈëÐγÉÖÁ´Ë¶ËµÄ±ÚPµÄÇ»ÄÚ£¬´«¸ÐÆ÷µÄÒýÈëÊǰéËæÓëµæÆ¬5±ÚP½Ó´¥µÄ¶¨Î»£¬Ê¹µÃÄܵ÷Õû´«¸ÐÆ÷ÓûÓëÁ÷Ìå½Ó´¥±íÃæµÄλÖÃ(Òò¶ø¶¨Î»´«¸ÐÆ÷ÓûÓëÁ÷Ìå½Ó´¥±íÃæ£¬Ê¹µÃËùÊö±íÃæÓë±ÚPÄÚ±íÃæÍ¬¸ß)£»ÒòΪÁ÷Ìå²»¿ÉÒýÈëÈȵçżº¸½ÓµÄÇøÓò£¬Ê¹ÓÃ0Ðλ·3ÃÜ·â´«¸ÐÆ÷£»ÒÔ¼°ÀýÈçʹÓÃÂÝñE£¬½«´«¸ÐÆ÷¸½½ÓÓÚ±ÚP¡£
±¾·¢Ã÷µÄÒ»ÓŵãÊÇÌṩ¾ßÓм«Ð¡Á¿¶ÈµÄ²âÁ¿×°Öã¬ÀýÈçÌå»ýΪ0. 2cm3£¬Æä±»ÕûºÏÈëÓûÑо¿µÄ¹Ü¼þÖУ¬ÓÉÓÚÕâÖÖÈÈ·ÇÇÖÈëÐÔµÄÕûºÏ£¬Ã»ÓжԹܼþÔì³ÉÈκÎÈŶ¯¡£ÔÙÕߣ¬Ò²ÊÇÓÐÀûµØ£¬²âÁ¿×°ÖÃÍêÕûµØ¶¨Î»ÔڹܼþµÄÒ»²àÉÏ£¬Òò´Ë´Ù½øÆäÕûºÏ¡£Í¼2´ú±í¸ù¾Ý±¾·¢Ã÷µÚ¶þʵʩÀýµÄζȲâÁ¿×°ÖᣳýÁËÏÈǰ²ÎÕÕͼ1ÃèÊöµÄ×é¼þÖ®Í⣬ͼ2µÄ×°ÖðüÀ¨Î»ÔÚ±ÚPÄÚµÄÁíÒ»¸öζȴ«¸ÐÆ÷D3¡£Î¶ȴ«¸ÐÆ÷D3µÄ¹¦ÄÜÊǵÝËÍÓÃ×÷ͨ¹ý¼ÆËãÆ÷C½øÐмÆËãµÄ±ß½çÌõ¼þµÄζÈ(²ÎÕÕͼ»Ã¡£½Ó׎«Í¨¹ý´«¸ÐÆ÷D3µÝË͵Äζȵ±³É°ëÎÞÏÞ±ÚµÄζȡ£´«¸ÐÆ÷D3ÓÅÏȵØÊÇÈȵçż£¬ÆäÄ©¶ËP3ÊÇÓëµãPI¡¢P2¼°PF¶ÔÆë¡£ ´«¸ÐÆ÷D3Óë´«¸ÐÆ÷Dl¼°D2ͬʱ±»×éºÏÈë²âÁ¿×°ÖÃÖС£ÓÉÓÚ´«¸ÐÆ÷D3µÄ¹¦ÄÜ£¬²»Í¬ÓÚÆäËü´«¸ÐÆ÷£¬Î¶ȴ«¸ÐÆ÷D3²¢·ÇÓÅÏȵض¨Î»ÔÚ½Ó½üÓëÁ÷Ìå½Ó´¥µÄ±ÚP±íÃæ´¦¡£´«¸ÐÆ÷D3ÊÇÒÔÓëÁ÷ÌåÏà¸ô¾àÀëd3À´¶¨Î»£¬¾àÀëd3 ¡ª°ãΪImmÓë3cmÖ®¼ä£¬ÀýÈç2. 