LEKF-OMZ0035

For encoder connector Screw size: M2 Tightening torque: 0.1 N m For brake connector Screw size: M2 Tightening torque: 0.2 N m For power supply connector Screw size: M2 Tightening torque: 0.2 N m -16- 4.4 Handling Warning 1. Do not touch the motor during operation. The surface temperature of the motor can increase to approx. 80C due to operating conditions.

Electric Slide Table / High Precision Type 《 AC servo motor 》

For encoder connector Screw size: M2 Tightening torque: 0.1 N m 2.4 Handling For brake connector Screw size: M2 Tightening torque: 0.2 N m For power supply connector Screw size: M2 Tightening torque: 0.2 N m Warning 1. Do not touch the motor during operation. The surface temperature of the motor can increase to approx. 80C due to operating conditions.

11- Series MXP/MXPJ6 Air slide table 22- ø6, ø10, ø12, ø16

x 0.4 depth 2.2 12 Metal stopper 11-/22-MXP6-10 Max. 10.5 F 4-M3 x 0.5 depth 3 12 2-M2 x 0.4 depth 3 (mm) E F H J M Q QL S W Y Z AA Model 23 25 38 33.5 37 28 8 5 42 22 45 2 11-/22-MXP6-51 30 35 42 48.5 47 37 11 10 53 27.5 60 9.5 11-/22-MXP6-10 101 Air slide table MXP/MXPJ6 11221122Dimensions: MXP10 2-M3 x 0.5 depth 5 Z 3 Metal stopper V K C 4 5 C Max. 5.5 20 G Without stroke adjuster N M

CL

Static Load) 40 1 2 Ek= m2 Bore size 1000 Holding force (N) 32 500 25 20 60 40 50 0 0.1 0.2 0.3 0.4 0.5 Load weight (kg) 40 Air pressure to pressurized lock port (MPa) 32 Cautions when Locking Caution 40 30 25 20 32 The holding force is the lock's ability to hold a static load that does not involve vibrations or impacts, when it is locked without a load.

MK

3 I = m a2 12 I = m2 2r 2 5 4.1-21

MRQ

Referring to case u where "W2" is a sphere, 4a +b 2 2 2 4a +b 2 1 2 1=m1 +m2 12 12 2 r K=m2 5 2 tThin rectangle board (Parallelogram) !0Gear transmission Position of rotation axis: Passes through center of gravity and perpendicular to the board. (Same formula regardless of board thickness.) 1. Find moment of inertia1B around the rod (B). 2.

V100

Mounting thread is also reinforced from size M1.7 to M2.

Rotary Table/

Find the inertial moment B for the rotation of shaft (B). 3 + m2 a22 + K (Example) When shape of m2 is a sphere, refer to 7, and K = m2 2r2 2.

Low Profile

: 6 or more Tightening torque: 0.1 to 0.14 Nm 3 4 4 1.7 1.7 11.6 0.8 2.45 1.5 2.3 (Lead wire AWG#26) 300 54 3.4 10 5 3 3 1.7 10 Base hole dimension w Mounting screw (Included) M2 x 11 2 x M2 x 0.4 Thread depth: 6 or more Tightening torque: 0.1 to 0.14 Nm 3 4 4 (11.6) 4 4 2.1 1.7 1.7 3 2.45 Universal 0.8 4.9 10 2 (OUT) 1.5 2.3 1 (SUP) 3 (EXH) 3 3 1.7 3 (EXH) port 1 (SUP) port 2 (OUT) port

Rotary Actuator Vane Style Series CRB2 Size: 10, 15, 20, 30, 40 1

M1 M2 Body (B) N Body (A) 2-R A port S N A port B port 2-R Y Y A1 M1 A2 SMC SMC J 27 H X For single vane: Above illustrations show actuators for 180 when B port is pressurized.

CRB2/CRBU2/CRB1

M1 M2 Body (B) N Body (A) 2-R A port J E2 H E1 F S N A port B port 2-R CRB1 Y Y A1 M1 A2 P 6-Q X A1 (mm) R (RC) E2 (h9) F (h9) E1 (g6) V B W C Model A1 D G M2 X U A2 Y H N P J Z M1 S Q K T L CRB1BW 50CRB1BW 50-E CRB1BW 63CRB1BW 63-E CRB1BW 80CRB1BW 80-E CRB1BW 100CRB1BW 100-E 26 21 29 27 30 29 35.5 38 18 22 30 32 14 18 15 25 20 30 24 38 M6 x 1 depth 9 12 0.006 0.017 11.9 0 0.043 25 0

Rotary Cylinder Series MRQ Size: 32, 40 1

Load at end of lever Position of rotational axis: Perpendicular to the plate through one end 2 1 2 2 a + K = m1 + m2 3 a Ex.) When shape of W2 is a sphere, refer to u, and 4a + b 2 1 2 4a + b 2 2 2 = m1 + m2 12 12 It becomes K = m2 2r2 5 5. Thin rectangular plate (Rectangular parallelepiped) 10.

