SMC Corporation of America
Elite Part Number Search
Search Results "ZA1051-K15L-FP1A-M2"

Pitch moment Roll moment NO NO M1 = W1 x L1 M2 = W3 x L3 L1 L3 YES The product is operatable at 14.5 mT or less magnetic field ? Is there any influence from magnetic fields ? (Refer to Caution on Handling on pages 706 and 707.) M1 M2 YES W1 NO W3 NO M1 = W4 x L3 M2 = W1 x L2 Do not use it since it will result in a miscount. L3 L2 YES Is water, oil, burr or dust present?

In the case of liquid: P Q = 1.9 x 106Av (9) G Q : Flow rate [l/min] Av : Flow coefficient [m2] P : Pressure difference [MPa] G : Relative density [water = 1] In the case of saturated aqueous vapor: Q = 8.3 x 106Av P(P2 + 0.1) (10) Q : Flow rate [m3/s] Av : Flow coefficient [m2] P : Pressure difference [Pa] P1 : Relative density [MPa]: P = P1 P2 P2 : Relative density [MPa] Front matter 4

In the case of liquid: P Q = 1.9 x 106Av (9) G Q : Flow rate [l/min] Av : Flow coefficient [m2] P : Pressure difference [MPa] G : Relative density [water = 1] In the case of saturated aqueous vapor: Q = 8.3 x 106Av P(P2 + 0.1) (10) Q : Flow rate [m3/s] Av : Flow coefficient [m2] P : Pressure difference [Pa] P1 : Relative density [MPa]: P = P1 P2 P2 : Relative density [MPa] Front matter 4

Replacement pilot valve for the JSY3000/5000 b-side pilot valve 2 Pilot valve mounting screw (M2 x 16.5) Tightening torque: 0.15 Nm B tight flat head screw (M1.7) Tightening torque: 0.12 Nm 2 Pilot valve mounting screw (M2 x 25) Tightening torque: 0.15 Nm Loosen B tight flat head screw to remove the pilot cover in the direction indicated by the arrow q.

Bore size Hexagon socket set screw Hexagon width across flats Tightening torque (Nm) 0.176 0.176 0.63 1.5 1.5 0.9 0.9 1.5 2 2 M2 x 6 M2 x 6 M3 x 8 M4 x 8 M4 x 8 8 12 20 25 32 Retaining ring Retaining ring Cap O-ring set screw hole O-ring Cap Hexagon socket set screw 390 Series MIW/MIS Replacement Procedure of Finger/Seal 2 2-4.

Thin shaft Position of rotational axis: Perpendicular to the shaft, and attached near one end CKQ = m1 + m2 a12 3 a22 = m1 + m2 4a12 + b2 4a22 + b2 3 12 12 2. Thin shaft Position of rotational axis: Perpendicular to the shaft, and attached at the center of gravity 5.

LOAD WEIGHT (G) P R O D U C T SPECIFICATION ALLOWABLE MOMENT Model Stroke M1 M2 M3 Cp.Cy Cr MXU6 5 0.046 0.040 0.049 28.3 7.5 10 0.046 0.040 0.049 28.3 15 0.061 0.053 0.062 31.5 20 0.061 0.053 0.062 34 25 0.076 0.066 0.074 38.5 30 0.076 0.066 0.074 41 MXU10 5 0.047 0.041 0.109 28.5 9.5 10 0.047 0.041 0.109 31 15 0.080 0.069 0.169 36 20 0.080 0.069 0.169 38.5 25 0.103 0.089 0.212 44 30 0.103

Graph (3) 20 x 9.8 x (0.07 + 0.05) x 10/1000 = 0.24 20 x 9.8 x (m1 + m2) x H/1000 0.24 Nm < Effective torque OK < Effective torque (Nm) Find the moment of inertia, "IR" for the load + attachments (2 pcs.) 7 IR = K x (a2 + b2 + 12h2) x (m1 + m2)/(12 x 106) IR = 2 x (202 + 302 + 12 x 102) x (0.07 + 0.05)/(12 x 106) = 0.05 kgm2 (K = 2: Safety factor) Kinetic energy 8 Confirm that the kinetic

Output 1 Output 2 A B C 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 Dimensions D3 D2 L5 M2 IN L3 L2 L4 OUT IN D1 M1 M1 Applicable tube dia. d L1 Metric Size Weight (g) Model d D1 D2 L3 L2 D3 L1 L4 L5 M1 M2 VR1211F-23 3.2 11.4 8.4 52 6.2 25.7 36.1 17.5 12.7 12.9

mt m s'' s ' m s-2 m2 kg N a,F,1-6,e.p A,S v v a) J F G = kg ' rn's'2 9.80665 m's-2 N Impulse Ns Newton Second w E , W E , W M P Work Potential energy Kinetic energy Torque Power Joule = Newton meter Joule Joule Joule Watt J J t ' J w = kg . m2's-2 0.5-m-i = J's-l 3.

