ÔÚ¹¤ÒµÓ¦Óó¡ºÏ
£¬£¬£¬£¬£¬ÓÉÓÚÆä×°ÖÃÇéÐεÄÌØÊâÐÔ
£¬£¬£¬£¬£¬¶ÔµçÀµÄÒªÇó½ÏÁ¿¸ß£ºÒ»·½Ãæ
£¬£¬£¬£¬£¬ÏÁÕ­µÄµçÀ·óÉèÇéÐÎ
£¬£¬£¬£¬£¬ÒªÇóµçÀ¾ßÓнÏСµÄÍäÇú·óÉè°ë¾¶;ÁíÒ»·½Ãæ
£¬£¬£¬£¬£¬¹¤³§ÖÖÖÖDZÔڵķçÏÕ
£¬£¬£¬£¬£¬ÒªÇóµçÀ¾ßÓжԻúеËðÉ˼°ÎïÀí»¯Ñ§ÇÖÊ´µÄ·´¿¹ÄÜÁ¦¡£¡£¡£¡£¡£¡£ÈáÐÔµçÀ¾ßÓм«Ç¿ÄÍËðÉ˺ÍÇÖÊ´ÄÜÁ¦ÊÇÖÖÖÖ¹¤¿öµÄºÜ¼ÑÑ¡Ôñ
£¬£¬£¬£¬£¬ÈÈÁ÷µçÆøÌṩÖÖÖÖÈáÐÔµçÀÂ
£¬£¬£¬£¬£¬Ö÷ÒªÓÃÓÚ¼Ó¹¤»úе¡¢²úÆ·Éú²úÏß¡¢´«ËÍ´ø
£¬£¬£¬£¬£¬¿Õµ÷ϵͳ
£¬£¬£¬£¬£¬¿ØÖÆÆ÷µÈÖ®¼äµÄÅþÁ¬
£¬£¬£¬£¬£¬ÊµÏÖ×°±¸Ö®¼äµÄ¿ØÖƺͶ¯Á¦´«Ê书Ч¡£¡£¡£¡£¡£¡£²úÆ·°üÀ¨¾²Ì¬Ó¦Óö¯Á¦¼°¶àо¡¢¶à½ÊÈáÐÔ¿ØÖƵçÀÂ¡£¡£¡£¡£¡£¡£

¡¡¡¡²úÆ·Ìصã

¡¡¡¡¡¤ ²úÆ·ÖÖÀàÆëÈ«
£¬£¬£¬£¬£¬¿ÉÒÔÌṩAWG¹æ¸ñ²úÆ·
£¬£¬£¬£¬£¬µ¼Ìå½ØÃæ0.14mm2¡«185mm2
£¬£¬£¬£¬£¬ºÜ¸ßоÊý¿É´ï128о;

¡¡¡¡¡¤ ²úÆ·ÐÔÄÜÓÅÒì
£¬£¬£¬£¬£¬Ò²¿ÉÒÔÔÚÎÞÓ¦Á¦ÏÂÎÞÒâÒƶ¯;

¡¡¡¡¡¤ ÎÒ˾Óжàо¡¢¶à½ÊºÍÊýÂëо¼°²ÊɫоµÄÈáÐÔ¿ØÖƵçÀÂ
£¬£¬£¬£¬£¬¿ÉÒÔÏêϸƾ֤ÐèҪѡÔñÆÁÕϽṹ;

¡¡¡¡¡¤ ²úÆ·Öª×ãVDE/HAR/DIN/UL/CSA/CEIµÈ¶àÖÖÈÏÖ¤

¡¡¡¡¡¤ ¹ØÓÚÇéÐÎÒªÇó½ÏÁ¿¸ßµÄ³¡ºÏ
£¬£¬£¬£¬£¬È磺Ä͸ßΠ¡¢ ÎÞ±×èȼ ¡¢ ÄÍÓͼ°ÄÍ»¯Ñ§ÇÖÊ´¡¢ÄÍ×ÏÍâÏß¡¢ÄͳôÑõ¡¢Äͺò¡¢ÄÍ΢ÉúÎïµÈ
£¬£¬£¬£¬£¬ÎÒÃÇ»¹¿ÉÒÔÌṩ¾ßÓÐÌØÖÖ·À»¤ÐÔÄܵÄÈáÐÔµçÀÂ