Table of Contents

M1 M2 Body (B) N Body (A) 2-R A port S N A port B port 2-R Y Y A1 M1 A2 SMC SMC J 27 H X For single vane: Above illustrations show actuators for 180 when B port is pressurized.

Rotary Actuator Vane Style Series CRB2 Size: 10, 15, 20, 30, 40 1

M1 M2 Body (B) N Body (A) 2-R A port S N A port B port 2-R Y Y A1 M1 A2 SMC SMC J 27 H X For single vane: Above illustrations show actuators for 180 when B port is pressurized.

Table of Contents

Allowable M1 (= M3) moment (Nm) Load weight (kg) Cylinder stroke (mm) 32 Allowable Moment (M2) (Nm) 10 16 20 25 Bore size (mm) CXWM 0.108 0.549 0.809 1.029 2.695 Cylinder speed (mm/s) CXWL 0.108 0.549 0.809 1.201 2.695 Note) M2 is steady regardless of the strokes. 8-26-6 5 Series CX Before Operation 1. Changing from the non-auto switch specifications to the auto switch specifications 2.

Mechanically Jointed Rodless Cylinder with Brake, Hy-rodless Cylinder Series ML1C ø25, ø32, ø40 1

Calculate (1) (Wmax) from the graph of max. payload (W1, W2, W3) and calculate (2) and (3) (Mmax) from the maximum allowable moment graph (M1, M2, M3).

Thermo-chiller

+ 0.43 m2 0.37 m2 0.19 m2 965 mm 970 mm 500 mm 445 mm 377 mm 377 mm Globally compatible power supplies 50 Hz 60 Hz 50/60 Hz Power consumption reduced by 17% Energy saving 3-phase 200 VAC 3-phase 200 to 230 VAC 3-phase 380 to 415 VAC 3-phase 460 to 480 VAC Single-phase 200 to 230 VAC HRLE Series : HRLE090 : HRLE050 CAT.ES40-75A A Circulating Fluid Temperature Controller Thermo-chiller Compact

IZN10_C

IZN10 IZN10 IZN10 IZN10 01 01 01 01 P P P P 06 06 06 06 Z Z Z Z B1 B1 B1 B1 IZN10 AC 01 02 11 Rc1/8 NPN P PNP 06 6 07 6.351/4) 16 6 ( 17 6.351/4() (3m) Z (10m) N IZN10-NT L DIN IZN10A002 IZN10B1 L B2 B3 DIN 01 06 ES 2 01 ES 17mm 2 2 02 3 3 11 Rc1/8 4 4 /IZS30 /IZS30 /IZS30 /IZS30-M2 M2 M2 M2 06 6: 07 6.351/4: 16 6 :( 17 6.35(1/4):() IZN10-CP(3m) IZN10-CPZ(10m) IZN10A003 NPN

180

= d x e x f x Specific gravity m2 = 5 x 10 x 12 x 2.7 x 10-6 = 0.002 (kg) Moment of inertia around Z2 axis IZ2 = {m2 (d2 + e2)/12} x 10-6 IZ2 = {0.002 x (52 + 102)/12} x 10-6 = 0.02 x 10-6 (kgm2) IB = 0.02 x 10-6 + 0.002 x 472 x 10-6 = 4.4 x 10-6 (kgm2) I = 9.0 x 10-6 + 4.4 x 10-6 = 13.4 x 10-6= 0.13 x 10-4 (kgm2) Moment of inertia around Z axis IB = IZ2 + m2r22 x 10-6 Total moment of

180
Angular Style Air Gripper Series MHY2/MHW2 Cam Style Rack & Pinion Style 1

= d x e x f x Specific gravity m2 = 5 x 10 x 12 x 2.7 x 10-6 = 0.002 (kg) Moment of inertia around Z2 axis IZ2 = {m2 (d2 + e2)/12} x 10-6 IZ2 = {0.002 x (52 + 102)/12} x 10-6 = 0.02 x 10-6 (kgm2) IB = 0.02 x 10-6 + 0.002 x 472 x 10-6 = 4.4 x 10-6 (kgm2) I = 9.0 x 10-6 + 4.4 x 10-6 = 13.4 x 10-6= 0.13 x 10-4 (kgm2) Moment of inertia around Z axis IB = IZ2 + m2r22 x 10-6 Total moment of