10-/21-AR20-B30-B: Max. 3.5 10-/21-AW40-B: Max. 5 AR50-B/60-B 10212 x P1 (Port size) A BB Pressure gauge (Option) C H K IN OUT B Q AA Applicable tubing 6/4 P2 (Pressure gauge port size) R F J M D J U Bracket (Option) T N S Optional specifications Standard specifications Model Round type pressure gauge Bracket mounting size Panel mount P1 P2 A B Note 1) C D Q R S T U V W Y Z F J K AA BB H
) 12(P1) 12(P1) 12(P1) 10(P2) 10(P2) 10(P2) 10(P2) 12(P1)10(P2) Air operated Solenoid Port VNC02 12 (P1) External pilot Bleed port External pilot 10 (P2) Bleed port External pilot Pilot exhaust Ass Ass Ass Ass y y y y VNH VNH VNH VNH () 3 3 3 3 (VNH (VNH (VNH (VNH ) ) ) ) VNH13 3 5MPa 7 VN-OMP0001 VNC VNC VNC VNC VNH VNH VNH VNH / / / / (VNC (VNC (VNC (VNC ) ) ) ) /30m /30m 0.49MPa
1 Q=226S P(P2+0.1013) Sonic flow : P1+0.1013 1.89(P2+0.1013) Do not use in an explosive environment. 2 Q=113S(P1+0.1013) Q : Flow rate [ /min(ANR)] S : Effective area (mm2) P : Differential pressure (P1-P2) [MPa] P1 : Upstream pressure [MPa] P2 : Downstream pressure [MPa] Do not use in locations subject to heavy vibration and/or shock.
Both of these become slower as the operating pressure is increased. 14 Technical Data 5 He leakage 8 Exhaust time (low/medium vacuum) The time (t) required to exhaust a chamber at low vacuum with volume V (l), from pressure P1 to P2, using a pump with pumping speed S (l/sec) is t=2.3(V/S)log(P1/P2).
How to Find the Flow Rate (at air temperature of 20C) Subsonic flow when P1 + 0.1013 < 1.89 (P2 + 0.1013) Q = 226S P(P2 + 0.1013) Sonic flow when P1 + 0.1013 1.89 (P2 + 0.1013) Q = 113S (P1 + 0.1013) Q: Air flow rate [l/min (ANR)] S: Effective area (mm) P: Differential pressure (P1P2) [MPa] P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] Correction for different air temperatures
A B ZCUK AMJ Rc 1/8 Rc 1/8 AFJ AMV P1 P1 ZH -X185 P1 P2 P3 Base part no. Adsorption surface size SP1130 SP1230 SP1330 SP1430 SP1530 SP1630 50 x 50 55 40 10 Related Products 100 x 100 95 50 10 P2 P3 P2 P3 150 x 150 120 75 10 200 x 200 145 100 10 Rc 1/8 Rc 1/8 P3 P3 250 x 250 170 125 10 300 x 300 195 150 10 Square Rc 1/8 Rc 1/8 P1 P2 Base part no.
3 Driver type Nil Without cable S Standard cable R Robotic cable (Flexible cable) Nil Without cable 3 3 5 5 A 10 C 20 Compatible driver Power supply voltage [V] Nil Without driver M2 LECYM2-Vl 200 to 230 U2 LECYU2-Vl 200 to 230 25ALEC * When the driver type is selected, the cable is included. Select cable type and cable length. LEC S LEC SS-T !
Flat Type Fingers [3] 3.5 2 7.5 7.5 +1.2 0.8 +0.2 0 2 When closed 1 When open 5 3.5 Note) To mount attachments, use M2 hexagon socket head cap screws with 3.3 top diameter, or JISB1101 type M2 round head screws. 7.2 4-M2 x 0.4 thread depth 3 Attachment mounting thread 0 -0.05 4 Weight: 25g Specifications and dimensions other than the above are the same as the basic type. 7 Parallel Type
L2 L2 M2 M2 Release button dimensions X X Y Applicable tubing O.D.: 4, 6 Male Run Tee: KQ2Y-G (Gasket seal) Connection thread M Model H (Width across flats) 2 x Applicable tubing Effective area [mm2] Min. port size Release button dimensions D2 L1 L2 L3 A M Applicable tubing O.D.
