ƾ֤µçѹƷ¼¶Ñ¡ÔñºÏÊʵĵçÀÂÐͺÅ£¬£¬£¬£¬£¬£¬ÐèÒª×ÛºÏ˼Á¿¶à¸öÒòËØ£¬£¬£¬£¬£¬£¬°üÀ¨µçÀµÄʹÓÃÇéÐΡ¢¸ºÔع¦ÂÊ¡¢·óÉè·½·¨¡¢Çå¾²ÐÔÄܵÈ¡£¡£¡£¡£¡£ÒÔÏÂÊÇÏêϸµÄÑ¡Ôñ°ì·¨ºÍ×¢ÖØÊÂÏ

Ò»¡¢È·¶¨µçѹƷ¼¶

Ê×ÏÈ£¬£¬£¬£¬£¬£¬ÒªÃ÷È·µçÀ½«ÓÃÓÚÄĸöµçѹƷ¼¶µÄµçÁ¦ÏµÍ³¡£¡£¡£¡£¡£³£¼ûµÄµçѹƷ¼¶°üÀ¨£º

• µÍѹ£¨LV£©£ºÍ¨³£Ö¸0.6/1kV¼°ÒÔÏ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚ¼ÒÍ¥¡¢Ð¡ÐÍÉÌÒµ³¡ºÏµÄµçÁ¦¹©Ó¦¡£¡£¡£¡£¡£

• ÖÐѹ£¨MV£©£ºÒ»Ñùƽ³£Îª3~35kV£¬£¬£¬£¬£¬£¬ÓÃÓÚ¶¼»áµçÍø¡¢¹¤Òµ³§·¿µÄÅäµçϵͳ¡£¡£¡£¡£¡£

• ¸ßѹ£¨HV£©£º35~110kV£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚ´óÐ͵çÁ¦´«ÊäºÍ±äµçÕ¾¡£¡£¡£¡£¡£

• ³¬¸ßѹ£¨EHV£©£º220~750kV£¬£¬£¬£¬£¬£¬ÓÃÓÚ³¤¾àÀëµçÁ¦´«Êä¡£¡£¡£¡£¡£

• Ìظßѹ£¨UHV£©£º1000kV¼°ÒÔÉÏ£¬£¬£¬£¬£¬£¬Ö÷ÒªÓÃÓÚÌØ´óÐ͵çÁ¦´«ÊäÏîÄ¿¡£¡£¡£¡£¡£

¶þ¡¢Ñ¡ÔñµçÀÂÐͺÅ

ƾ֤µçѹƷ¼¶£¬£¬£¬£¬£¬£¬Ñ¡ÔñÏìÓ¦µÄµçÀÂÐͺÅ¡£¡£¡£¡£¡£ÒÔÏÂÊÇһЩ³£¼ûµÄµçÀÂÐͺż°ÆäÊÊÓùæÄ££º

1. µÍѹµçÀ£¨0.6/1kV£©

• YJVµçÀ£ºÍ­Ð¾½»Áª¾ÛÒÒÏ©¾øÔµ¾ÛÂÈÒÒÏ©»¤Ì×µçÁ¦µçÀ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚÊÒÄÚ¡¢µçÀ¹µ¡¢¹ÜµÀµÈÀο¿·óÉ賡ºÏ£¬£¬£¬£¬£¬£¬¾ßÓÐÓÅÒìµÄµçÆøÐÔÄܺÍÄÍÈÈÐÔÄÜ¡£¡£¡£¡£¡£

• VVµçÀ£ºÍ­Ð¾¾ÛÂÈÒÒÏ©¾øÔµ¾ÛÂÈÒÒÏ©»¤Ì×µçÁ¦µçÀ£¬£¬£¬£¬£¬£¬¼ÛÇ®Ïà¶Ô½ÏµÍ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚ¶ÔµçÀÂÐÔÄÜÒªÇ󲻸ߵij¡ºÏ¡£¡£¡£¡£¡£

• BVÏߣº¾ÛÂÈÒÒÏ©¾øÔµµçÏߣ¬£¬£¬£¬£¬£¬³£ÓÃÓÚÃ÷·ó²¼Ïߣ¬£¬£¬£¬£¬£¬Èç¼ÒÍ¥×°ÐÞÖеÄÕÕÃ÷Ïß·¡£¡£¡£¡£¡£

2. ÖÐѹµçÀ£¨3~35kV£©

• YJV22µçÀ£ºÍ­Ð¾½»Áª¾ÛÒÒÏ©¾øÔµ¸Ö´øîø×°¾ÛÂÈÒÒÏ©»¤Ì×µçÁ¦µçÀ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚÖ±Âñ·óÉè»òÐèÒª»úе±£»£»£»£»£»£»£»¤µÄ³¡ºÏ¡£¡£¡£¡£¡£

