(n-2) Same 5s+50(n-2) n=1,2,3,4,, 75+so(n-2) n=2,4,6,8.., B0+50(n-2) 1=2,4,6,4... s0+50(n-2) n=2.4.6.8... with 1 1 0 80 90 40 rr3.5 49 55.5 42 50 B I (O) 10(6.5 7 1 . 5 84.1 92.5 't!
With regulator + 2 port solenoid valve With 2 port solenoid valve 16-8-2 3 Air catch sensor Series ISA2 Optimum position is known at a glance.
VR 2-M5 x 0.8 depth 7 (Mounting screw) VH VHS Dimensions/Manifold VVTA300-1 VVTA300-3 (Pitch) Max. 2 Max. 2 Pilot port Pilot port 4-M4 (Mounting hole) (Mounting hole) 4-M4 (P port) (Pitch) (P , R port) (R port) (A port) (A port) Individual Exhaust Common Exhaust n n: Station n n: Station 2 76 64 3 102 90 4 128 116 5 154 142 6 180 168 7 206 194 8 232 220 9 258 246 10 284 272 2 88 62 3 114
t = 25C m 2 1 2 m 2 1 2 R Operating condition Impacting object weight Collision speed Dropping height Angle speed Distance between axis of cylinder and impact point Bore size Cylinder operation pressure Thrust Torque Operation cycle Ambient temperature Friction coefficient Symbol m h r d p F T n t Unit kg m/sec m rad/sec m mm MPa N Nm cycle/min C 2 gh m RHC R m 2 1 2 m 2 1 2 1 2 T S
2 r e y @4 @8 @0 !0 i @3 o @4 @8@7 u @2 r y CEP1 CE1 CE1 r @9 @2 CE2 !9 #0 w #1 #0 t q e @9 #1 @1 !9 t @5@6 @1 #0 q !1 w#1 #0 @2 @9 #1 @1 ML2B #8 12 40 to 63 @0 @4 @8 i u o @3 !1 #1 #2 @8@4 !2 @7 !3#3 r !4 e !6 @6 #7 #6 !5 !9 @5 t @6 y #0 w @1 #0 #5 !7 #4 q @9@2 !8 #1 #2 !7 #5 #4 @1 Component Parts Component Parts Material Note No. Description Material Note No.
I = m + mL kgm 2 r Find the actual moment of inertia I.
B r 2. I is converted to the rotation of the shaft (A). B 2 r I = m2 2 b a I I = A B Number of teeth =b 5. Solid sphere Position of rotational axis: Through the center of diameter r 2 2 r I = m5 27 - Kinetic energy Table 9 shows the allowable kinetic energy of the rotary table.
2 y r i q !9 !8 @2 @0 @3 @5 @8 @7 o u !7 t CY3R15, 20 CY3R15 Parts list No. Description No.
B r 2. I is converted to the rotation of the shaft (A). B 2 r I = m2 2 b a I I = A B Number of teethb 5. Solid sphere Position of rotational axis: Through the center of diameter r 2 2 r I = m5 29 - Kinetic energy Table 10 shows the allowable kinetic energy of the rotary table. Here, the angular speed can be found from the formula below.
o 0.62 322 1.28 14 oaa {4) 250 u-24 0.50 .621 .621 0.25 0.93 0.38 1t-1E .251 .250 0.75 0.25 0.34 0.75 o.75 o.1a cts16 0.75 120 o.62 3.19 3.8:t 343 t06 {17-l _312 6t-21 0.50 .621 .621 0.38 1 . 1 2 0.38 5t-i E .25r .250 0.75 0.25 o.3a 3.97 o.8a o_aao.24 qi-14 o.75 1.30 0.62 334 1.25 125 t 2 5 t 1 k ) 375 \-24 o.aE .749 .749 o.11 r.32 0.50 .251 o.25 0.41 rt.4 1.06 r.06 0.25 sa-l6 0.46 r.62 0.78
(17)(30) 2 2 11.4 IDF15E1-10-M IDF15E1-20-M PC L N PE TB ILS ILS OLR PTC OLR PTC CM CM C02 C01 C11 FM C11 PRS FM PRS P MOV P MOV CM PTC PTC C01 FM PRS C02 OLR PC C11 ILS TB MOV 11 2 12.R R 12 12.1 12.2 1 AC100V AC200V INOUT IDF15E1-10-R IDF15E1-20-R (A) 10 (mA) 30 12.3 M5 9.5mm 1.25mm 2 L ,N N L () () 12 1 12.R AC100V M4 () AC200V (M3) 12.4 () () ONOFF 12 2
2 r e y @4 @8 @0 !0 i @3 o @4 @8@7 u @2 r y MK/MK2 RSQ/RSG !9 #0 w #1 #0 t q e @9 #1 @1 !9 t @5@6 @1 #0 q !1 w #1 #0 @2 @9 #1 @1 RSH CE1 40 to 63 CE2 @0 @4 @8 i u o @3 !1 #1 #2 @8@4 !2 @7 !3#3 r !4 e !6 @6 ML2B ML1C #7 #6 !5 REA REC RHC !9 @5 t @6 y #0 w @1 #0 #5 !7 #4 q @9@2 !8 #1 #2 !7 #5 #4 @1 MTS CC Component Parts Component Parts Description Material Note Description Material No.
2 r w e i !0 !5 t u y MDHR2 q !4 !3 o @0 !2 !1 !9 w !8 i !6 i !7 e r !5 !0 t y u Component Parts Component Parts Description Material Description Material Note No. q w e r t y No. !1 !2 !3 !4 !5 !6 !7 !8 !
I = m + mL kgm 2 r Find the actual moment of inertia I.
2 #3 @6 @7 !9 qo r !3 @1 e #1 #4 @0 !8 t @3 B' CL !7 N@4 CL1 A' A A' A MLGC CNG B MNB @5 !5 CNA CNS 20, 25: 50 stroke or less Over 100 stroke CLS CLQ Extension locking (Type F) Retraction locking (Type B) MLGP N#2 u #6 y @2 u #6 #2 y #5 @2 i i RLQ MLU ML1C D-X Section B-B' Section B-B' 20Section A-A' !6 !6 Section A-A' Data Component Parts Description Material Note No. !7 !8 !