MY1 s m s Type of impact s m 1 2 m2 Kinetic energy E1 Thrust energy E2 Fs Fs + mgs Fs mgs Absorbed energy E E1 + E2 Symbol : Speed of impact object (m/s) F: Cylinder thrust (N) s: Shock absorber stroke (m) m: Weight of impact object (kg) g: Gravitational acceleration (9.8 m/s2) Note) The speed of the impact object is measured at the time of impact with the shock absorber.
P4DWZ 5 m 2-wire (14) 2-color display P79WSE Pre-wired connector 24 VDC 0.3 m CLK2P series DC / AC magnetic field P74L 3 m Reed switch 24 VDC 100 VAC Grommet (Pre-wired connector) 1-color display 2-wire P74Z 5 m Note 1) PLC: Programmable Logic Controller Note 2) Refer to page 17 when ordering the auto switch mounting bracket assembly or switch mounting rod assembly. 1 Series CLK2G/CLK2P
0 10 40 50 20 30 0 10 40 50 20 30 60 70 80 LES Work load [kg] Work load [kg] Work load [kg] Work load [kg] 2000 2000 LEPY LEPS 1000 1000 800 800 1500 1500 Horizontal L2 [mm] L2 [mm] L2 [mm] L2 [mm] LER L2 600 600 1000 1000 Y m Me 400 400 LEH 500 500 200 200 LEY -X5 0 0 0 0 0 10 5 15 20 0 10 5 15 20 30 25 0 10 40 50 20 30 0 10 40 50 20 30 60 70 80 Work load [kg] Work load [kg] Work load [
Wa = 1 x 1.2 = 1.2 Wa = 1 x 1.2 = 1.2 Allowable load mass coefficient : Graph (1) Allowable load mass coefficient : Graph (1) = 1 = 1 Max. allowable load mass Wmax: Table (2) Max. allowable load mass Wmax: Table (2) Wmax = 1.2 1 = 0.2/1.2 = 0.17 Wmax = 1.2 1 = 0.2/1.2 = 0.17 1 = W/Wa 1 = W/Wa Find the load factor of the load mass 1. 3-2 Load Factor of Static Moment M = W x 9.8 (Ln + An)
Lead wire length (m) Note 1) Load voltage Auto switch no.
1000 1000 2000 800 800 1500 L1 L1 [mm] L1 [mm] L1 [mm] 600 600 1000 X Me 400 400 m 500 200 200 0 0 0.5 1 1.5 2 0 0 2 4 6 8 0 0 4 8 12 Work load m [kg] Work load m [kg] Work load m [kg] 500 900 1500 Horizontal/Bottom 750 1250 400 L2 600 1000 L2 [mm] L2 [mm] L2 [mm] 300 450 750 Y Me 200 300 500 m 100 150 250 0 0 0 0 0.5 1 1.5 2 0 2 4 6 8 0 4 8 12 Work load m [kg] Work load m [kg] Work load
Clevis Pivot Bracket Pin (For CM2E(V)) Trunnion Nut/Material: Carbon steel (mm) (mm) H Material: Carbon steel B d D m m L2 C D t t L1 d Part no. Applicable bore size B C D d H TN-020B 20 26 28 25.5 M20 x 1.5 10 TN-032B 25, 32 32 34 31.5 M26 x 1.5 10 TN-040B 40 41 45 40.5 M32 x 2 10 Part no.
-m For three phase 200 VAC For single phase 200 VAC L1 CNP1 NFB MC CNP3 L1 CNP1 NFB MC CNP3 Three phase 200 to 230 VAC Single phase 200 to 230 VAC L2 L2 U U U Motor V U Motor V L3 L3 V V W M N () W M N W W P1 P1 PE PE P2 P2 CNP2 CNP2 P (+) P Regeneration option Regeneration option C C D D Detector Detector CN2 CN2 L11 L11 L21 L21 Note) For single phase 200 to 230 VAC, power supply should
Wa = 1 x 1.2 = 1.2 Allowable load weight coefficient b: Graph (1) = 1 Max. allowable load weight Wmax: Table (2) Wmax = 1.2 1 = 0.2 / 1.2 = 0.17 1 = W/Wa Find the load factor of the load weight 1. 3-2 Load Factor of the Static Moment M = W x 9.8 (Ln + An)/1000 Moment center position distance compensation amount An: Table (3) Find the static moment M (Nm). Examine Mr.