Maximum load current: 30mA The NPN and PNP digital monitor outputs can be set to function in one of three different ways: comparator mode hysteresis mode self-diagnostic mode when P1
LED LED OFF IP NS EtherNet/IP IP OFF MS EtherNet/IP LED 10Mbps P2-100 EtherNet/IP 100Mbps / P2-L/A / / / 10Mbps P1-100 EtherNet/IP 100Mbps / P1-L/A / / / -29No.JXC-OMT0001CN-C 4.4. 1 2DIN -30No.JXC-OMT0001CN-C 4.5 (1) DIN (A) (M5 4 ) (M5)X4 () (b) DIN (DIN ) DIN M5X8DIN 2 4 (:3.0[Nm]) M5X8 (M5X14)1 DIN 2 2 :3.0[Nm] DIN () A DIN B M5X14 M5X14) DIN (:
How to Find the Flow Rate (at air temperature of 20C) Choke flow: when (P2 + 0.1)/(P1 + 0.1) 0.5 293 273 + t Q = 120 x S x (P1 + 0.1) x Subsonic flow: when (P2 + 0.1)/(P1 + 0.1) > 0.5 Q = 240 x S x (P1 P2)(P2 + 0.1) x 293 273 + t Q : Air flow rate [l/min (ANR)] S : Effective area (mm) P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] t : Air temperature Note) Formulas above apply
demand = 1000 n/min (N)VBA2, (N)VBA4 C H A R G E C H A R A C T E R I S T I C S NVBA1 C H A R G E C H A R A C T E R I S T I C S Charging time for 10l t(s) Charging time for 10l t(s) Pressure increase ratio (P2/P1) Pressure increase ratio (P2/P1) These graphs illustrate the time required to inrease pressure in a closed tank e.g.
How to Find the Flow Rate (At air temperature of 20C) Choke flow: (P2 + 0.1)/(P1 + 0.1) ) 0.5 293 273 + t Q = 120 x S x (P1 + 0.1) x Subsonic flow: when (P2 + 0.1)/(P1 + 0.1) > 0.5 Q = 240 x S x (P1 P2)(P2 + 0.1) x 293 273 + t Q: Air flow rate [ /min (ANR)] S: Effective area (mm2) P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] t: Air temperature [C] Note 1) Formulas above are
Subsonic flow at P1 + 0.1013 < 1.89 (P2 + 0.1013) Q = 226S P (P2 + 0.1013) Sonic flow of P1 + 0.1013 1.89 (P2 + 0.1013) Q = 113S (P1 + 0.1013) VER2000 Q: Air flow rate [/min (ANR)] S: Effective area [mm2] P: Amount of pressure drop P1 P2 [MPa] P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] Cylinder stroke (st/mm) Correction for varying air temperatures: Square the coefficient
Tighten the orifice again and connect the pilot piping to port P1 using an M5 fitting.
Q=226S P(P2+0.1013) Sonic flow : P1+0.10131.89(P2+0.1013) Q=113S(P1+0.1013) Q : Flow rate [ /min(ANR)] S : Effective area (mm2) P : Pressure differential (P1-P2) [MPa] P1 : Upstream pressure [MPa] P2 : Downstream pressure [MPa] When the air temperature is different, multiply the flow rate calculated with the above formula by the following coefficient for compensation. -20 1.08 -10 0 10 30
How to Find the Flow Rate (at air temperature of 20C) Subsonic flow when P1 + 0.1013 < 1.89 (P2 + 0.1013) Q = 226S P(P2 + 0.1013) Sonic flow when P1 +0.1013 1.89 (P2 + 0.1013) Q = 113S (P1 + 0.1013) Q: Air flow rate [l/min(ANR)] S: Effective sectional area (mm) P: Differential pressure (P1-P2) [MPa] P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] Correction for different air temperatures
How to Find the Flow Rate (at air temperature of 20C) Subsonic flow when P1 + 0.1013 < 1.89 (P2 + 0.1013) Q = 226S P(P2 + 0.1013) Sonic flow when P1 +0.1013 1.89 (P2 + 0.1013) Q = 113S (P1 + 0.1013) Q: Air flow rate [l/min(ANR)] S: Effective area (mm) P: Pressure drop (P1-P2) [MPa] P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] Maintenance Correction for different air temperatures
How to Find the Flow Rate (at air temperature of 20C) Subsonic flow when P1 + 0.1013 < 1.89 (P2 + 0.1013) Q = 226S P(P2 + 0.1013) Sonic flow when P1 + 0.1013 1.89 (P2 + 0.1013) Q = 113S (P1 + 0.1013) Q: Air flow rate [l/min (ANR)] S: Effective area (mm) P: Differential pressure (P1-P2) [MPa] P1: Upstream pressure [MPa] P2: Downstream pressure [MPa] Correction for different air temperatures