Direct Solenoid 002) 2.13 (54) 0.98 (25) o.47 (121 0.31 (8) Millimeters ln Parentheses TOONDEF AS PART OF vaLvEt[Ati tFoto ass'Y ADO Suftix "M"to parl numbr.
B = AOTTOM S / B = S I O E & E O T I O M NVSA 4@34 Oanctrl: Sub-platas a's hoevy duty alumlnum dle caslings. All ports ar ma.ksd wlti ldontlflcatlon ln accordance wlth Amedcan Nallonal Slandards Instltut standard ANSI B$.gn969 "Symbols for Marklng Eloctrlcal L6ads and Ports on Fluid Powervalves."
12 V Relay, PLC Yes Yes No Grommet 24 V IC circuit 5 V, 12 V Diagnostic indication (2-color indication) 12 V IC circuit 3-wire (NPN equivalent) A96V A96 5 V 24 V Grommet A93V A90V A93 A90 Relay, PLC 100 V 2-wire 12 V IC circuit 100 V or less Lead wire length symbols: 0.5 m Nil (Example) M9NW 1 m M (Example) M9NWM 3 m L (Example) M9NWL 5 m Z (Example) M9NWZ Solid state auto switches
.5) (144) 6.08 054.5)06s) 6.91 (175.5) (186) 7.74 096.5) 8.15 (207) 8-56 \217.5) -M5,B3T crommet(c), (H) <ln Case Of B3T> : l I i e 't rI ; ; TVpe 542,/ Side Ported L Type Plug Connector (L) M Type Plug Connector (M) NVV3J3-542-a*on--M5.
My=1 X 9.8(10+30)/1000=0.39 A3=30 M=W(Ln+An)/1000 Corrected value for center position distance of moment An: Table 3 May=1 X 1 X 15.9=15.9 Mymax=15.9 K=1 g=1 a2=0.39/15.9=0.025 Mar=15.9(Same value as May) Calculate allowable static moment Ma (Nm) Ma=K g Mmax Work mounting coeficient K: Fig.3 Allowable moment coeficient g: Graph 2 Max. allowable moment Mmax: Table 4 a2=M / Ma Calculate load
tn 3/8 onc ro ch rrlins o m m o e o . r r ' r i q l l o m m o e o . . 1 1 r ' f q 5/16 one louch ltinq I 3' onelouch f ti nq Sv3rloo l2mm one louch fllrng SV30O0 5/16' orelouch f ttllg ] 3/8 oneiouch fifl ng 1Omm one touch lilt ng l2mmoneiouchfttng NPTF 1/4 NPTF 318 '. case of m xed spcclicalion (1"1i n.lcatc scparak,ly on a manlc d specJicalion sheet rSolenoid\ Manifold EX500 Decentralized
B = AOTTOM S / B = S I O E & E O T I O M NVSA 4@34 Oanctrl: Sub-platas a's hoevy duty alumlnum dle caslings. All ports ar ma.ksd wlti ldontlflcatlon ln accordance wlth Amedcan Nallonal Slandards Instltut standard ANSI B$.gn969 "Symbols for Marklng Eloctrlcal L6ads and Ports on Fluid Powervalves."
s m m Horizontal /Vertical Orientation, Linear Ball Bearing Guide Series LXP Max, pay load: 60N (ln horizontal mounting) Max. pay toad: 50N (ln vertical mounting) ax. thtust: 220N Max, speed: 200mm/s Avallable suokee: 50mm, 75mm, 100mm, 125mm, 15omm, 175mm, 200mm 2-phsse steppinq motor, screw lead 1 2 5-pha3. slepping motor, screw led 1 2 Horizontal/Vertical Orientation, Slide Table With
red spec i cat on (M), Indrcale separaEly o. a ma.ilo d spe.ilicalion sheel Manifold Circular Connector Series .
2 1.5 m 3 3 m (L2l) *1 The SY5000 manifold base is used for the bottom-ported SY3000.
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.
Box 26640, Indianapolis, lN 46226 Tel: (317) 899-4440. FAX: (317) 899-3102 O 1978-1999 SMC Pneumatics, Inc. All Rights Reserved. Revised October 1999
M = W x 9.8 (Ln + An)/1000 Correction value of moment center position distance An: Table (3) Ma = K Mmax Workpiece mounting coefficient K: Fig. (3) Allowable moment coefficient : Graph (2) Maximum allowable moment Mmax: Table (4) 2 = M/Ma Find the allowable static moment Ma (Nm).
My = 1 x 9.8 (10 + 30)/1000 = 0.39 A3 = 30 May = 1 x 1 x 18 = 18 Mymax = 18 K = 1 = 1 2 = 0.39/18 = 0.022 M = W x 9.8 (Ln + An)/1000 Correction value of moment center position distance An: Table (3) Find the static moment M (Nm).
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.
Examine for My My=10(10+30)/1000=0.4 A3=30 Examine for My My=10(30+10)/1000=0.4 A6=10 M=W(Ln+An)/1000 Corrected value for center position distance of moment An: Table 3 Calculate allowable static moment Ma(Nm) Ma=K Mmax Work mounting coeficient K: Fig.3 Allowable moment coeficient : Graph 2 Max. allowable moment Mmax: Table 4 2=M/Ma May=1 x 1 x 15.9=15.9 Mymax=15.9 K=1 =1 2=0.4/15.9=0.0252
Grommet L plug connector Manifold block Nil MN With manifold block None M plug connector Vacuum switch Note) For types LN and MN, the single solenoid has 2 sockets and the double solenoid has 3 sockets.
S 15 ZM M ZMA Wiring specifications (Vacuum switch) Series ZQ X3 SX3000 Nil L C CL CN Lead wire length 0.6 m Grommet type ZH Lead wire length 3 m Rated voltage Lead wire length 0.6 m Connector type DC specifications ZU Lead wire length 3 m 5 6 V S R 24 VDC 12 VDC 6 VDC 5 VDC 3 VDC Connector type ZL Output specifications (Vacuum switch) ZY NPN open collector, single output Analog, no output
Mr = 0.5 x 9.8 (30 + 17)/1000 = 0.23 A6 = 17 Mar = 9.14 (Same as May) M = W (Ln + An)/1000 Moment center position distance compensation amount An: Table (3) Ma = KMmax Workpiece mounting coefficient K: Fig. (3) Allowable moment coefficient : Graph (2) Maximum allowable moment Mmax: Table (4) Find the static moment M (Nm).
W kg Applicable because it does not exceed the value in Graph (1). 0.2 420 V mm/s Load Factor 3 3-1 Load Factor of Static Moment Find the static moment M (Nm). M = W x 9.8 (Ln + An)/1000 Corrected value of moment center position distance An: Table (1) Examine Mr. Mr = 0.2 x 9.8 (40 + 15.5)/1000 = 0.1 A2 = 15.5 Obtain Mar = 13 from Va = 300 in Graph (3).