Confirm that this value is less than 1/20 of the effective torque. 20 x 9.8 x (m1 + m2) x H/1000 20 x 9.8 x (0.07 + 0.05) x 10/1000 = 0.24 Graph 3 m2)/(12 x 10) IR = 2 x (20 + 30 + 12 x 10) x (0.07 + 0.05)/(12 x 10) (K = 2: Safety factor) =

Output Output 3 B Output 1 Output 2 A B C A B A Dimensions Metric sizes: Light gray Inch sizes: Orange D2 L5 M2 IN Blue L3 L2 L4 OUT IN D1 M1 M1 Applicable tubing O.D. d L1 Metric sizes: Light gray Inch sizes: Orange D3 Metric sizes Weight g Model d D1 D2 L3 L2 D3 L1 L4 L5 M1 M2 3.2 11.4 8.4 52 6.2 19.4 29.8 17.5 12.7 12.9 21.4 VR1210F-23 4 12.8 10.4 56 20.3 32.2 21.9 15.7 15.8 25.2 VR1210F

(mm) Model L Q Weight (g) 2-applicable tubing M2 D KGL04-00 18 4 6 8 10 16 17 18.5 21 10.4 4.5 4.2 4.2 6 KGL06-00 20 12.8 5.3 11.4 9.0 6 KGL08-00 23 15.2 6 21.6 14.9 10 KGL10-00 26.5 18.2 6.8 35.2 25.0 17 KGL12-00 28.5 20.9 7.5 50.2 39.7 21 12 22 KGL16-00 34 26.5 10 100 (84) 29 16 25 K Note 1) D: Max. diameter Note 2) ( ): Values for nylon.

Output Output 3 B Output 1 Output 2 A B C A B A Dimensions (mm) 1in = 25.4mm 1g = 0.0353 oz D3 Metric sizes: Light gray Inch sizes: Orange D2 L5 M2 IN Blue L3 L2 L4 OUT IN D1 M1 Applicable tubing O.D. d M1 L1 Metric sizes: Light gray Inch sizes: Orange Metric sizes Weight g Model d D1 D2 L3 L2 D3 L1 L4 L5 M1 M2 VR1210F-23 3.2 11.4 8.4 52 6.2 19.4 29.8 17.5 12.7 12.9 21.4 VR1210F-04 4 12.8

mt m s'' s ' m s-2 m2 kg N a,F,1-6,e.p A,S v v a) J F G = kg ' rn's'2 9.80665 m's-2 N Impulse Ns Newton Second w E , W E , W M P Work Potential energy Kinetic energy Torque Power Joule = Newton meter Joule Joule Joule Watt J J t ' J w = kg . m2's-2 0.5-m-i = J's-l 3.

Then, replace the moment of inertia IB around the shaft (A) by IA, m2 + m2a22 + K 3 a12 I = m1 m1 (Ex.) Refer to 7 when the shape of m2 is spherical. b a IA = ( ) 2IB 5 2r2 Number of teeth = b K = m2 Load Type Load type Static load: Ts Resistance load: Tf Inertial load: Ta Only pressing force is necessary. (e.g. for clamping) Gravity or friction force is applied to rotating direction.

18 C 6 +0.030 0 depth 2.5 2.5 Width across flats 6 E 5 6 5 Prepared hole diameter 3.3 2 x M4 x 0.7 Piping port 2 x M3 x 0.5 (Plug: M-3P) F QL 6 13.5 17 Stroke: S M 2 0.05 M4 x 0.7 Mounting base side B D 7 5 2 x M3 x 0.5 Piping port Y J 3 M3 x 0.5 Vacuum suction port Z Max. 9.5 (Rubber stopper) 2.4 3.5 depth 2 2.5 +0.030 0 7 +0.030 0 depth 2 2.5 Q QL Without magnet and switch rail 2 2 x M2

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.

Static Load B W3max=60Nm (Checked from graph with Va) W3 15 Load Rate a1= = =0.25 W3max 60 B M2max=2Nm (Checked from graph with Va) M2=Wx L1=15x0.05=0.75Nm M 2 0.75 Load Rate a2= = =0.375 M 2max 2 3.