15 Wn Mass mn X-axis xn xa xb xc xd Y-axis yn ya yb yc yd Z-axis zn za zb zc zd X 1 mt = x (mn x xn)w Wa Wb Wc Wd ma mb mc md Y 1 mt = x (mn x yn)e D1 mt = x {mn x (A + zn)} r Z -X (n = a,b,c,d) Refer to the following sections 1 to 4 to calculate the center of gravity and the total load.
The tightening torque of the M3 screw must be 0.35 to 0.45 Nm. t The detection position can be changed under the conditions in step e. Auto switch y Confirm where the mounting position is, and tighten the auto switch fixing screw (M2.5) to fix the auto switch mounting nut. The tightening torque of the M2.5 screw must be 0.25 to 0.35 Nm.
Dimensions MGQL (Ball bushing bearing)/A, DB, E Dimensions (mm) (mm) E E A A Bore size Bore size DB DB (mm) 12 16 20 25 (mm) 12 16 20 25 Over 50 st Over 30 st Over 30 st 50 st or less 50 st or less Over 50 st 30 st or less 30 st or less 8 6 39 0 55 16 43 4 10 8 43 0 65 22 49 6 12 10 74 27 61.5 57 10 47 0 14.5 16 13 79.5 32 62 63.5 16 47.5 0 14.5 Note) For intermediate strokes other than standard
Dimensions (mm) MGPWL, MGPWA 32 to 63/A, E Dimensions (mm) Bore size (mm) A E Bore size (mm) A E 25 st or less Over 25 st 100 st or less Over 100 st 25 st or less 50 st or less Over 25 st 100 st or less Over 50 st 100 st or less Over 100 st Over 100 st 50 st or less Over 50 st 100 st or less Over 100 st D20 25 32 40 50 63 57.5 53.5 62.5 55.5 37.5 33.5 42.5 35.5 20.5 16.5 21.5 14.5 109.5 109.5
8 e w !7 t !5 r o !8 e !6 w @0 !7 t !5 r o !8 e !6 w @0 !7 t !5 !0 u !2 i q !1 !4 y !9 !0 u !2 i q !1 !4 y !9 !0 u !3 !2 i q !1 !4 y !9 Open condition Component Parts Note No.
D-X Individual -X 857 Series RLQ Simple Joint: 32 to 63 Type A Mounting Bracket Type A Mounting Bracket 2 x D T1 T2 M W V U Joint F B E Material: Chromium molybdenum steel (mm) Joint and Mounting Bracket (Type A, Type B) Part No. Bore size (mm) 32, 40 50, 63 B D E F M T1 T2 Part No.
The kinetic energy can be calculated using the formula below. 2 1 = I E E: Kinetic energy [ J ] 2 I: Moment of inertia [ 2 m kg ] : Angular speed [ s rad ] There is a threshold of kinetic energy that a rotary actuator allows. Therefore, by finding the moment of inertia, it is possible to find the threshold value of the rotation time.
LEF How to Order LEJ 11 Vacuum type LEJS 11 40 S2 A 500 H LEL Clean series q w e r y u i o !0 !