• VLVµçÀ£ºÂÁо¾ÛÂÈÒÒÏ©¾øÔµ¾ÛÂÈÒÒÏ©»¤Ì×µçÁ¦µçÀ£¬£¬£¬£¬£¬£¬¼ÛÇ®½ÏµÍ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚÇãÔþÏß·»òÖеÍѹÅäµçϵͳ¡£¡£¡£¡£¡£

3. ¸ßѹµçÀ£¨35kV¼°ÒÔÉÏ£©

• XLPE¾øÔµµçÀ£º½»Áª¾ÛÒÒÏ©¾øÔµµçÀ£¬£¬£¬£¬£¬£¬¾ßÓÐÓÅÒìµÄµçÆøÐÔÄܺÍÄÍÈÈÐÔÄÜ£¬£¬£¬£¬£¬£¬ÊÊÓÃÓÚ¸ßѹµçÁ¦´«Êä¡£¡£¡£¡£¡£

• OPGW¹âÀ£º¹âÏ˸´ºÏÇãÔþµØÏߣ¬£¬£¬£¬£¬£¬¼¯Í¨Ñ¶ºÍµØÏß¹¦Ð§ÓÚÒ»Ì壬£¬£¬£¬£¬£¬ÊÊÓÃÓÚ¸ßѹÊäµçÏß·µÄͨѶÐèÇ󡣡£¡£¡£¡£

Èý¡¢Ë¼Á¿ÆäËûÒòËØ

³ýÁ˵çѹƷ¼¶Í⣬£¬£¬£¬£¬£¬Ñ¡ÔñµçÀÂÐͺÅʱ»¹Ðè˼Á¿ÒÔÏÂÒòËØ£º

1. ¸ºÔع¦ÂÊ£ºÆ¾Ö¤Óõç×°±¸µÄ¹¦Âʺ͵çѹ£¬£¬£¬£¬£¬£¬ÅÌËãµçÁ÷¾Þϸ£¬£¬£¬£¬£¬£¬Ñ¡ÔñºÏÊʵĵ¼Ìå½ØÃæ»ý£¬£¬£¬£¬£¬£¬ÒÔÈ·±£µçÀÂÄܹ»³ÐÔØËùÐèµÄµçÁ÷¡£¡£¡£¡£¡£

• ÅÌË㹫ʽ£º$I=\frac{P}{\sqrt{3}¡ÁU¡Á\cos ¦Õ}$£¨ÈýÏཻÁ÷¸ºÔØ£©

• ÆäÖУ¬£¬£¬£¬£¬£¬$I$ΪµçÁ÷£¬£¬£¬£¬£¬£¬$P$Ϊ¹¦ÂÊ£¬£¬£¬£¬£¬£¬$U$Ϊµçѹ£¬£¬£¬£¬£¬£¬$\cos ¦Õ$Ϊ¹¦ÂÊÒòÊý¡£¡£¡£¡£¡£

2. ·óÉè·½·¨£ºµçÀµķóÉè·½·¨£¨ÈçÖ±Âñ¡¢´©¹Ü¡¢Çżܵȣ©»áÓ°ÏìÆäÉ¢ÈÈÐÔÄÜ£¬£¬£¬£¬£¬£¬½ø¶øÓ°ÏìÔØÁ÷Á¿¡£¡£¡£¡£¡£Òò´Ë£¬£¬£¬£¬£¬£¬ÔÚÑ¡ÔñµçÀÂÐͺÅʱ£¬£¬£¬£¬£¬£¬Ó¦Ë¼Á¿·óÉè·½·¨¶ÔµçÀÂÐÔÄܵÄÓ°Ïì¡£¡£¡£¡£¡£

3. Çå¾²ÐÔÄÜ£º¹ØÓÚÌØÊⳡºÏ£¨Èç¸ßΡ¢ÊªÈó¡¢ÇÖÊ´ÐÔÇéÐεȣ©£¬£¬£¬£¬£¬£¬Ó¦Ñ¡Ôñ¾ßÓÐÏìÓ¦Çå¾²ÐÔÄܵĵçÀÂÐͺÅ£¬£¬£¬£¬£¬£¬Èç×èȼµçÀ¡¢ÄÍ»ðµçÀµÈ¡£¡£¡£¡£¡£

4. ¾­¼ÃÒòËØ£ºÔÚÖª×ãʹÓÃÒªÇóµÄÌõ¼þÏ£¬£¬£¬£¬£¬£¬Ö»¹ÜÑ¡Ôñ¼ÛÇ®ºÏÀíµÄµçÀÂÐͺÅ£¬£¬£¬£¬£¬£¬ÒÔ½µµÍ¹¤³Ì±¾Ç®¡£¡£¡£¡£¡£

ËÄ¡¢Ê¾Àý˵Ã÷

¼ÙÉèÐèҪΪһ̨¹¦ÂÊΪ100kWµÄÈýÏàµçÄîÍ·Ñ¡ÔñµçÀ£¬£¬£¬£¬£¬£¬µçÔ´µçѹΪ380V£¬£¬£¬£¬£¬£¬¹¦ÂÊÒòÊýΪ0.85£¬£¬£¬£¬£¬£¬·óÉè·½·¨ÎªµçÀ¹µ·óÉ裬£¬£¬£¬£¬£¬ÇéÐÎζÈΪ30¡æ¡£¡£¡£¡£¡£Ñ¡Ôñ°ì·¨ÈçÏ£º

