《HB961计米计数光栅表说明书 - 副本 (1)》由会员分享，可在线阅读，更多相关《HB961计米计数光栅表说明书 - 副本 (1)（3页珍藏版）》请在金锄头文库上搜索。
1、() XXXXXX XXXXXXPP0000 PP0000 PP0004 PP0004 1.000 1.000 000001 000001 000001 000001 000001 000001 000001 000001 SETSET SETSET SETSET SETSET SETSET SETSET SETSET SETSET SETSET SETSET SETSET SETSET PP0004 PP0004 J1J1 J2J2 J1J1 J2J2. r-SCRL r-SCRL r-J1 r-J1 r-J2 r-J2 r-J1-2 r-J1-2 r-J2-2 r-J2-2 END END
2、 XXXXXX END PP0000 P-Sn P-Sn PP008 9 XXXXXX SET SET SET SET SET SET SET SET SET S ET PP0089 PP0089 000001 000001 000002 000002 000003 000003 3030KHz 3030KHz IN1 IN2 IN1 IN2 IN1 IN2 IN1 IN2 IN1 IN2 IN2 IN2 90 B A IN1 IN2 90 B A IN1 IN2 IN2 IN2 90 B A IN1 IN2 90 B A 30Hz 30Hz () () 1 2 3 2 1 2 3 In1 I
3、n2 1 2 3 1 2 3 4 In1 In2 BA J3 J4 SETSET HB961HB961/ J1 J2 8.8.8.8.8.8.10.5mm L= d=32.99mm L= d=32 .99mm 1 1 1 10.5mm 10.5mm L= d=3.299cm L= d=3.299cm L= d=0.33 m L= d=0.33 m 32.99 32.99 3.299 3.299 0.33 0.33 A=3299 A=3299 dot - dot - b=100 b=100 0-999992mm 0-999996cm 0-999999m A=3299 A=3299 dot - d
4、ot - b=1000 b=1000 A=33 A=33 dot - dot - B=1000 B=100012.3mm 12.3mm 1 1 10 10 1.23mm 1.23mm 12.3 12.3 1.23 1.23 A=123 A=123 dot - dot - b=10 b=10 0-999990mm 0-999990mm 0-999999mm 0-999999mm A=12 A=12 dot - dot - b=1000 b=1000 dot A,b dot A,bXXXXXX PP0000 r1Sn PP0036 XXXXXX XXXXXX SET SET SET SET SET
5、 SET SET SET SET SET SET SET SET SET SET SET PP0036 PP0036 J1 J1 r2Sn END J2 J2 J1 J1 12 3 r1Sn 1 1 1 J2 J2 1-1 1 r2Sn 1 2 2 A A -199990999999 -199990999999 R 1 3 3 b b 1999999 b 1 3 3 C 0 33 -.- dot () ()11 END J1 J1-2 J2 J2-2 J2-t END J11J11 J12J12 J21J21 J2J2 J22J22 20000 -19999999999 -1999999999
6、9 -19999999999 0.199999.9 -19999999999 40000 20000 40000 0.1 1 9 2 10 3 11 4 12 5 13 6 14 7 15 8 16 24V IN1 5V30mACOMCOMRSTIN2 J2J1 96X4896X48 5V24V IN1/2 COM 30mA IN1/2 COM J2J2 J2 J2-t J2 J2-t J2 J2-t J2 J2-t J2 J2-t J2 J2-t J2 J2-t J2 J2-t J2 J2 J2 J2 J2 J2-t J2-t J2-t J2-t J2 J2 J2 0404 0707 1010 0505 0808 1111 0606 0909 C CC C CC C C C CC J2-2 J2 J2-2, J2=J2-2 J2J2-2 J2 J2-2, J2=J2-2 J2J2-2 J2 J2-t J2 J2-t J2-t 3:(A)(b) C 3: (A)(b) C = XA b+C = XA b+C dot dot J1 J1 J1 01 01 02 02 03 03 C C C J1-2 J2 J2 J2 01 01 02 02 03 03 C C C J2-2 V V V V
