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RA¡£z£¬È»ºóÏûÈ¥µÚn·Ö·µÄ¶ÔµØ¾øÔµµç×èµÄÖµ¡£RPBR5»òR6¡£ 2. 5½â·½³Ì×éµÃ Rfal = (Ual*UA2_Ua2*UAl)/ [UA2* (UBl/RBDz) _UA1* (UB2/RBDz+UB2/RPB)] 2. 6ÈçRBz < RAzʱ£¬µÚ¶þ´Î²âÁ¿Ê±ÐèÒªJ4¼ÌµçÆ÷¶¯×÷£¬°ÑR4½Óµ½Ö÷µçÔ´µÄÕý¼« ÉÏ£¬²â³öÖ÷µçÔ´Õý¼«¶ÔµØµçѹUA2¡¢±¸µçÔ´Õý¼«¶ÔµØµçѹUa2ºÍÖ÷¡¢±¸µçÔ´¸º¼«µçѹUB2¡£ 2. 7¸ù¾ÝUAl¡¢UBl¡¢Ual¡¢UA2¡¢UB2¡¢Ua2¿ÉÁгö·½³Ì×é: UAl/RAz( E -n) = UBl/RBDz-Ual/Rfal (1) IA1 = UAl/RAz ( E _n) (2) UA2/RAz( E _n)+UA2/RPA = UB2/RBDz_Ua2/Rfal (3)[0074] IA2 = UA2/RAz ( E _n) (4) 2. 8½â·½³Ì×éµÃ Rfal = (Ual*UA2_Ua2*UAl)/ [UA2* (UBl/RzBD)-UA1*(UB2/RzBD-UA2/RPA)] ʽÖÐRAz ( E _n)µÈÓÚÖ÷µçÔ´Õý¼«×ܶԵؾøÔµµç×è²¢Áª²âÁ¿µç×èRQ1+RQ2µÄÖµ¼´ µç×èRA¡£z£¬È»ºóÏûÈ¥µÚn·Ö·µÄ¶ÔµØ¾øÔµµç×è¡£ÏÖÔÚÊÇÏûÈ¥µÚ1·Ö·µÄ¶ÔµØ¾øÔµµç×è¡£²â Á¿²¢Áªµç×èRPAµÈÓÚµÚËIJâÁ¿µç×èR4¡£ 2. 9¼Ì¶ø¿ÉÒÔ²â³öÿһ·ÖÖ§»ØÂ·Õý¼«µÄ¶ÔµØ¾øÔµµç×èRfan¡£ 3.²â³ö¸÷·Ö·¸º¼«¶ÔµØ¾øÔµµç×èRfbn : 3. 1Çó³öRAz¡¢RBzºó£¬¿ØÖÆÍ¼1ÖÐÇÅ·¼ÌµçÆ÷½ÓµãJ2_1¡¢J2_2ÊÍ·Å£¬°ÑÖ÷²âÁ¿µçÇÅ ÇÅ·µç×èRz2¡¢RQ4¡¢RQ5µ½µØµÄ»ØÂ·Çжϡ£Í¼2ÖаѵçÔ´Çл»Ä£¿éMK1µÄ½ÓµãJqhl¡¢ Jqh2ºÏ ÉÏ£¬°Ñ±¸ÓõçÔ´Ë͵½±¸ÓõçÔ´ÕýĸÏß+Ãó£¿1 +Ãó£¿2¡¢ºÍ±¸ÓõçÔ´¸ºÄ¸Ïß-UBF1 UBF2£¬µÚ1·Ö ·¼ÌµçÆ÷Jfn-l¡¢ Jfn-2½ÓµãºÏÉÏ£¬µÚ1»ØÂ·Ö÷¡¢±¸µçԴͨ¹ý¶þ¼«¹ÜDn-l¡¢Dn-2²¢ÁÐÔËÐÐºó£¬ µ±Òª²âµÚ1»ØÂ·¸º¼«¶ÔµØ¾øÔµµç×èRfblʱ£¬¿ØÖÆÕý¼«¶Ì·¼ÌµçÆ÷Jdz-l¡¢ Jdf-2µ¼Í¨£¬ÒòΪ ±¸ÓõçÔ´±ÈÖ÷µçÔ´¸ß5V£¬¸º¼«²¢ÁÐÔËÐжþ¼«¹Ü×ÔÈ»¹Ø¶Ï£¬¸º¼«¶ÔµØ¾øÔµµç×èRfbl¾Í±»Çл» µ½±¸ÓõçÔ´¸º¼«ÖС£ 3. 