MY1

Wall mounting z y Wd: Workpiece (500 g) P. 8-11-6 x y Wc: MHL2-16D1 (795 g) x z Wa: Connection plate t = 10 (880 g) x MY1M40-500 3. Ceiling mounting 4.

SY3000-OMH0002

(N.O.)3 8 No.SY3000-OMH0002 SY series .3.23.7mm ( ( (1mm) (R) (U) DC24V 12V 1/4 DC24V 62ms L M () (S) 0.5V (Z) () 9 No.SY3000-OMH0002 SY series DIN W 1 3WA +4-3 (DS) (Z) DIN M8 ( ) DC24V 12V 1V WA (FU) +COM (S) (Z) (R) (U) (SS5Y(3,5)-45)-COM (SS5Y(3,5)-45N) 4 (WA ) (S 3( WA ) L M (GZ, LZ, LOZ, MZ, MOZ) 4 (WA ) 3( WA ) DIN (DZ, YZ) 4 WA 3 WA 4 (WA

CM2

51 to 100 151 to 200 201 to 300 101 to 150 151 to 200 201 to 300 20 68 81 93 106 131 12.5 25 37.5 50 75 143 156 168 181 206 36 17 25 72 85 97 110 135 12.5 25 37.5 50 75 147 160 172 185 210 36 17 32 72 85 97 110 135 12.5 25 37.5 50 75 149 162 174 187 212 36 17 40 77 90 102 115 140 12.5 25 37.5 50 75 181 194 206 219 244 46 19 Boss-cut With air cushion Built-in One-touch fitting (mm) Bore WA

Rotary Table Rack & Pinion Style Series MSQ Size: 1, 2, 3, 7, 10, 20, 30, 50, 70, 100, 200 1

9 @0 @1 @2 @3 @4 Size: 3, 7 @3 The hexagon socket head set screws are tightened at different positions depending on the position of the connecting port. 11-9-14 15 Rotary Table Series MSQ Dimensions: Size 1, 2, 3, 7 Basic type: MSQBA High precision type: MSQAA BJ 2-JF depth JG DI DH CRB2 DJ WB effective depth WC BI CRBU2 HA 8-WD depth WE (Circumference: 8 equivalents) FE 1 WA (UV) CRB1 4

Rotary Table/

4.8 2 3.7 9 3.3 6 3.5 M4 x 0.7 2.2 5.3 M4 x 0.7 4 5H9 5.5 34 18.5 12.6 9.2 35 4.5 29h9 29.5h9 14H9 3.8 5.3 2.5 4.2 10 3.3 6 3.5 M4 x 0.7 2.2 5.3 M4 x 0.7 4 34h9 6H9 5.5 38 23 15.5 10.5 40 4.5 33h9 17H9 5 5.3 2.5 4.2 10 4.2 7.5 4.5 M5 x 0.8 2.5 6 M4 x 0.7 4 40h9 7H9 5.5 45 30 18.4 12.2 50 5 39h9 20H9 6 6.5 2.5 4.5 11.5 4.2 7.5 4.5 M5 x 0.8 2.5 6 M5 x 0.8 5 (mm) JJ JK JU P Q S SD SF SU UU WA

Battery-less

Make sure workpieces mounted on the rod do not interfere with other workpieces or the facilities around the rod. 2 Position after returning to origin 3 [ ] for when the direction of return to origin has changed DA P X C FB 0.5 Connector Motor cable (0.5) Z 4 x G through DB 24 L + Stroke WA Cable length 300 Section Y details 65 4 x OA through 24 Rod operating range1 Stroke end [Origin]3

15

Load Blocking Xb,Xc,Xd zb A za CY3B CY3R Wb X Z CY1S CY1S Wc yc yd CY1L Wa Wd CY1H Y zc,zd Y CY1F CYP Mass and center of gravity of the load Calculation for Overall Center of Gravity Center of gravity mt = mn q Load no.

C85

WA WBWB G1 G1 8 8 to 25 HR N1 N1 Rail mounting type (A) Band mounting type (B) or non-magnet S + Stroke ZZ + 2 x Stroke Wh KK With rod boot C e K 9 9 I f AM h (mm) ND h8 BE KK EE N1 G1 KW NA D F KV HR K ZZ Bore C AM WA SW S WB H WH 12 10 M4 x 0.7 M5 x 0.8 M12 x 1.25 4 16.7 15 12 19 6 28 16 7 7 11.5 48{54} 104{110} 8 12 12 10.5 M4 x 0.7 M5 x 0.8 M12 x 1.25 4 16.7 15 12 4.5 19 6 10.5 28

Precision Air Slide Table Series MXP ø6, ø10, ø12, ø16, (ø8: new addition, see 8-8-23 ) 1

Allowable kinetic energy Emax: Table (1) Load Factor 3 3-1 Load Factor of Load Weight Wa = bWmax Find the allowable load weight Wa (kg). Note) No need to consider this load factor in the case of using perpendicularly in a vertical position. (Define 1 = 0.)

