AC Servo Motor Driver (Pulse input type/Positioning type) 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.
nut SUS304 Rod end nut SUS304 Label protector PET CJ5SR CJ5SV NBR 8 Water resistant scraper FKM 3 Stainless Steel Cylinder Series CJ5-S Dimensions R V Basic type (B)/CJ5BS NDn8 GA GB Piping port 2-M5 x 0.8 Piping port M5 x 0.8 MM NN CA CB D F NA NB A With head cover port in axial position (R) BA BB H S + Stroke Z + Stroke (mm) Bore size (mm) A BA BB CA CB D F GA GB H MM NN NA NB NDn8 S Z
E R I E S (N)AS1000-4000 S Y M B O L S NAS 3 000 A R E A C O D E Japan, Asia, Australia, UK N Canada, USA P O R T T H R E A D P A N E L M O U N T V E R S I O N R(PT) N NPT B O D Y S I Z E P O R T S I Z E 1 M3, M5 2 1/8, 1/4 Standard 3 3/8 Standard 4 1/2 Standard M3 M3x0.5 M5 M5x0.8 01 1/8 (10-32Nom) 02 1/4 03 3/8 04 1/2 T E C H N I C A L SPECIFICATIONS D I M E N S I O N S S E R I E S (N)AS4000
Z (Example) F9NWZ Solid state auto switches with a "" symbol are produced upon receipt of order.
to Z kgm2 IB m1 m2 r1 r2 Axis on the center gravity of B part of attachment and parallel to Z Z2 Weight of A part of attachment kg MHF kgm2 Weight of B part of attachment kg Total moment of inertia for attachment I Distance between Z and Z1 axis mm Inertia moment around the Z1 axis of A part of attachment kgm2 IZ1 MHL Distance between Z and Z2 axis mm Inertia moment around the Z2 axis of
to Z kgm2 IB m1 m2 r1 r2 Axis on the center gravity of B part of attachment and parallel to Z Z2 Weight of A part of attachment kg MHF kgm2 Weight of B part of attachment kg Total moment of inertia for attachment I Distance between Z and Z1 axis mm Inertia moment around the Z1 axis of A part of attachment kgm2 IZ1 MHL Distance between Z and Z2 axis mm Inertia moment around the Z2 axis of
PA23] STO IEC/EN 61800-5-2STO ON/OFF (MR Configurator2) SSCNET/H (MR Configurator2) (MR Configurator2) 1 8 1. 1.6 (1) LECS S 2 T5 S SSCNET/H ACT5, T6 T5 50W,100W ACT7 200W T7 ACT8 400W T8 (2) a) ACT9 T9* 750W * AC200VAC240V 50/60Hz 2 5 A S LE C S M A AC S B M B E 2m 2 5m 5 10m A S R 1 9 1. bSSCNET (LECSS-S/LECSS2-T) LE-CSS-MR-J3BUSM cI/O (LECSS-S/LECSS2-T) 1 LE C S
10-3-8 20, 25, 32 0.05 0.5 RS Q G RS H A Bore size (mm) Minimum operating pressure (MPa) Minimum operating piston speed (mm/s) Compact Cylinder Series CQSX RZQ 0.03 1 12, 16 MI W S 0.025 0.5 20, 25 10-3-10 CEP1 CE1 Bore size (mm) Minimum operating pressure (MPa) Minimum operating piston speed (mm/s) Compact Cylinder Series CQ2X CE2 ML2B 32, 40 0.025 0.5 50, 63, 80, 100 0.01 0.5 C J G5-S
Even if a proper plier (tool for installing type C snap ring) is used, it is likely to inflict damage to a human body or peripheral equipment, as a snap ring may be flown out of the tip of a plier (tool for installing a type C snap ring). Be much careful with the popping of a snap ring.
B Z + Stroke DB DX DD 90 B 4-DT A DS DH 4-DR DL DU DO DO DC DE DU DA Rotating Angle Bore size (mm) Part no.
B Z + Stroke DB DX DD 90 B 4-DT A DS DH 4-DR DL DU DO DO DC DE DU DA Rotating Angle Bore size (mm) Part no.
Dimensions L, Z, and ZZ are reference dimensions for installing a double knuckle joint, which may be used as a guide.
Dimensions L, Z, and ZZ are reference dimensions for installing a double knuckle joint, which may be used as a guide.
watch maker's screwdriver with a grip diameter of 5 to 6mm.
X B 5 S T D. R O D T H R E A D S T D.
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).