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Search Results "PSH-RT-M-01-WA"

(mm) 4 4 6 6 8 10 Piston rod thread M4 x 0.7 M4 x 0.7 M6 x 1 M6 x 1 M8 x 1.25 M10 x 1.25 Space-saving Port size M 5 x 0.8 M 5 x 0.8 M 5 x 0.8 M 5 x 0.8 G 1/8 G 1/8 Mounting accuracy and rigidity made possible by means of faucet joint and direct mounting.

: Table (2) 1 = W/Wa Find the allowable load weight Wa (kg).

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).

Section XX 17.8 63 11 18.5 10 7 Bottom view Section XX L 4-NN through Section XX WA Z IA IC 4-MM depth ML 4-OA through 4-OB counter bore depth OL HA: T-slot for hexagon bolt DA DB m IB ID VB VA H X U R T PW 2-Rc P (plug) Rc 1/8 unlocking port Unlocks when pressurized XAH7 depth XL 2-Rc P GC GA PB GB Q S G J K PA + Stroke IE FA FB C + Stroke E B + Stroke XAH7 depth XL A + Stroke (mm) MLGPM

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).

4 5 WA WB 2 2.5 XA XB 4 5 YC 7 7.5 +0.030 0 +0.030 0 +0.074 0 +0.074 0 +0.030 0 +0.030 0 52H9 65H9 4H9 5H9 7

My = 1 x 9.8 (10 + 30)/1000 = 0.39 A3 = 30 Find the static moment M (Nm). M = W x 9.8 (Ln + An)/1000 Corrected value of moment center position distance An: Table 3 Find the allowable static moment Ma (Nm).

m L Mounting orientation m m Max. speed [mm/s] SpeedVertical Work Load Graph 200 or less Over 200 Graph (Sliding bearing type) q, w t, y u, i Graph (Ball bushing bearing type) e, r o, !

Particle diameter (m) Particle diameter (m) Front matter 23 Comparison of Cleanliness Standards ISO 14644-1 ISO Cass 1 to 9 Intermediate classes available U descriptor: Particles smaller than 0.1 m M descriptor: Particles larger than 5.0 m Standard Fed.Std.209E British unit: Class 1 to 100.000 SI unit: Class M1 to M7 U descriptor: Particles diameter smaller than 0.1 m (SI unit) (British

nt nt is us u t u w C 0 us o 90 k o c lo o C l dj C C 19 dj se c Cl 1 A k A A wi e w oc ge dj k A is oc k ng dj u wi e Cl an st us se ro ra m r ta t ot m r d at ti n e n io on e n e on nt e nt tio nd r r a a ti n n g ta e 5 9 g ta e 9 ro 5 ro m m u im u im ax M ax M Note) The drawing shows the rotation range of the positioning pin hole.

IC circuit 5 V 3-wire (NPN) 3-wire (PNP) 2-wire Lead wire length symbols: 0.5 m Nil (Ex.)

Nil (Example) C73C 5 m Z (Example) C73CZ 3 m L (Example) C73CL None N (Example) C73CN C76 C85 Solid state switches marked with are manufactured upon receipt of order.