Series MXP Precision Air Slide Table

When sum of load rate does not exceed 1, it is possible to use. 1+2+3<1 163 Series MXP Precision Air Slide Table How To Order How to Select Allowable load:W(N) Fig. 1 Over hung:Ln(mm), Corrected value for center position distance of moment:An(mm) Fig. 2 Pitch moment Yawing moment Roll moment W L2 A2 L1 A1 L3 A3 Mp Mr My Static moment Kinetic moment W W W L2 A2 L3 A3 L1 A1 W Mp Mr My W W

Air Slide Table Series MXS

(kg) Fig. (2) Overhang: Ln (mm), Correction Value of Moment Center Position Distance: An (mm) Pitch moment Yaw moment Roll moment W My Mp Mr W W W Static moment Dynamic moment L1 A1 L3 A5 L2 A3 MXH W Mp Mr W MXU W My L3 A6 W L1 A2 L2 A4 MXS W Mey Mep MXQ Note) There is no need to consider this load factor in the case of using perpendicularly in a vertical position.

Electric Actuator High Rigidity and High Precision Slider Type Circular arc grooves allow for high rigidity and high precision. Moment resistance*1 *2 61% Improved by up to Table displacement*1 50% Reduced by up to With internal battery-less absolute e

40 Work load: W [kg] Work load: W [kg] 20 Lead 16: LEKFS32EA 30 Lead 16: LEKFS32EA 20 Lead 24: LEKFS32EH 10 Lead 24: LEKFS32EH 10 0 0 0 200 400 600 800 1000 1200 0 100 200 300 400 500 600 Speed: V [mm/s] Speed: V [mm/s] Vertical LEKFS40/Ball Screw Drive Horizontal 70 60 30 Lead 10: LEKFS40EB Lead 10: LEKFS40EB Work load: W [kg] Work load: W [kg] 50 40 20 Lead 20: LEKFS40EA 30 Lead 30: LEKFS40EH

VT317

, CA 94080-6370-Main Office: (650) 588-9200-Outside Local Area: (800) 258-9200-www.stevenengineering.com Applicable cable O.D. 6 to 12 L Dimension n: Stations Stations Formula L1 = 46 x n + 29 L2 = 46 x n + 14 10 489 474 9 443 428 8 397 382 7 351 336 6 305 290 5 259 244 4 213 198 3 167 152 2 121 106 L L1 L2 Precautions Be sure to read before handling.

Air Slide Table Long Stroke Type Series MXY ø6, ø8, ø12 1

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:

MXS Series Air Slide Table

When sum of load rate does not exceed 1, it is possible to use. n=1+2+3 1 < = < = 47 MXS Series Air Slide Table How To Select Allowable load: W(N) Fig.1 Overhung: Ln(mm), Correction value for moment center distance An (mm) Fig.2 Pitch moment Yaw moment Roll moment W My Mp Mr W W W Static moment Kinetic moment L1 A1 L3 A5 L2 A3 W Mp Mr My W W L3 A6 W L1 A2 L2 A4 W Mey Mep L2 A4 A2 L3 Work

Air Slide Table/Long Stroke Type Series MXY

W L3 A3 Load Mass: W Mr Graph (1) Static moment Dynamic moment MXY6 W My MXH W L3 A3 0.6 A2 L2 Rubber stopper screw Mr 0.5 Load mass W kg MXU L1 A1 Metal stopper screw Mp 0.4 W My MXS W 0.3 W 0.2 MXQ Mey Mep 0.1 We We 0.0 A2 L3 A3 L2 Collision speed V mm/s 0 100 200 300 400 500 280 560 MXF MXW MXY8 Note) Static moment: Moment generated by gravity Dynamic moment: Moment generated by impact

Air Slide Table

Front matter 1 Air Slide Table/Reversible Type Series MXQR Fig. (1) Load Weight: W (kg) Fig. (2) Overhang: Ln (mm), Correction Value of Moment Center Position Distance: An (mm) Fig. (3) Workpiece Mounting Coefficient: K Pitch moment Yaw moment Roll moment Table mounting W W My Mp Mr W W W Static moment Dynamic moment L1 A1 K = 1 L3 A5 L2 A3 End plate mounting Mp Mr W My W W W L3 A6 W L1 A2

MXF

(kg) Fig. (2) Overhang: Ln (mm), Correction Values for Moment Center Distance: An (mm) Pitch moment Yaw moment Roll moment W My Mr Mp W W W L3 A5 L1 A1 Adjusting bolt Static moment L2 A3 W MX Mp Mr My MTS W W W MY L1 A2 L3 A5 W L2 A4 CY Mey Note) No need to consider this load factor in the case of using perpendicularly in a vertical position.