5mm¡£Í¼3´ú±íÓÃÓÚʹÓñ¾·¢Ã÷·½·¨²â¶¨ÈȽ»»»ÏµÊýµÄ×°ÖõĸÅÀ¨Í¼¡£ÓÃÓڲⶨÈȽ»»»ÏµÊýµÄ×°ÖðüÀ¨¸ù¾Ý±¾·¢Ã÷µÄζȲâÁ¿×°ÖÃDT£¬ÒÔ¼°ÓÃÓÚ×Ôͨ¹ý×°ÖÃDTµÝË͵ÄζȲâÁ¿Öµ¼ÆËãÈȽ»»»ÏµÊýµÄ¼ÆËãÆ÷C¡£±¾·¢Ã÷µÄ·½·¨½«Ê×ÏȲÎÕÕ¸ù¾Ýͼ1µÄ²âÁ¿×°ÖÃDTÀ´ÃèÊö£¬ÆäÖÐÖ»ÓÐÁ½¸öζȴ«¸ÐÆ÷Dl¼°D2´æÔÚÓÚ±ÚPÖС£ÔÚһ˲ʱt£¬²âÁ¿×°ÖÃDTÌṩͨ¹ý´«¸ÐÆ÷DFµÝË͵ÄÁ÷ÌåζȲâÁ¿ÖµTF£¬ÒÔ¼°·Ö±ðͨ¹ý´«¸ÐÆ÷Dl¼°D2µÝË͵ÄÁ½¸ö±ÚβâÁ¿ÖµTa¼°T¡£2¡£´«¸ÐÆ÷µÄλÖÃʹµÃËùÓÐζȲâÁ¿Öµ´óÖ¶¼ÑØ×ÅÏàͬµÄºá×ø±êsÈ¡Ñù£¬ÆäÖкá×ø±êsµÄÖá´óÖÂÓëµãPp P2¼°Pf±»¶ÔÆëËùÔڵĴ¹Ö±Ö±Ïß´¹Ö±¡£Î¶ÈTF(t£¬s)¡¢Tcl(t£¬s) RTc2 (t, s)±»´«Ë͵½¼ÆËãÆ÷C¡£ÓÉζÈTci (t£¬s) ¼°TC2(t£¬s)£¬¼ÆËãÆ÷C¼ÆËã±ÚÎÂTp (t£¬s)¼°ÈÈÁ÷¦µ¦Á£¬s)¡£ÒÔÒÑÖª·½·¨£¬±´¿ËÌØ·¨(Becket method)¼ÆËã±ÚÎÂTp (t£¬s)£¬¼°Í¨¹ýÏÂÊö·½³Ìʽ»ñµÃÈÈÁ÷¦µ (t£¬s)
<D(t£¬s)=_ ¦Ë grad (tcj( t£¬s) -¦³¡£2( t,s))
£¬ÆäÖЦËΪ±Úµ¼ÈÈϵÊý¡£½Ó×ÅʹÓÃÏÂÊö·½³ÌÊ½ÍÆµ¼³öÈȽ»»»ÏµÊý(t£¬s)
¡¸00741 h ( t,s)=-
ëO¡¹¡¢£¬Tf(t, s) -Tp(t,s)ÔÚ¼ÆËãÆ÷CÊä³öÖУ¬Ëã·¨Òò¶øÄܹ»ÒÔʱ¼äÓë±ÚPºá×ø±êsµÄ±»¿¼ÂǵãµÄº¯ÊýÌṩÁ÷ÌåζÈ(ƽ¾ùÓë±ê׼ƫ²î)£»ÔÚ´«¸ÐÆ÷DlÇøÓòµÄ±ÚÎÂ(ƽ¾ùÓë±ê׼ƫ²î)£»ÔÚ´«¸ÐÆ÷D2ÇøÓòµÄ±ÚÎÂ(ƽ¾ùÓë±ê׼ƫ²î)£»±ÚÎÂ(ƽ¾ùÓë±ê׼ƫ²î)£»ÈȽ»»»ÏµÊýh (ƽ¾ùÓë±ê׼ƫ²î)¡£ÔÚ±¾·¢Ã÷µÄµÚһʵʩÀýÖУ¬ÆäÖÐÖ»ÓÐÁ½¸öζȴ«¸ÐÆ÷Dl¼°D2±»¶¨Î»ÔÚ±ÚP£¬Í¨¹ýµ±×÷ÊÊÓõÄÿһ¸öÊýÖµÓÅÏȲⶨ¹ØÓÚζȵı߽çÌõ¼þ¡£Í¨¹ý¼ÆËãÆ÷CµÝË͵ÄÊý¾ÝÓÅÏȵسÊÏÖÓÚÆµÓò¡£Òò´Ë£¬¼ÆËãÆ÷CÓÅÏȵØ×Ô½»»»ÏµÊý h(t, s)µÄ¸µÁ¢Ò¶±ä»»Ê½(Fourier transform)µÝË͹¦ÂÊÆ×ÃܶÈDSP[h(v£¬s)]¡£±¾·¢Ã÷µÄ·½·¨½Ó×ŶÔÿһƵÂʼä¸ôV£¬ÀûÓÃDSP [ ¦¤ T (¦Í, s) ] = DSP [TF (t, s) -Tp (t, s) ] (¦Í, s)
¼ÆËãÏÂʽ
ȨÀûÒªÇó
1.Ò»ÖÖ×°Öã¬ÓÃÓÚÔÚÓëÁ÷Ìå(F)½Ó´¥µÄ±Ú(P)±íÃæµÄµã1\²â¶¨Á÷Ìå(F)Óë±Ú(P)¼äÈȽ»»»ÏµÊý£¬ËùÊö×°ÖõÄÌØÕ÷ÔÚÓÚ°üÀ¨Ò»Î¶ȲâÁ¿×°ÖÃ(DT)£¬Æä°üÀ¨Á½¸ö±Úδ«¸ÐÆ÷(D1£¬D2)£¬ÆäÖеÚһζȴ«¸ÐÆ÷(Dl)²âÁ¿ÔÚAP1µÄ±ÚµÚһζÈÖµ¦³¦Á£¬ ÇÒµÚ¶þζȴ«¸ÐÆ÷(Äâ)²âÁ¿ÔÚµãP2µÄ±ÚµÚ¶þζÈÖµ¦³¡£2£¬µãP2ÔÚÓëµã´¦±íÃæ´¹Ö±µÄÖ±ÏßÉÏ´óÖÂÓëµãP1¶ÔÆëÇÒÆäÖеãP1½Ï¿¿½ü±Ú±íÃæ£¬ÒÔ¼°Ò»Á÷Ìåζȴ«¸ÐÆ÷(DF)£¬Æä²âÁ¿ÔÚ´óÖÂÓëµãP1¼°P2¶ÔÆëµÄµãPfµÄÁ÷ÌåζÈÖµTF£¬ÒÔ¼°Ò»¼ÆËãÆ÷(C)£¬Æä°üÀ¨µÚÒ»ÊֶΣ¬ÓÃÓÚ×ÔζÈÖµTa¼°T¡£2¼ÆËã±ÚζÈÖµTp¼°ÓÉÏÂÊö·½³Ìʽ»ñµÃµÄÈÈÁ÷¦µ ¦µ = - Agrad(Tci-Tc2), ÆäÖЦËΪ±Úµ¼ÈÈϵÊý£¬ÒÔ¼°µÚ¶þÊֶΣ¬ÓÃÓÚ×ÔÁ÷ÌåζÈTF¡¢Î¶ÈTp¼°ÈÈÁ÷¦µ¼ÆËãÒÔÏÂÊöÐÎʽ±íʾµÄÈȽ»»»ÏµÊý h = ¦µ / (Tf-Tp)¡£