AC Servo Motor Driver LECYM/LECYU Series Compatible LEF  Position control, speed control and torque control Power supply voltage (V) LEJ can be used. 200 to 230 VAC 
Control encoder: Absolute 20-bit encoder LEL Motor capacity (W) (Resolution: 10485

Section XX XA H9 depth XA 4 x M OA thread depth OB XB 2 x NA thread depth NC XA H9 XA K X [mm] LEYGlM (Sliding bearing) [mm] LEYGlL (Ball bushing bearing) Size Stroke range (mm) L DB Size Stroke range [mm] L DB (0.5) Section XX 25 15 to 55 67.5 12 60 to 185 100.5 190 to 300 138 25 15 to 110 91 10 115 to 190 115 195 to 300 133 Z WB WA WC + Stroke 32 20 to 55 74 16 60 to 185 107 190 to 300

Compact Guide Cylinder

Grease pack part number: GR-S-010 (10 g) 7 Compact Guide Cylinder MGPK Series Dimensions: 12 to 25 WA Z (Mounting hole position) XAH9 depth 6 WB X 0.02 (Pin hole position) X 4 x YY depth YL Section XX 4 x MM depth ML Bottom view 4 x NN through XAH9 XB Section XX 4 x OA through Section XX Z WA 2 x Counterbore diameter OB, depth OL L HA: T-slot for hexagon bolt 3 (12 and 16 only) DA DB X 0.02

Compact Guide Cylinder with One-way Lock Series MLGP ø40, ø50, ø63

Section XX 8.5 50 4.5 13.5 7.5 13.5 11 7 18.5 63 10 17.8 Bottom view L 4-OA through 4-OB counter bore depth OL Section XX WA Z Section XX IA 4-NN through IC 4-MM depth ML R X0.02 HA T-slot for hexagon bolt X0.02 DA DB mIB ID X U VB VA H T PW 2-Rc P (plug) Rc 1/8 unlocking port Unlocks when pressurized GC GA XAH7 depth XL 2-Rc P PB A + Stroke E B + Stroke FA FB C + Stroke PA + Stroke GB Q

2 Finger, 3 Finger, 4 Finger Air Gripper Parallel Type Series MHS

MHS2-32D MHS2-40D Q 11 12 RA 38 44 SA 4.5 5.5 FX 23 26.5 G 30.5 32 AA 44 47 NA 14 16 J 20 21 AB 41 44 L 2H9 3H9 B 56 62 DO 64 70 DC 56 62 EO 24 28 EC 16 20 CA 8 9 CB 16 17 FY 20.5 23.5 FZ 5 6 +0.025 0 +0.025 0 Model MHS2-32D MHS2-40D UA M5 x 0.8 M6 x 1 UB 10 12 VA VB 3 4 WA XA XB 3 4 SB 8 9.5 +0.025 0 +0.030 0 +0.025 0 +0.030 0 +0.062 0 +0.062 0 34H9 3H9 4H9 3H9 4H9 42H9 6 Series MHS 2

MXF

. (3) Allowable load weight coefficient : Graph (1) Wa = 1 x 1 x 4 = 4 K = 1 = 1 Wmax = 4 1 = 0.5/4 = 0.125 Find the allowable load weight Wa (kg).

Series MXP Precision Air Slide Table

.=0.045 Load rate 3 3-1 Load rate of moment Wa=W max. Calculate allowable load Wa(N). Wa=112=12 =1 W max.=12 1=2/12=0.167 Allowable load coefficient : Graph 1 Calcurate load rate (1) of moment. Max.allowable load W max. : Table 2 1=W/Wa 3-2 Load rate of static moment M=W(Ln+An)/1000 Corrected value for center position distance of moment An : Table 3 Ma=M max.

Air Slide Table Series MXQ

Can be used based on E = 0.088 Ea = 0.11 Max. allowable kinetic energy Emax: Fig. 1 Kinetic energy (E) Allowable kinetic energy (Ea) Load factor 3 3-1 Load factor of load weight Wa = K Wmax Find the allowable load weight Wa (kg).

MXS Series Air Slide Table

Allowable moment Wmax: Table 2 1=W/Wa Calculate static moment Wa(N) Wa=1 x 1 x 40=40 K=1 =1 Wmax=40 1=10/40=0.25 Calculate load rate 1 of static moment. 3-2 Load rate of static moment Rolling Yawing Calculate static moment M(Nm).

MXQ

: Table (2) 1 = W/Wa Find the allowable load weight Wa (kg).

MXS

Load rate Ea= K E max Ea=1 0.11=0.11 Work mounting coeficient K: Fig.3 Max. allowable kinetic energy Emax: Table 1 Kinetic energy (E)Allowable kinetic energy (Ea) Possible to use by E=0.0 3 3-1 Load rate of work Calculate static work Wa (N) Wa=1 X 1 X 4=4 K=1 b=1 Wmax=4 a1=1/4=0.25 Wa=K b Wmax Work mounting coeficient K: Fig.3 Allowable load coeficient b: Graph 1 Max.

Series MSQ 11- Rack & Pinion Type Rotary Table 22- Size: 1, 2, 3, 7, 10, 20, 30, 50

Fittings & Tubing Air Cylinders Rotary Actuators DI BJ DH DJ 2 x JF depth JG HA BI WB effective depth WC FE (UV) 8 x WD depth WE (Circumference: 8 equivalents) 1 WA 1 XA 4 x JJ depth JK JA counterbore depth JB 2 x J through 22.5 (mm) DH DI DJ FE HA UV Size BE 1 27h8 27.5h8 14H8 8.2 13.5 29.5 XB effective depth XC WF 2 29h8 29.5h8 14H8 9.7 15.5 33.5 3 34h8 33h8 17H8 9.7 15.5 36 7 40h8 39h8