Air Slide Table Series MXJ

A2 A1 Mp W L1 A1 Mr Static moment Dynamic moment Graph (1) Load Mass: W W W MXJ4 A3 L3 L2 A2 0.10 L3 A3 Rubber stopper Mr Load mass W kg Mp 0.08 My Metal stopper W 0.06 W W 0.04 Mey Mep We 0.02 We L3 L2 A2 0.00 Collision speed V mm/s (Average speed x 1.4) 0 200 100 300 400 500 600 700 A3 MXJ6 Note) Static moment: Moment generated by gravity Dynamic moment: Moment generated by impact when

Low Profile Slide Table Series MXF

moment Static moment L2 A3 W MXH Mp Mr My MXU W W W MXS L1 A2 L3 A6 W L2 A4 MXQ Mey Note) No need to consider this load factor in the case of using perpendicularly in a vertical position.

CYV

Dynamic moment Me3 We W L2 Review Me3. = 1/3 14.7 (50 + 27) 103 = 0.38 [Nm] 3a = Me3/Me3 max = 0.38/3 = 0.13 Central axis of guide A Me1 W We Me1 = 1/3 We(L1 + B) 103 = 1/3 14.7 (50 + 48) 103 L1 B = 0.48 [Nm] 3b = Me1/Me1 max = 0.48/3 = 0.16 Review Me1.

AC Servo Motor Driver (MECHATROLINK-III type)

Do not short-circuit these terminals. [1] Main circuit power input terminals, L1, L2 and Control power input terminals, L1, L2: Connect the 200VAC external power supply to the power supply. Refer to the power supply specification for the size of the acceptable electric wire. [2] Connect the motor cable (U, V, W) to the servomotor connection terminals (U, V, W).

Rodless Cylinder for Vacuum Series CYV ø15, ø32

Dynamic moment Me3 We W L2 Review Me3. = 1/3 14.7 (50 + 27) 103 = 0.38 [Nm] 3a = Me3/Me3 max = 0.38/3 = 0.13 Central axis of guide A Me1 W We Me1 = 1/3 We(L1 + B) 103 = 1/3 14.7 (50 + 48) 103 L1 B = 0.48 [Nm] 3b = Me1/Me1 max = 0.48/3 = 0.16 Review Me1.

Rodless Cylinder for Vacuum Series CYV ø15, ø32

Dynamic moment Me3 L2 We W Review Me3. = 1/3 14.7 (50 + 27) 103 = 0.38 [Nm] 3a = Me3/Me3 max = 0.38/3 = 0.13 Central axis of guide A Me1 Me1 = 1/3 We(L1 + B) 103 W We = 1/3 14.7 (50 + 48) 103 L1 B = 0.48 [Nm] 3b = Me1/Me1 max = 0.48/3 = 0.16 Review Me1.

Rodless Cylinder for Vacuum Series CYV ø15, ø32 1

Dynamic moment Me3 L2 We W Review Me3. = 1/3 14.7 (50 + 27) 103 = 0.38 [Nm] 3a = Me3/Me3 max = 0.38/3 = 0.13 Central axis of guide A Me1 Me1 = 1/3 We(L1 + B) 103 W We = 1/3 14.7 (50 + 48) 103 L1 B = 0.48 [Nm] 3b = Me1/Me1 max = 0.48/3 = 0.16 Review Me1.

Vacuum Saving Valve

No.0.8 L1 L3 L2 L3 (L4) No.0.8 H 2 H 2 H 2 L1 M1 M1 M1 D Pad side Pad side Pad side ZP2V-A01ZP2V-AN1ZP2V-AG1ZP2V-A5ZP2V-A8Vacuum generator side D Vacuum generator side M2 M2 L3 L2 H 1 Vacuum generator side L2 L3 3 H 1 M2 H 1 (L4) (L4) No.0.8 No.0.8 (L4) No.0.8 H 2 H 2 L1 L1 L1 H 2 M1 M1 M1 Pad side Pad side Pad side ZP2V-B01ZP2V-BN1ZP2V-BG1ZP2V-B5ZP2V-B61 The place at the vacuum generator

Air Fittings Fitting Series For Special Environment

N L1 L2 L3 L4 L5 L6 P Q1 Q2 M KRM12-06-02-10 KRM12-06-02-6 99 10 6 6 89 47 1 4 17 19.5 33.5 23.5 33 13.5 8.5 13 19 10 125 6 108 10 55 73 106 104 KRM12-08-03-10 KRM12-08-03-6 3 8 8 19 139 11.5 22.5 37.5 26 36.5 10 15.5 20.5 14.7 86 126 119

Rubber Seal, 5 Port Solenoid Valve, Series SZ3000

(Initial value) Solenoid Specifications Note 3) The weight W is the value for the manifold only. To obtain the weight with solenoid valves, add the solenoid valve weights for the required number of stations. Refer to the separate catalog ES11-75B regarding DIN rail weight.

MY1

MY1 HT m2 m3 MY1 W MY1 W Moment (Nm) M3=F3 x L3 F3 F2 M1=F1 x L1 F1 M2=F2 x L2 MY2C L2 L1 L3 Maximum Load Mass MY2 H/HT Select the load from within the range of limits shown in the graphs. Note that the maximum allowable moment value may sometimes be exceeded even within the operating limits shown in the graphs. Therefore, also check the allowable moment for the selected conditions.