Cylinder with Lock Series CLS m(kg) Load weight: m(kg) 160 600 600 140 500 500 125 400 400 300 300 200 200 100 100 100 500 400 300 200 100 500 400 300 200 Maximum speed: V(mm/s) Maximum speed: V(mm/s) 31
Step M z Precautions on Model Selection Caution Find the maximum load speed: V [mm/s] from the load movement time: t [s] and the movement distance: st [mm]. 1.
Content 10 MXP10-PS No. 19 above (2 sets) 12 MXP12-PS 16 MXP16-PS 6 Series MXP Dimensions MXPJ6 4-M3 x 0.5 depth 3 7 5 H 3 D B 18 1 0.05 3.5 16.5 14 13 20 6 F 6 6 5 2-M4 x 0.7 Piping port 13.5 Prepared hole dia. 3.3 2-M3 x 0.5 (Plug: M-3P) 17 0.05 Mounting reference planes B D M Stroke: S 1 5 J Z 2.4 Piping port 2-M3 x 0.5 (mm) MXPJ65 MXPJ6-10 SMXPJ6, #1 SMXPJ6, #2 F H J M S Z Model 25 38
The kinetic energy of a load can be found using the following formula. 20 10 5 M 100 300 1000 2000 500 M 2 2 Ek = Maximum drive speed (mm/s) Ek: Kinetic energy (J) M: Weight of load (kg) : Piston speed (m/s) Example) Find the rod end load limit when a 63 air cylinder is operated at a maximum drive speed of 500mm/s.
H J K P.C.D L1 6-6.6 8-8.4 L2 XMD-25 XMD-40 XMD-50 XMD-63 XMD-80 50 65 70 88 90 16 20 20 20 20 7.5 15 17.5 19.5 26.5 P.C.D 58.7 P.C.D 92.1 C D XYD/In-line type G Fd C (K flange) J K H B S M 45 A Fn (KF flange) E K (mm) Model A 86.7 114 128 163 193 B 48 66 79 100 117 C 1 2 2 3 3 D 23.5 38 53 61 80 E 40 55 75 87 114 Fn 95 110 Fd 26 41 52 70 83 G 66 84 95 121 144 H J XYD-25 XYD-40 XYD-
B C E E H L1 L1 L2 L2 M Min. port size LQ3E2A-S 1/4" 4 6 17 16 16 34.5 33.5 39.5 38.5 20 3.9 LQ3E3A-S 3/8" 5 9 22.5 19.5 21 47.5 44.5 49.5 46.5 25 6.3 LQ3E4A-S 1/2" 6 10 24.5 22.5 24 52.5 50.5 54.5 52.5 29 9.5 LQ3E5A-S 3/4" 7 14 26.5 24 32 64 61.5 66 63.5 37 15.8 LQ3E6A-S 1" 8 18 30 26 41 78 74 80 76 49 22 LQ3E7A-S 1 1/4" 9 22 35 35 50 92.5 92.5 97.5 97.5 64 28 M H Class 7 929 A LQ3 Series
T4 = 0.05 [s] T1 = V/a1 = 300/5000 = 0.06 [s], T3 = V/a2 = 300/5000 = 0.06 [s] T2 = = = 0.94 [s] L 0.5 V (T1 + T3) V 300 0.5 300 (0.06 + 0.06) 300 T4 = 0.05 [s] Therefore, the cycle time can be obtained as follows.
Note 3) Bowl assembly for AL30 to AL60 comes with a bowl guard (steel band material). 52 AL10 to 60 Dimensions AL10 AL20 L D Bracket (option) G F Port size K M A Port size C B R C J H OUT OUT IN OUT OUT IN B R P Min. clearance for maintenance Min. clearance for maintenance A AL50, 60 AL30, 40 L D D L Port size Bracket (option) Bracket (option) G F G F Port size M K M K E J C B R C B R H
transfer direction 2 x P (Rc, NPT, G) F Z X Stroke S T 0 0.1 D Q M E J G A + 2 stroke B + Stroke H + Stroke V L E M 4 x N through 8 x O counterbore Width across flats K T 0 0.1 Workpiece transfer direction 2 x P (Rc, NPT, G) F Z X Stroke S D Q M E J A + 2 stroke B + Stroke H + Stroke V L G E M 4 x N through 8 x O counterbore T 0 0.1 D Mounting: Both ends tapped RSQA [mm] A + 2 stroke B +
The kinetic energy of load can be found using the following formula. 20 10 5 V M M 2 V 2 100 300 1000 2000 500 Ek = Ek: Kinetic energy (J) M: Weight of load (kg) V: Piston speed (m/s) Maximum drive speed (mm/s) Example) Load limit at rod end when air cylinder 63 is actuated with max. actuating speed 500 mm/s. at a maximum drive speed of 500 mm/s.
The kinetic energy of load can be found using the following formula. 20 10 5 V M M 2 V 2 100 300 1000 2000 500 Ek = Ek: Kinetic energy (J) M: Weight of load (kg) V: Piston speed (m/s) Maximum drive speed (mm/s) Example) Load limit at rod end when air cylinder 63 is actuated with max. actuating speed 500 mm/s. at a maximum drive speed of 500 mm/s.
(Example) Bolt M5 x 110l (Two bolts are necessary per cylinder) RS Q G RS H A RZQ Rod side mounting Head side mounting MI W S CEP1 CE1 CH CR CE2 Attached B-type washer D D ML2B C J G5-S CV MVGQ C 50, 63 CC Note) Use the attached washer when inserting the bolt from the rod side.
Specific Product Precautions 8 Cylinder with Lock Double Acting, Single Rod/Double Rod 32, 40, 50, 63, 80, 100 CP96N Series RoHS How to Order CP96N B 32 100 C J W CP96ND M9BW S W B 32 C 100 J With auto switch With auto switch (Built-in magnet) Bore size 32 32 mm 40 40 mm 50 50 mm 63 63 mm 80 80 mm 100 100 mm Made to order Refer to page 10 for details.
[mm/s] (Operating condition) a1: Acceleration [mm/s2] T1 = V/a1 [s] T3 = V/a2 [s] = = 0.57 [s] T2: Constant speed time can be found from the following equation.
D D t D t t c e c c e e u u s u s s d i d i d i g g g o o o n n n r r r P P P A A A 1 1 9 9 9 9 9 9 w w 9 w 9 9 m I m I n n 9 9 9 u d u d a a a r u r u o s o F s tr F i e tr i e 9 9 9 D r r D r r r e e e e v v s 1 d d s 1 1 d o o i i n g n g n n n n a a H H n P n P g g r r o o i i s s d d e e u u D D c c t t d A d A r r w w a a 12-11-1 2 Courtesy of Steven Engineering, Inc.-230 Ryan Way,
Symbol Symbol Definition Unit Symbol Definition Unit Collision speed mm Corrected value for center position distance of moment mm/s An(n=1~3) V Average speed J mm/s Kinetic energy E Va Load J N Allowable kinetic energy Emax W Allowable load mm N Over hung Ln(n=1~3) Wa Nm N Static moment (Pitch, Yawing, Roll) Load equivalent to collision M(Mp,My,Mr) We Nm N Allowable static moment (Pitch,
The kinetic energy of a load can be found using the following formula. 20 10 5 M 100 300 1000 2000 500 M 2 2 Ek = Maximum drive speed (mm/s) Ek: Kinetic energy (J) M: Weight of load (kg) : Piston speed (m/s) Example) Find the rod end load limit when a 63 air cylinder is operated at a maximum drive speed of 500mm/s.