Body Size: 20, Thread: N (NPT), Port: 02 (1/4), Option: E [Square embedded type pressure gauge (with limit indicator)], Attachment: Standard, Semi-Standard 1: Standard, Semi-Standard 2: Z (Name Plate, Caution Plate for Bowl, and Pressure Gauge: psi, °F)
Body Size: 20, Thread: N (NPT), Port: 02 (1/4), Option: C [Float Type Auto Drain (N.C.)], Attachment: Standard, Semi-Standard 1: Standard, Semi-Standard 2: Z (Name Plate, Caution Plate for Bowl, and Pressure Gauge: psi, °F)
MXS watch maker's screwdriver with a grip diameter of 5 to 6mm.
x g x Y m3 x g x Z y z M2 z Y m3 x g x X m4 x g x Y M3 m4 x g g: Gravitational acceleration Dynamic Moment z Mounting orientation Horizontal Ceiling Wall Vertical M1 x a x mn x g 1.4 100 Dynamic load FE 1 3 a Dynamic moment M1E x FE x Z a M2E Dynamic moment M2E is not generated. 1 3 M3 M3E Note) Regardless of the mounting orientation, dynamic moment is calculated with the formulas above.
M2 z y z CY1S m4 x g x Y m3 x g x X Y M3 m4 x g CY1L g: Gravitational acceleration CY1H Dynamic Moment CY1F CY1F z CYP Mounting orientation Horizontal Ceiling Wall Vertical M1 x a x mn x g 1.4 100 Dynamic load FE 1 3 Dynamic moment a x FE x Z M1E a Dynamic moment M2E is not generated.
M2 Find the value of M2 max. at 300 mm/s in Graph (2). m x g M1E = 1/3 x FE x L1 (FE = 1.4/100 x a x g x m) = 0.05 x a x m x L1 = 0.05 x 300 x 0.5 x 0.05 = 0.375 [Nm] 3A = M1E/M1E max = 0.375/1.07 = 0.350 Investigate M1E. Find the collision speed . =1.4 x a =1.4 x 300 =420 [mm/s] 3. Dynamic moment L1 M1 a Find the value of ME1 max. at 420 mm/s in Graph (1).
X B 5 S T D. R O D T H R E A D S T D.
Z Flange size U 25 40 50 63 80 The S type is not available for AC.
Dimensions Double clevis style: MQMLD 6, 10, 16 (Integrated type) +0.030 0 CDH9 Clevis pin (CDd9) R Z + Stroke S + Stroke U H 0.030 0.060 BB NB CX +0.1 0 GB RE A B T-bracket For details, refer to page 10-5-24.
Dimensions Foot style: MQMLL 6 25 14 33 42 18.5 2.3 6 9 2-5.5 66 + Stroke 75 + Stroke 93.5 + Stroke RE A B REC 10, 16, 20, 25 CX CY LY LH MQQ M X X Y Y LX LZ Z 4-LC S + Stroke LS + Stroke ZZ + Stroke LT RHC MK(2) RS Q G RS H A Bore size (mm) LC LH LS LT LX LY Z ZZ X S LZ Y RZQ 10 5.5 14 83 2.3 33 25 19 108 6 65 42 9 16 5.5 18 92 2.3 42 30 21 119 6 74 54 9 MI W S 20 6.8 25 137.5 3.2 40 40
A 30 20 ZSE ISE 20 PSE 45 Z I SE3 55 4.5 11.5 40 15 PS 4.5 Z I SE1 2 Courtesy of Steven Engineering, Inc.-230 Ryan Way, South San Francisco, CA 94080-6370-Main Office: (650) 588-9200-Outside Local Area: (800) 258-9200-www.stevenengineering.com 6.5 1.6 ZSP 20 41.5 ZS-24-A Bracket A View A ISA2 IS Bracket D ZSM A PF2 30 20 IF Data 20 45 55 4.2 4.5 40 11.5 15 7.2 7.5 1.6 41.5 35 22 ZS-24-D Bracket
