D1 D1 ASN A2 AQ T ASV T AK ASS Inch Size ASR L4 L5 A1 A2 M1 Max.
A1 D1 L5 D1 A2 T T Inch Size L4 L5 A1 A2 M1 Max.
A1 D1 L5 D1 A2 T T Inch size L4 L5 A1 A2 M1 Max.
L2 W L3 A3 Graph (1) Load Weight: W Mr Static moment Dynamic moment MXY6 W My W L3 A3 0.6 A2 L2 Rubber stopper screw MX Load weight W kg Mr 0.5 L1 A1 Metal stopper screw Mp 0.4 W MTS My W 0.3 W MY 0.2 Mey Mep 0.1 We CY We 0.0 A2 L3 A3 L2 Collision speed V mm/s 0 100 200 300 400 500 280 560 MG Courtesy of Steven Engineering, Inc.-230 Ryan Way, South San Francisco, CA 94080-6370-Main Office
22 L For positive pressure ZSE60 A2 M F L 22 For compound pressure 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 Piping specifications Option A2 B2 URJ 1/4, Piping in the backward direction Nil None TSJ 1/4, Piping in the backward direction Bracket A URJ 1/4 and
B A1 A2 Extension stroke end Retraction stroke end Rubber Stopper Model A1 A2 B C D E F G H K L1 L2 M N Adjuster part no.
T1 Metric Size L4 (1) Mass (g) A1 (2) A2 (2) L1 M d T1 D1 L2 L3 D2 H2 H1 Max.
MXY6 MXY8 MXY12 Model A1 0.6 A2 A3 1 MXY6 MXY8 MXY12 2 580 16 15 MXY6 MXY8 MXY12 14 980 20 19 15.5 The above value represents the maximum value for each allowable load mass.
L : Stroke [mm] V : Speed [mm/s] a1: Acceleration [mm/s2] a2: Deceleration [mm/s2] T1 and T3 can be obtained by the following equation. T1 = V/a1 = 300/3000 = 0.1 [s], T1 = V/a1 [s] T3 = V/a2 [s] T3 = V/a2 = 300/3000 = 0.1 [s] The acceleration and deceleration values have upper limits depending on the workpiece mass and the duty ratio.
Position of rotational axis: Parallel to side b and through the center of gravity b a a r 3r2 + a2 )= m a2 )= m 12 12 3. Thin rectangular plate (Including rectangular parallelepiped) 8.
CRQ2X MSQX M1 M2 Body (B) MRQ N Body (A) 2 x R A port J E2 H E1 F S A port B port N 2 x R Y Y A1 M1 A2 P 6 x Q X A1 (mm) R () E1 (g6) E2 (h9) F (h9) Model A1 A2 B C D G H J K L M1 M2 N P Q S T U V W X Y Z CRB1BW 5026 18 14 M6 x 1 depth 9 0 0.043 0.006 0.017 0 0.052 R6 1/8 67 70 3 10 13 5 50 60 34 66 46 5.5 6.5 78 19.5 39.5 13.5 11 11.9 12 25 CRB1BW 50-E CRB1BW 6321 18 29 22 15 M8 x 1.25
Select R, U, S, or Z for the valve when the SI unit specification is A2 (positive common). Select R, U, NS, or NZ for the valve when the SI unit specification is A2N (negative common). * Only Nil is available for M5. t Back pressure check valve (Built-in valve type) Circular Connector EX500 Nil None H Built-in !
D1 D1 A2 T T Inch sizes L4 L5 A1 A2 M1 Max.
W W Mey Mep We We L3 A3 L2 A2 Note) Static moment : Moment by gravity Kinetic moment : Moment by stopper collision Max.allowable load:W max.
Thin rectangular plate Position of rotational axis: Parallel to side b through the center of gravity CRJ b a CRA1 a CRQ2 r MSQ 3r2 + a2 a2 12 = m 12 = m MSZ CRQ2X MSQX 3. Thin rectangular plate (Including rectangular parallelepiped) Position of rotational axis: Perpendicular to the plate through the center of gravity 8.
With Double Clevis and Double Knuckle Joint Symbol -XC26 Bore Size 32 to 63 Standard C(D)Q2D-XC26 A B C 2 x P (Rc, NPT, G) (Port size) Width across flat K Auto switch 4 x O Cap bolt C1 X L1 Q Minimum lead wire bending radius 10 F Width across flat B1 CT Z MM CD hole H10 Axis d9 J CD hole H10 Axis d9 W E M D H1 4 x O effective depth R +0.4 CX 0 +0.4 CX 0 (A + Stroke) (L) B + Stroke CW CU A2
D1 D1 AS-T A2 ASP T ASN T AQ ASV Inch Size AK L4 L5 (1) A1 (2) A2 (2) M1 Max.
A1 D1 L5 D1 AS-D A2 AS-T T ASP T ASN AQ Metric Size ASV L4 (1) L5 (1) A1 (2) A2 (2) M1 Weight (g) Max.
A32 A33 A34 Note 1) Dimensions indicated with an asterisk () in the patterns A1, A2, A18, A20, A22, A31, A32, A33, and A34 are provided in the table below.