¡¡¡¡¡¤ ±ðµÄ
£¬£¬£¬£¬£¬ÎÒÃÇ¿ÉÒÔÌṩ͸Ã÷»¤Ì׵IJúÆ·

ÈáÐÔµçÀ²î±ðÓÚͨË×Àο¿×°ÖõçÀÂ
£¬£¬£¬£¬£¬ÔÚ×°ÖÃÖÐÇë²ÎÕÕÈçϵÄ×°ÖÃÓë×¢ÖØÊÂÏ
1.ÍÏÁ´µçÀµķóÉè²»¿ÉŤÇú
£¬£¬£¬£¬£¬¼´²»¿É´ÓµçÀ¾íͲ»òµçÀÂÅ̵Äijһ¶Ë½â¿ªµçÀÂ
£¬£¬£¬£¬£¬¶øÓ¦ÏÈÐýת¾íͲ»òµçÀÂÅ̽«µçÀÂÕö¿ª
£¬£¬£¬£¬£¬ÐëҪʱ¿É½«µçÀÂÕö¿ª»òÐü¹ÒÆðÀ´¡£¡£¡£¡£¡£¡£ÓÃÓڸó¡ºÏµÄµçÀÂÖ»ÄÜÖ±½Ó´ÓµçÀ¾íÉÏÈ¡µÃ
2.±ØÐè×¢ÖصçÀµĺÜСÍäÇú°ë¾¶¡£¡£¡£¡£¡£¡£(ÓйØÐÅÏ¢¿ÉÔÚÑ¡ÐͱíÖÐÑ°ÕÒ£©
3.µçÀ±ØÐèËÉÉ¢µÄ²¢ÅÅ·óÉèÔÚÍÏÁ´ÖÐ
£¬£¬£¬£¬£¬¾¡¿ÉÄÜÍÑÀëÅÅÁÐ
£¬£¬£¬£¬£¬ÓøôƬÍÑÀë»ò´©ÈëÖ§ÇãÔþµ²µÄÊèÉ¢ÆÓªÖÐ
£¬£¬£¬£¬£¬ÔÚÍÏÁ´ÖеçÀ¼äµÄåÐÒ£ÖÁÉÙӦΪµçÀÂÖ±¾¶µÄ10%
4.ÍÏÁ´ÖеĵçÀ²»µÃÏ໥½Ó´¥»òÀ§ÔÚÒ»Æð.
5.µçÀµÄÁ½µã¶¼±ØÐèÀο¿
£¬£¬£¬£¬£¬»òÖÁÉÙÔÚÍÏÁ´µÄÔ˶¯¶Ë±ØÐèÀο¿¡£¡£¡£¡£¡£¡£Ò»°ãµçÀµÄÒƶ¯µãÀëÍÏÁ´¶Ë²¿µÄ¾àÀëӦΪµçÀÂÖ±¾¶µÄ20-30±¶¡£¡£¡£¡£¡£¡£
6.ÇëÈ·±£µçÀÂÔÚÍäÇú°ë¾¶ÄÚÍêÈ«Òƶ¯
£¬£¬£¬£¬£¬¼´²»¿ÉÇ¿ÆÈÒƶ¯¡£¡£¡£¡£¡£¡£ÕâÑùµçÀÂÏ໥¼ä»òÓëµ¼Ïò×°ÖÃÕâ¼ä¿É¾­Ïà¶ÔÒƶ¯¡£¡£¡£¡£¡£¡£¾­ÓÉÒ»¶Îʱ¼äµÄ²Ù×÷ºó
£¬£¬£¬£¬£¬ºÜºÃ¼ì²éһϵçÀµÄλÖÃ¡£¡£¡£¡£¡£¡£¸Ã¼ì²é±ØÐèÔÚÍÆÀ­Òƶ¯ºó¾ÙÐÐ¡£¡£¡£¡£¡£¡£
7.ÈôÊÇÍÏÁ´ÕÛ¶Ï
£¬£¬£¬£¬£¬ÔòÆäµçÀÂÒ²ÐèÒªÌæ»»
£¬£¬£¬£¬£¬ÓÉÓÚÌ«¹ýÀ­ÉìÔì³ÉµÄËð»µÎÞ·¨×èÖ¹¡£¡£¡£¡£¡£¡£