2.¸ù¾ÝȨÀûÒªÇó1ËùÊöµÄ×°Öã¬ÆäÌØÕ÷ÔÚÓÚËùÊöζȲâÁ¿×°ÖðüÀ¨Ò»µÚÈý±Úδ«¸ÐÆ÷(D3)£¬Æä²âÁ¿ÔÚ´óÖÂÓëµãPp P2¼°Pf¶ÔÆëµÄµãP3µÄ±ÚµÚÈýζÈTc3,ÆäÖеãP3±ÈµãP2¸üÔ¶ÀëµãIV
3.¸ù¾ÝȨÀûÒªÇó2ËùÊöµÄ×°Öã¬ÆäÌØÕ÷ÔÚÓÚËùÊö¼ÆËãÆ÷(C)°üÀ¨µÚÈýÊֶΣ¬ÓÃÓÚ×ÔζÈÖµ¦³¡£2¼°¦Ó¡£3£¬¼ÆËãͨ¹ýÏÂÊö·½³Ìʽ»ñµÃµÄ¶îÍâÈÈÁ÷¦Õ3 = - ¦Ë grad (Tc2-Tc3)¡£
4.Ò»ÖÖ¸ù¾ÝǰÊöȨÀûÒªÇóÖÐÈÎһȨÀûÒªÇóµÄ×°Öã¬ÆäÌØÕ÷ÔÚÓÚÿһζȴ«¸ÐÆ÷ÊÇÒ»Èȵçż¡£
5.¸ù¾ÝȨÀûÒªÇó4ËùÊöµÄ×°Öã¬ÆäÖÐËùÊöÈȵçżÊǶ¨Î»ÔÚÓɶàÊý¸ö°ëÔÂÐÎÌå(Li£¬L2) µÄ×ܳÉËùÐγɵÄÔ²ÖùÌå½á¹¹ÖУ¬ÆäÖÐÓëµã´¦µÄ±Ú±íÃæ´¹Ö±µÄÖ±ÏßÊDZÊÖ±Ô²ÖùÌåµÄÖÐÐÄÖᣬÇÒÆäÖбÊÖ±Ô²ÖùÌåÓëÁ÷Ìå½Ó´¥µÄ±íÃæÓë±Ú±íÃæÍ¬¸ß¡£
6.Ò»ÖÖ·½·¨£¬ÓÃÓÚÔÚÓëÁ÷Ìå(F)½Ó´¥µÄ±Ú(P)±íÃæµÄµã1\²â¶¨Á÷Ìå(F)Óë±Ú(P)¼äÈȽ»»»ÏµÊý£¬ËùÊö·½·¨µÄÌØÕ÷ÔÚÓÚ°üÀ¨²âÁ¿ÔÚµãP1µÄ±ÚµÚһζÈÖµ¦Ó¦Á£¬²âÁ¿ÔÚµãP2µÄ±ÚµÚ¶þζÈÖµ¦Ó¡£2£¬µãP2ÔÚÓëµã´¦±íÃæ´¹Ö±µÄÖ±ÏßÉÏ´óÖÂÓëµãP1¶ÔÆë£¬ ÆäÖеãP1×î¿¿½ü±Ú±íÃæ£¬²âÁ¿´óÖÂÓëµãP1¼°P2¶ÔÆëµÄÁ÷ÌåµÄµãPfµÄÁ÷ÌåζÈÖµTF£¬ ÓÉζÈÖµTa¼°Tc2¼ÆËã±Úƽ¾ùζÈTP£¬ ¼ÆËãÈÈÁ÷¦Õ£¬Ê¹µÃÂú×ãÏÂʽ ¦µ = - Agrad(Tci-Tc2),ÆäÖЦËΪ±Úµ¼ÈÈϵÊý£¬ÒÔ¼°¼ÆËãÈȽ»»»ÏµÊýh£¬Ê¹µÃÂú×ãÏÂʽ h = ¦µ / (Tf-Tp)¡£
7.¸ù¾ÝȨÀûÒªÇó6ËùÊöµÄ·½·¨£¬ÆäÌØÕ÷ÔÚÓÚζÈTpÊÇͨ¹ý±´¿ËÊÏ·¨(Beckmethod)²â¶¨¡£