A A A B B B P P P 1.0 MPa 1.5 MPa Set pressure range (1) 0.1 to 0.83 MPa 0.05 to 0.83 MPa Ambient and fluid temperature 5 to 60C (No freezing) Port size for connection of pressure gauge Weight (kg) Effective area at supply side (mm2) (2) S at P1 = 0.7 MPa, P2 = 0.5 MPa Rc 1/8 M5 x 0.8 0.16 5.5 5.1 P A P B 12 11 A EA B EB 0.83 38 40 11 12 26 24 32 31 21 18.5 35 31 44 38 90 77 0.46 18.5
2~20in/s 2~20in/s (50~500mm/s) (50~500mm/s) (50~500mm/s) Mounting Basic, foot Basic, foot Basic, foot, rear flange,clevis center trunnion front flange, side tapped side tapped center trunnion, center trunnion side tapped, head trunnion, side lug side lug rod trunnion Non-Rotating Accuracy n/a n/a 0.50c *Rod and head trunnion maximum operating pressure for 325 and 400 bore is up to 150 psi
Z MXP12-15 MXP12-25 SMXP12, #1 (#1 + #3) SMXP12, #2 (#2 + #4) L K J V H S G M W Model 24 22 68 59 40 15 76 10 29 55 MXP12-15 42 40 98 89 60 25 106 30 49 75 MXP12-25 11 Precision Air Slide Table Series MXP Dimensions MXP12/With Shock Absorber 2-M4 x 0.7 depth 6 Z 3 V K 5 Max. 15 7.5 M Stroke: S MXP12-15B Width across flats 12 H A 8.5 M8 x 1 40.8 14.3 7.1 14.4 MA 8 8.5 11 20.3 24 25 20 A
With deceleration started at the front end of a proximity dog, the position where the first Z-phase signal is given past the rear end of the dog or a motion has been made over the home position shift distance starting from the Z-phase signal is defined as a home position.
Example using a 20[mm] Lead Actuator with target travel speed of 500[mm/sec] Rotations per second Travel distance per second Travel distance per rotation Rotation Speed (rpm) = {Speed (mm/s) Lead (mm) }60 (S) = {500 (mm/s) 20 (mm) }60 (s) =1500 (rpm) The rotation speed must be a value between 0 and the allowable actuator speed. The actuator will not operate if set to 0.
Calculate the load factor for each direction. x = Xc/Lx, y = Yc/Ly, z = Zc/Lz 5. Confirm the total of x, y, and z is 1 or less. x + y + z 1 When 1 is exceeded, please consider a reduction of acceleration and work load, or a change of the work load center position and series. Acceleration [mm/s2]: a Work load [kg]: m Work load center position [mm]: Xc/Yc/Zc z y 1. Horizontal 3.
Single clevis type: CHAC V T 2-Rc P Cushion adjustment screw GA GB 4-J Air release CDH9 Width across flats G MM R (max.) d W D E W a MA A K F NA NB U CX 0.3 S + Stroke H L 0 -0.3 C Z + Stroke RR B ZZ + Stroke With rod boot e 10 f l h + l Z + l + Stroke ZZ + l + Stroke (mm) Bore size (mm) A a B C CDH9 CX D d E F G GA GB J K L MA MM NA NB P R RR S +0.043 0 +0.043 0 +0.043 0 +0.043 0 +0.052
a L1 (mm) L2 (mm) L3 (mm) 200 a = 2000 Pitching Rolling Yawing Mep m m : Transfer load (kg) a : Work piece acceleration (mm/s) Me: Dynamic moment L : Overhang to work piece center of gravity (mm) 100 L1 0 10 30 20 Transfer load m (kg) 300 L2 200 Mer m 100 L2 0 10 30 20 Mer Transfer load m (kg) m 300 a = 500 a = 1000 200 a = 2000 L3 100 m Mey a 0 10 30 20 Transfer load m (kg) Refer to page