ÈáÐÔµçÀ·ÖÀà
ÈáÐÔµçÀÂƾ֤¹¦Ð§»®·ÖÖ÷Òª·ÖΪ£º´«¸ÐÆ÷/±àÂëÆ÷µçÀÂ
£¬£¬£¬£¬£¬ËÅ·þµç»úµçÀÂ
£¬£¬£¬£¬£¬»úеÈ˵çÀÂ
£¬£¬£¬£¬£¬Çå½àµçÀÂ
£¬£¬£¬£¬£¬ÍÏÁ´µçÀÂ¡£¡£¡£¡£¡£¡£
ƾ֤ÐͺŴóÖ¿ɷÖΪÒÔϼ¸Àࣺ
ÈáÐÔ¿ØÖƵçÀÂ
1
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC101 ÍäÇú°ë¾¶£º8X
2
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔÆÁÕÏ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC111 ÍäÇú°ë¾¶£º10X
3
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC120 ÍäÇú°ë¾¶£º5X
4
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔÆÁÕÏ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC121ÍäÇú°ë¾¶£º8X
5
£¬£¬£¬£¬£¬PURÍ⻤Ì×ÈáÐÔ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC127 ÍäÇú°ë¾¶£º8X
6
£¬£¬£¬£¬£¬PURÍ⻤Ì×ÈáÐÔ¿ØÖÆÆÁÕÏÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC117 ÍäÇú°ë¾¶£º10X
7
£¬£¬£¬£¬£¬¸ÖË¿±àÖ¯ÈáÐÔ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬·À×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬CC158 ÍäÇú°ë¾¶£º10X
8
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔ¿ØÖÆÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC160 ÍäÇú°ë¾¶£º5X
9
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔ¿ØÖÆÆÁÕÏÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC133ÍäÇú°ë¾¶£º10X
ÈáÐÔ¶¯Á¦µçÀÂ
10
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔ¶¯Á¦ÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC305 ÍäÇú°ë¾¶£º8X
11
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÆÁÕÏÈáÐÔ¶¯Á¦ÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬×èȼCC336 ÍäÇú°ë¾¶£º10X
12
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔÆÁÕ϶¯Á¦ÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC358 ÍäÇú°ë¾¶£º10X
13
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔÆÁÕ϶¯Á¦ÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC371 ÍäÇú°ë¾¶£º8X
ÈáÐÔÊý¾Ý/×ÜÏßµçÀÂ
14
£¬£¬£¬£¬£¬PVCÍ⻤Ì×ÈáÐÔÆÁÕÏÊý¾ÝÍÏÁ´µçÀÂ¡£¡£¡£¡£¡£¡£ CC41 ÍäÇú°ë¾¶£º8X
15
£¬£¬£¬£¬£¬PURÍ⻤Ì×ÈáÐÔÆÁÕÏÊý¾ÝÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC43 ÍäÇú°ë¾¶£º10X
16
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔÆÁÕÏÊý¾ÝÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC46ÍäÇú°ë¾¶£º10X
17
£¬£¬£¬£¬£¬PETPÍ⻤Ì×ÈáÐÔÆÁÕÏÊý¾ÝÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC48 ÍäÇú°ë¾¶£º12X
ÈáÐÔËÅ·þµçÀÂ
18
£¬£¬£¬£¬£¬PURÍ⻤Ì×ÈáÐÔÆÁÕÏËÅ·þÍÏÁ´µçÀÂ
£¬£¬£¬£¬£¬ÄÍÓÍ
£¬£¬£¬£¬£¬ÄÍËá¼î
£¬£¬£¬£¬£¬¿¹Ë®½â
£¬£¬£¬£¬£¬¿¹×ÏÍâÏß
£¬£¬£¬£¬£¬Ä͵ÍÎÂ
£¬£¬£¬£¬£¬ÄÍÄ¥
£¬£¬£¬£¬£¬×èȼCC46 ÍäÇú°ë¾¶£º10X