8.¸ù¾ÝȨÀûÒªÇó6»ò7ÖÐÈÎһȨÀûÒªÇóËùÊöµÄ·½·¨£¬ÆäÌØÕ÷ÔÚÓÚµÚÈý±ÚβâÁ¿1 ÊÇÔÚ´óÖÂÓëµãPp P2¼°Pf¶ÔÆëµÄµãP3½øÐУ¬ÇÒÆäÖеãP3±ÈµãP2¸üÔ¶ÀëµãPn,ÇÒÆäÖÐζÈTc3ΪÓÃ×÷¼ÆËãÈȽ»»»ÏµÊýµÄ±ß½çÌõ¼þµÄζÈÖµ¡£
9.¸ù¾ÝȨÀûÒªÇó8ËùÊöµÄ·½·¨£¬ÆäÌØÕ÷ÔÚÓÚζÈIra±»ÓÃÓÚ¼ÆËãÁ÷¦µ3£¬Ê¹µÃÂú×ãÏÂʽ ¦Õ3 =-Èë grad (Tc2-Tc3)¡£
10.¸ù¾ÝȨÀûÒªÇó6ÖÁ9ÖÐÈÎһȨÀûÒªÇóËùÊöµÄ·½·¨£¬ÆäÌØÕ÷ÔÚÓÚ¼ÆËãÒ»ÖÂÐÔº¯Êý£¬ËùÊöÒ»ÖÂÐÔº¯Êý¹ÀËãÈȽ»»»ÏµÊý¼ÆËãÖµµÄ²»È·¶¨ÐÔ¡£
È«ÎÄÕªÒª
±¾·¢Ã÷¹ØÓÚÒ»ÖÖ×°Öã¬ÓÃÓÚÔÚÓëÁ÷Ìå½Ó´¥µÄ±Ú±íÃæµÄµãPN²â¶¨Á÷ÌåÓë±Ú¼äÈȽ»»»ÏµÊý£¬ËùÊö×°ÖõÄÌØÕ÷ÔÚÓÚ°üÀ¨Ò»²âÁ¿×°ÖÃ(DT)£¬Æä²âÁ¿ËùÊö±ÚµÄÖÁÉÙÁ½¸öζÈÖµTC1¼°TC2£¬¼°Á÷ÌåµÄζÈÖµTF£¬ÒÔ¼°Ò»¼ÆËãÆ÷(C)£¬Æä°üÀ¨(a)µÚÒ»ÊֶΣ¬ÓÃÓÚ×ÔËùÊöµÄζÈÖµTC1¼°TC2£¬¼ÆËã±ÚζÈÖµTP¼°Í¨¹ýÏÂÊö·½³Ìʽ»ñµÃµÄÈÈÁ÷¦µ¦µ£½-¦Ëgrad(TC1-TC2)£¬ÆäÖЦËΪ±Úµ¼ÈÈϵÊý£¬¼°(b)µÚ¶þÊֶΣ¬ÓÃÓÚ×ÔÁ÷ÌåζÈTF¡¢Î¶ÈTP¼°ÈÈÁ÷¦µ¼ÆËãÒÔÏÂÊöÐÎʽ±íʾµÄÈȽ»»»ÏµÊýh£½¦µ/(TF-TP)¡£
Îĵµ±àºÅG01K17/08GK102326071SQ200980157290
¹«¿ªÈÕ2012Äê1ÔÂ18ÈÕ ÉêÇëÈÕÆÚ2009Äê12ÔÂ22ÈÕ ÓÅÏÈȨÈÕ2008Äê12ÔÂ23ÈÕ
·¢Ã÷Õß°ÂÀûάҮ¡¤²¼ÀÑǶû ÉêÇëÈË:Ô×ÓÄÜÓëÌæ´úÄÜԴίԱ»á