1. ÅÌË㸺ÔصçÁ÷£º

   $I=\frac{100000}{\sqrt{3}¡Á380¡Á0.85}¡Ö178A$

2. Ñ¡Ôñ¶î¶¨µçѹ£º

   ÓÉÓÚµçÔ´µçѹΪ380V£¬£¬£¬£¬£¬£¬ÊôÓÚµÍѹÁìÓò£¬£¬£¬£¬£¬£¬Òò´ËÑ¡Ôñ¶î¶¨µçѹΪ0.6/1kVµÄµçÀ¡£¡£¡£¡£¡£

3. Ñ¡Ôñµ¼Ìå½ØÃæ»ý£º

   ²éÔĵçÀÂÔØÁ÷Á¿Êֲᣬ£¬£¬£¬£¬£¬Æ¾Ö¤µçÀ¹µ·óÉè·½·¨ºÍÇéÐÎζÈ30¡æ£¬£¬£¬£¬£¬£¬Ñ¡Ôñµ¼Ìå½ØÃæ»ýԼΪ95mm²µÄµçÀ£¨ÈçYJV-4¡Á95mm²£©£¬£¬£¬£¬£¬£¬ÆäÔØÁ÷Á¿Ô¼Îª200A£¬£¬£¬£¬£¬£¬Öª×ãÒªÇ󡣡£¡£¡£¡£

4. Ñ¡Ôñ¾øÔµÖÊÁϺ͵¼ÌåÖÊÁÏ£º

   Ñ¡ÔñXLPE£¨½»Áª¾ÛÒÒÏ©£©¾øÔµºÍÍ­µ¼Ì壬£¬£¬£¬£¬£¬ÒÔÌá¸ßµçÀµĵçÆøÐÔÄܺÍÄÍÈÈÐÔÄÜ¡£¡£¡£¡£¡£

5. Ñ¡ÔñµçÀ½ṹ£º

   ƾ֤·óÉèÇéÐκͻúе±£»£»£»£»£»£»£»¤ÒªÇ󣬣¬£¬£¬£¬£¬Ñ¡ÔñÎÞîø×°»ò´øÓÐÊʵ±îø×°µÄµçÀ½ṹ¡£¡£¡£¡£¡£

ͨ¹ýÒÔÉÏ°ì·¨£¬£¬£¬£¬£¬£¬¼´¿Éƾ֤µçѹƷ¼¶Ñ¡ÔñºÏÊʵĵçÀÂÐͺÅ¡£¡£¡£¡£¡£ÔÚÏÖʵӦÓÃÖУ¬£¬£¬£¬£¬£¬½¨Òé×ÉѯרҵÈËÊ¿µÄÒâ¼û£¬£¬£¬£¬£¬£¬ÒÔÈ·±£Ñ¡Ð͵Ä׼ȷÐԺͿɿ¿ÐÔ¡£¡£¡£¡£¡£

Ïà¹ØÄÚÈÝ

• ÆÁÕÏÏðÌ×µçÀÂÉú²ú¹¤ÒÕÁ÷³ÌÊÇÔõÑùµÄ£¿£¿£¿£¿£¿£¿£¿
• ÆÁÕÏÏðÌ×µçÀÂ×°ÖÃʱÕÅÁ¦¿ØÖÆ£¿£¿£¿£¿£¿£¿£¿
• µÍÑÌÎÞ±µçÀÂÄ͵çѹ¹¥»÷Âʱê×¼£¿£¿£¿£¿£¿£¿£¿
• µÍÑÌÎÞ±µçÀÂÄ͵çѹÇÖÊ´ÂʲâÊÔ£¿£¿£¿£¿£¿£¿£¿
• µÍÑÌÎÞ±µçÀÂÄ͵çѹ»û±äÂʱê×¼£¿£¿£¿£¿£¿£¿£¿
• µÍÑÌÎÞ±µçÀÂÄ͵çѹÀÏ»¯ÐÔÄܲâÊÔ£¿£¿£¿£¿£¿£¿£¿
• »·±£×èȼµçÀÂ×°ÖÃÌæ»»ÖÜÆÚզȷ¶¨£¿£¿£¿£¿£¿£¿£¿
• »·±£×èȼµçÀÂ×°ÖùÊÕÏÅŲéÕ¦×ö£¿£¿£¿£¿£¿£¿£¿
• »·±£×èȼµçÀÂ×°ÖÃÖÊÁ¿¼ì²âÕ¦¾ÙÐУ¿£¿£¿£¿£¿£¿£¿
• »·±£×èȼµçÀÂ×°Ö÷À³±Õ¦´¦Öóͷ££¿£¿£¿£¿£¿£¿£¿