The end angular speed is obtained by: t Table 9 Allowable kinetic energy (J) Size Allowable kinetic energy : Rotation angle [ rad ] : Rotation time [ s ] 1 0.001 Kinetic energy E is obtained by: 2 0.0015 3 0.002 7 0.006 E Therefore, the rotary table rotation time is: E: Allowable kinetic energy [ J ] : Rotation range [ rad ] I: Moment of inertia [ kgm2 ] During uniform acceleration, the
MSQ Angle adjustment Range Figure 5 MSZ MSZ CRQ2X MSQX ad a ge ju Cl lt MRQ an st bo oc t r m nd en g k en tm wi in e us 10 10 se t r st on dj a ju an r on ti ot ad iti ta os ge at p ro er y nt io e b C e b n y is e ge n ad w d k an c ju lo t r C st in en g m bo st lt ju b ad M 0 ax 19 im e u ng m ra ro n ta tio Center position adjustment Table 2 R: Clockwise adjustment L: Counterclockwise
Auto switch model Lead wire length (m) Load voltage Wiring (Output) Pre-wired connector Applicable load DC AC Indicator light Electrical entry Type Special function Perpendicular In-line 0.5 (Nil) 1 (M) 5 (Z) 3 (L) M9N M9P M9B M9NW M9PW M9BW M9NA1 M9PA1 M9BA1 P3DWA M9NV M9PV M9BV M9NWV M9PWV M9BWV M9NAV1 3-wire (NPN) 3-wire (PNP) 2-wire 3-wire (NPN) 3-wire (PNP) 2-wire 3-wire (NPN) 3-wire
0.5 0.6 0.7 F Black 0 V G Shield Connector pin arrangement A phase output pulse G A DB phase output pulse F B H E D C -X Counter value 0 1 2 3 4 3 2 1 699
The end angular speed is obtained by: Table 7 Allowable kinetic energy (J) t Size Allowable kinetic energy : Rotation angle [ rad ] : Rotation time [ s ] 10 0.00025 15 0.00039 Kinetic energy E is obtained by: 20 0.025 30 0.048 40 0.081 E Therefore, the rotary actuator rotation time is: E: Allowable kinetic energy [ J ] : Rotation range [ rad ] I: Moment of inertia [ kgm2 ] Note) If the
Allowable kinetic energy (J) t Model Allowable kinetic energy (mJ) : Rotation angle [ rad ] : Rotation time [ s ] Basic type CRJB05 0.25 Kinetic energy E is obtained by: With external stopper CRJU05 1.0 Basic type CRJB1 0.40 Basic type CRJU1 2.0 E Therefore, the rotary table rotation time is: E: Allowable kinetic energy [ J ] : Rotation range [ rad ] I: Moment of inertia [ kgm2 ] During
Load mass (kg) 40 50 40 32 E = 2 M + m 2 30 20 E = Kinetic energy (J) M = Mass of non-moving part (kg) m = Mass of moving part (kg) = Piston speed (m/s) 10 5 150 100 200 300 Model Selection Maximum speed (mm/s) RZQ Moving Part Mass Unit (kg) 2. Use the cylinder in applications in which the overrun will not cause any problem.
5 e r t q w @9 @4 @2 CXTM Guide rod/bearing @8 @5 CXTL Guide rod/bearing @1 @6 !9 @7 !2 y !3 u o !8 !0 !7 !6 Description Material Note Component Parts No. Component Parts No.
(Unclamping side) Bore size Nil Without lock L With lock 32 32 mm Auto switch type Nil Without auto switch (Built-in magnet) C D-P3DWASC E D-P3DWASE N D-P3DWA L D-P3DWAL Z D-P3DWAZ Guide pin diameter Mounting surface position (viewed from top) For guide pin diameter, refer to Table 1 below.
Please refer below for calculation of kinetic energy. 2 I 2 1 E = E : Kinetic energy J : Angular speed rad/s I: Inertia moment kg/m2 Allowable kinetic energy for the rotary actuator is limited. The limit of rotation time is obtained by calculating inertia moment. Please refer following for obtaining inertia moment.
Please refer below for calculation of kinetic energy. 2 I 2 1 E = E : Kinetic energy J : Angular speed rad/s I: Inertia moment kg/m2 Allowable kinetic energy for the rotary actuator is limited. The limit of rotation time is obtained by calculating inertia moment. Please refer following for obtaining inertia moment.
Auto switch model Lead wire length (m) Load voltage Wiring (Output) Pre-wired connector Applicable load DC AC Indicator light Yes Yes Electrical entry Type Special function Perpendicular In-line 0.5 (Nil) 5 (Z) 1 (M) 3 (L) M9NV M9PV M9BV M9NWV M9PWV M9BWV M9N M9P M9B M9NW M9PW M9BW 3-wire (NPN) 3-wire (PNP) 2-wire 3-wire (NPN) 3-wire (PNP) 2-wire IC circuit 5 V, 12 V Reed switch Solid state