ÊÂÇéÔ­Àí
µç°éÈÈ´øÊÇÐÂÒ»´ú ´ø×´ºãεç¼ÓÈÈÆ÷¡£¡£¡£¡£¡£¡£Æä·¢ÈÈÔ­¼þµÄµç×èÂʾßÓкܸߵÄÕýζÈϵÊý¡°PTC¡±(Postive Temperature Coefficent)ÇÒÏ໥²¢Áª¡£¡£¡£¡£¡£¡£ÌØÉ«ÊÇ£ºÄܹ»×Ô¶¯ÏÞÖƼÓÈÈʱµÄζÈ
£¬£¬£¬£¬£¬²¢Ëæ±»¼ÓÈÈÌåµÄζÈ×Ô¶¯µ÷ÀíÊä³ö¹¦ÂʶøÎÞÈκθ½¼Ó×°±¸£»£»£»Äܹ»í§Òâ²Ã¶Ì»òÔÚÒ»¶¨³¤¶È¹æÄ£ÄÚ½Ó³¤Ê¹ÓÃ
£¬£¬£¬£¬£¬²¢ÔÊÐí¶à´Î½»Ö¯Öصþ¶øÎÞ¸ßιýÈÈÃż°Ïú»ÙÖ®ÂÇ¡£¡£¡£¡£¡£¡£ÕâЩÌØɫʹµç°éÈȾßÓУº·ÀÖ¹¹ýÈÈ
£¬£¬£¬£¬£¬Ê¹ÓÃά»¤ÇáÓ¯¼°½ÚÔ¼µçÄܵÈÓŵã¡£¡£¡£¡£¡£¡£ÊʺÏÓڹܵÀ¡¢×°±¸¼°ÈÝÆ÷¿ØΡ¢°éÈÈ¡¢±£Î¡¢¼ÓÈÈ
£¬£¬£¬£¬£¬ÌØÊâÊÇÆäÖÐÓÐÎïÁÏÈÝÒ×ÆÊÎö¡¢±äÖÊ¡¢Îö¾§¡¢Äý¼¯¶³½áʱ¡£¡£¡£¡£¡£¡£ÔÚʯÓÍ¡¢»¯¹¤¡¢µçÁ¦¡¢Ò±½ð¡¢ÇṤ¡¢Ê³Îï¡¢À䶳¡¢ÐÞ½¨¡¢ÃºÆø¡¢Å©¸±²úÆ·Éú²ú¡¢¼Ó¹¤¼°ÆäËû²¿·Ö¾ßÓÐÆÕ±éµÄÓÃ;¡£¡£¡£¡£¡£¡£
µç°éÈÈ´øÓÉÄÉÃ×µ¼µç̼Á£ºÍÁ½¸ùƽÐÐĸÏßÍâ¼Ó¾øÔµ²ã×é³É
£¬£¬£¬£¬£¬ÓÉÓÚÕâÖÖƽÐнṹ
£¬£¬£¬£¬£¬ÒÔÊÇð¯×ÈÅƵç°éÈÈÏß¾ùÄܹ»ÔÚÏÖ³¡±»Çиî³ÉÈκ㤶È
£¬£¬£¬£¬£¬½ÓÄÉÁ½Í¨»òÈýͨ½ÓÏߺÐÅþÁ¬¡£¡£¡£¡£¡£¡£
ÔÚÿ¸ù°éÈÈÏßÄÚ
£¬£¬£¬£¬£¬Ä¸ÏßÖ®¼äµÄµç·ÊýËæζȵÄÓ°Ïì¶øת±ä
£¬£¬£¬£¬£¬µ±°éÈÈ´øÖÜΧµÄζȱäÀäʱ
£¬£¬£¬£¬£¬µ¼µçËÜÁϱ¬·¢Î¢·Ö×ÓµÄËõ¶Ì¶øʹ̼Á£ÅþÁ¬Ðγɵç·
£¬£¬£¬£¬£¬µçÁ÷¾­ÓÉÕâЩµç·
£¬£¬£¬£¬£¬Ê¹°éÈÈ´ø·¢ÈÈ¡£¡£¡£¡£¡£¡£
µ±Î¶ÈÉý¸ßʱ
£¬£¬£¬£¬£¬µ¼µçËÜÁϱ¬·¢Î¢·Ö×ÓµÄÅòÕÍ
£¬£¬£¬£¬£¬Ì¼Á£ÐìÐìÍÑÀë
£¬£¬£¬£¬£¬ÒýÆðµç·ÖÕ¶Ë
£¬£¬£¬£¬£¬µç×èÉÏÉý
£¬£¬£¬£¬£¬°éÈÈ´ø»á×Ô¶¯ïÔÌ­¹¦ÂÊÊä³ö¡£¡£¡£¡£¡£¡£
µ±Î¶ȱäÀäʱ
£¬£¬£¬£¬£¬ËÜÁÏÓÖ¿µ¸´µ½Î¢·Ö×ÓËõ¶Ì״̬
£¬£¬£¬£¬£¬Ì¼Á£ÏìÓ¦ÅþÁ¬ÆðÀ´
£¬£¬£¬£¬£¬Ðγɵç·
£¬£¬£¬£¬£¬°éÈÈ´ø·¢Èȹ¦ÂÊÓÖ×Ô¶¯ÉÏÉý¡£¡£¡£¡£¡£¡£
×ÔÏÞΰéÈÈ´ø¾ßÓÐÆäËû°éÈÈ×°±¸ËùûÓеÄÀûÒæ
£¬£¬£¬£¬£¬Ëü¿ØÖƵÄζȲ»»á¹ý¸ßÒ಻»á¹ýµÍ
£¬£¬£¬£¬£¬ÓÉÓÚζÈÊÇ×Ô¶¯µ÷ÀíµÄ¡£¡£¡£¡£¡£¡£