However, please contact SMC for water resistant products of 12 and 16. *2: The D-P3DWAm is mountable on bore size 25 to 100. *3: 1 m type lead wire is only applicable to the D-A93. *: Lead wire length symbols: 0.5 m Nil (Example) M9NW 1 m M (Example) M9NWM 3 m L (Example) M9NWL 5 m Z (Example) M9NWZ *: Solid state auto switches marked with are produced upon receipt of order. *: Since there
L2 L1 xStatic moment Examine M2. Since M1 & M3 are not generated, investigation is unnecessary. M2 = W L1 = 10 0.05 = 0.5 [Nm] 2 = M2/M2 max = 0.5/16 = 0.031 W = 1 [kg] = 10 [N] W M Find the value M2 max when Va = 300 mm/s from Graph (3).
Output Specification: L2 (IO-Link/Switch output 1 + Switch output 2), Units specification: M (SI units only), Piping Specification: 01 (R 1/8)
gravity [mm] Model LEF LEJS40 LEJS63 LEJ 5000 mm/s2 or less is same as 5000 mm/s2 5000 mm/s2 or less is same as 5000 mm/s2 2000 1000 800 1500 LEL L1 L1 [mm] L1 [mm] 600 1000 X m Me LEM 400 500 200 LEY 0 0 0 10 40 50 20 30 0 10 40 50 20 30 60 70 80 LES Work load [kg] Work load [kg] 2000 LEPY LEPS 1000 800 1500 Horizontal L2 [mm] L2 [mm] LER L2 600 1000 Y m Me 400 LEH 500 200 LEY -X5 0 0 0
Wa = 1 x 1 x 4 = 4 K = 1 = 1 Wmax = 4 1 = 1/4 = 0.25 1 = W/Wa Find the load factor of the load mass 1. 3-2 Load Factor of Static Moment Rolling Yawing M = W x 9.8 (Ln + An)/1000 Correction value of moment center position distance An: Table (3) Find the static moment M (Nm). Examine Mr. Mr = 1 x 9.8 (30 + 10)/1000 = 0.39 A6 = 10 Examine My.
: Table (2) 1 = W/Wa Find the allowable load weight Wa (kg).
Lead wire length symbols: 0.5 m Nil (Example) M9NW 1 m M (Example) M9NWM 3 m L (Example) M9NWL 5 m Z (Example) M9NWZ Since there are other applicable auto switches than listed, refer to page 26 for details. For details about auto switches with pre-wired connector, refer to pages 1784 and 1785 of Best Pneumatics No. 3.
Load rate Ea= K E max Ea=1 0.11=0.11 Work mounting coeficient K: Fig.3 Max. allowable kinetic energy Emax: Table 1 Kinetic energy (E)Allowable kinetic energy (Ea) Possible to use by E=0.0 3 3-1 Load rate of work Calculate static work Wa (N) Wa=1 X 1 X 4=4 K=1 b=1 Wmax=4 a1=1/4=0.25 Wa=K b Wmax Work mounting coeficient K: Fig.3 Allowable load coeficient b: Graph 1 Max.
Allowable moment Wmax: Table 2 1=W/Wa Calculate static moment Wa(N) Wa=1 x 1 x 40=40 K=1 =1 Wmax=40 1=10/40=0.25 Calculate load rate 1 of static moment. 3-2 Load rate of static moment Rolling Yawing Calculate static moment M(Nm).
Max.allowable load W max. : Table 2 1=W/Wa 3-2 Load rate of static moment M=W(Ln+An)/1000 Corrected value for center position distance of moment An : Table 3 Ma=M max. Allowable moment coefficient : Graph 2 Max.allowable moment M max. : Table 4 Calculate static moment M(Nm). Examine for Mr [As Mp and My does not arise, Examination is not needed.]
. (3) Allowable load weight coefficient : Graph (1) Wa = 1 x 1 x 4 = 4 K = 1 = 1 Wmax = 4 1 = 0.5/4 = 0.125 Find the allowable load weight Wa (kg).