2µÚÒ»´ÎÐèÒª²âÁ¿³öÖ÷µçÔ´¸º¼«¶ÔµØµçѹUB1 ¡¢±¸µçÔ´¸º¼«¶ÔµØµçѹUbl¡¢ÒòΪ Ö÷¡¢±¸µçÔ´Õý¼«ÒѳÉÒ»¼«¿ÉÒÔÓÃÖ÷²âÁ¿µç·²â³öUA1¡£ÔÚ²âÊÔÉÏÊöµçѹʱ£¬J3¡¢J4¡¢J5¡¢J6¶¼ ²»¶¯×÷£¬Ö»ÓÐÏà¹ØµÄÈ¡Ñùµç·¼ÌµçÆ÷¶¯×÷¡£ 3. 3ÈçRBz > RAzʱ£¬µÚ¶þ´Î²âÁ¿Ê±ÐèÒªJ3»òJ4¼ÌµçÆ÷¶¯×÷£¬°ÑR3»òR4½Óµ½Ö÷¡¢ ±¸µçÔ´µÄÕý¼«ÉÏ£¬²â³öÖ÷µçÔ´¸º¼«¶ÔµØµçѹUB2¡¢±¸µçÔ´¸º¼«¶ÔµØµçѹUb2ºÍÖ÷¡¢±¸µçÔ´Õý ¼«µçѹUA2¡£ 3. 4¸ù¾ÝUBl¡¢UAl¡¢Ubl¡¢UB2¡¢UA2¡¢Ub2¿ÉÁгö·½³Ì×é: UBl/RBz( E -n) = UAl/RADz-Ubl/Rb (1) IB1 = UBl/RBz( E _n) (2)UB2/RBz ( E _n) = UA2/RADz+UA2/RPA_Ub2/Rb (3) IB2 = UB2/RBz ( E _n) (4) 3. 5½â·½³Ì×éµÃ Rfbl = (Ubl*UB2_Ub2*UBl)/ [UB2*(UAl/RADz)-UB1*(UA2/RADz+UA2/RPA] ʽÖÐRBz ( E _n)µÈÓÚÖ÷µçÔ´¸º¼«×ܶԵؾøÔµµç×è²¢Áª²âÁ¿µç×èRQ7+RQ8µÄÖµ¼´ RB¡£z£¬È»ºóÏûÈ¥µÚn·Ö·µÄ¶ÔµØ¾øÔµµç×èµÄÖµ¡£RPAµÈÓÚR3»òR4¡£ 3. 6ÈçRBz < RAzʱ£¬µÚ¶þ´Î²âÁ¿Ê±ÐèÒªJ6¼ÌµçÆ÷¶¯×÷£¬°ÑR6½Óµ½Ö÷µçÔ´µÄ¸º¼« ÉÏ£¬²â³öÖ÷µçÔ´¸º¼«¶ÔµØµçѹUB2¡¢±¸µçÔ´¸º¼«¶ÔµØµçѹUb2ºÍÖ÷¡¢±¸µçÔ´Õý¼«µçѹUA2¡£ 3. 7¸ù¾ÝUBl¡¢UAl¡¢Ubl¡¢UB2¡¢UA2¡¢Ub2¿ÉÁгö·½³Ì: UBl/RBz( E -n) = UAl/RADz-Ubl/Rb (1) IB1 = UBl/RBz( E _n) (2) UB2/RBz ( E _n) +UB2/RPB = UA2/RADz-Ub2/Rb (3) IB2 = UB2/RBz ( E _n) (4)[0099] 3. 8½â·½³Ì×éµÃ Rfbl = (Ubl*UB2_Ua2*UBl)/ [UB2* (UAl/RADz) -UB1* (UA2/RADz_UB2/RPB] ʽÖÐRpbµÈÓÚR6¡£ ÕâÑù¾Í¿ÉÒÔ²â³öµÚÒ»·ÖÖ§»ØÂ·¸º¼«¶ÔµØ¾øÔµµç×èRfbl¡£¼Ì¶ø¿ÉÒÔ²â³öÿһ·ÖÖ§»Ø ·¸º¼«µÄ¶ÔµØ¾øÔµµç×èRfbn¡£ È«²¿²âÍê¾Í¿ÉÒÔ²â³öÿһ·ÖÖ§»ØÂ·Õý¡¢¸º¼«¶ÔµØ¾øÔµµç×è¡£´Ó¶ø´ïµ½ÓÃȫֱÁ÷·½ ·¨£¬¸ßÁéÃô¶È¡¢¸ß¾«¶ÈÈ«ÃæµÄÔÚÏß¼à²âÖ±Á÷ϵͳ¾øÔµµÄ¹¦ÄÜ¡£
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