Bore size/Stroke (mm) Bore size 6 10 15 20 25 32 Standard strokes 10, 20, 30, 40, 50 10, 20, 30, 40, 50, 75 10, 20, 30, 40, 50, 75, 100 Applicable Auto Switches/Refer to page 15 for detailed auto switch specifications.
Minimum Stroke for Auto Switch Mounting [mm] Auto switch model Number of auto switches Bore size 12 (10 x 2) 16 (12 x 2) 20 (16 x 2) 25 (20 x 2) 32 (25 x 2) 40 (32 x 2) 50 (40 x 2) 63 (45 x 2) 80 (56 x 2) 100 (71 x 2) D-M9V 1 5 2 5 D-M9 1 51 5 2 101 10 D-M9W 1 52 2 102 10 D-M9WV D-M9AV 1 52 2 10 D-M9A 1 52 2 102 1 Confirm that it is possible to secure the min. bending radius of 10 mm of the
Model CYP15 CYP32 Series Throttle valve 10-AS2200-01-X214 Elbow type 10-AS1200-M5-X216 Metal body piping type 10-AS2000-01-X209 In-line type 10-AS1000-M5-X214 10-AS2201F-01-04-X214 10-AS1201F-M5-04-X214 Elbow type (throttle valve) 10-AS2201F-01-06-X214 10-AS1201F-M5-06-X214 10-AS2201F-01-06-X214 Operation 10-AS2301F-01-04-X214 10-AS1301F-M5-04-X214 Resin body with One-touch fitting Caution
10 15 15 20 20 2 pcs. 5 10 15 10 20 15 Auto Switch Mounting Bracket Part Nos.
2.7 X 10-6 Calculation of weight m2 = d X e X f X Specific gravity = 0.002(kg) Iz2 = {0.002 X (52 + 102)/12} X 10-6 Moment of inertia around Z2 axis = 0.02 X 10-6 (kgm 2) IB = 0.02 X 10-6 + 0.002 X 472 X 10-6 Iz2 = {m2(d 2 + e2)/12} x 10-6 Moment of inertia around Z axis IB = IZ2 + m2r22 x 10-6 = 4.4 X 10-6 (kgm2) I = 9.0 X 10-6 + 4.4 X 10-6 Total moment of inertia I = IA + IB = 13.4 X
Bore Size: 15mm, Thread: ø6-ø20 Bore: M Thread; ø25,ø32 Bore: Rc 1/8, Stroke: 10mm, Auto Switch: Y59A--Solid State, Gen. Purpose, 3 Wire NPN, Horizontal, 0.5M, Lead Wire or Prewired Connector: L (3m)
Cylinder (Tube) Inner Diameter(φ): 15, Stroke(mm): 10, Cylinder Operation Method: [Double Acting] Double Acting, Rod Operation Method: Single Rods, Main Body Shape: Guided, Additional Function: High rigidity / high precision high class guide / Cylinder with functions of thrusting and boosting, Environment, Applications: Standard, End Locking: -, Cushion: Rubber cushion, Operating Pressure
Cylinder (Tube) Inner Diameter(φ): 15, Stroke(mm): 10, Cylinder Operation Method: [Double Acting] Double Acting, Rod Operation Method: Single Rods, Main Body Shape: Guided, Additional Function: High rigidity / high precision high class guide / Cylinder with functions of thrusting and boosting, Environment, Applications: Standard, End Locking: -, Cushion: Rubber cushion, Operating Pressure
Specification: Clean Series, Vacuum Suction Type, Bearing Type: Slide Bearing, Bore Size: 15mm, Port Type: M5x0.8: 6-20mm Bore; Rc: 25-32mm Bore, Stroke: 10mm, Auto Switch: Y59A--Solid State, Gen. Purpose, 3 Wire NPN, Horizontal, Lead Wire or Prewired Connector: 3m, Number: -
Specification: 11 (Clean Series, Vacuum Suction Type), Bearing Type: M (Slide Bearing), Bore Size: 15mm, Port Type: M5x0.8: 6-20mm Bore; Rc: 25-32mm Bore, Stroke: 10mm, Auto Switch: Y59A--Solid State, Gen. Purpose, 3 Wire NPN, Horizontal, Lead Wire or Prewired Connector: L (3m)
REAL40 REAL25 REAL32 Model 10 (2.48 1.3 x 10-3 x ST) 30 10 (1.98 1.3 x 10-3 x ST) 10 (2.26 1.3 x 10-3 x ST) = 50 20 2.
Load weight (kg) Load weight (kg) Load weight (kg) 10 10 10 MY1H40 MY1H40 MY1H40 MY1H40 MY1H40 MY1H40 MY1H40 2. Reference formula [Dynamic moment at impact] Use the following formulae to calculate dynamic moment when taking stopper impact into consideration.
10.5 20 9.5 6 10 35.5 72 19 17.5 CY1R10 9 38 3.5 4 M3 x 0.5 4.5 M5 x 0.8 68 14 14 20 13 8 15 39.5 76 26 17.5 CY1R50 25 110 8.6 10 M8 x 1.25 15 Rc 1/4 159 48 42 60 41 10 50 113 176 82 30 CY1R63 24 118 8.6 10 M8 x 1.25 16 Rc 1/4 171 60 48 70 47 10 60 121 188 94 32 8-15-42 42 Series CY1R Magnetically Coupled Rodless Cylinder Direct Mount Type Centralized Piping Type: 10, 50, 63 CY1RG Bore size
-6 = 9.0 x 10-6 (kgm2) Moment of inertia around Z axis IA = IZ1 + m1r12 X 10-6 z r2 Z2 B part r2 = 47(mm) Calculation of weight m2 = 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 =
-6 = 9.0 x 10-6 (kgm2) Moment of inertia around Z axis IA = IZ1 + m1r12 X 10-6 z r2 Z2 B part r2 = 47(mm) Calculation of weight m2 = 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 =
A part z1 m1 = 20 x 3 x 4 x 2.7 x 10-6 = 6.48 x 10-4 (kg) Weight calculation m1 = a x b x c x Relative density IZ1 Inertial moment around Z1 axis IZ1 = {m1 (a2 + b2) / 12} x 10-6 = {6.48 x 10-4 x (202 + 32)/12} x 10-6 = 2.21 x 10-8 (kg.m2) = 2.21 x 10-8 + 6.48 x 10-4 x 16.42 x 10-6 = 0.20 x 10-6 (kg.m2) IA Inertial moment around Z axis IA =IZ1 + m1r12 x 10-6 z f2 z2 B part r2 = 23.5(mm)