Me: Dynamic moment L : Overhang to work piece center of gravity (mm) a = 2000 m 1000 L1 a = 3000 0 2 4 6 8 10 Transfer load m (kg) 600 L2 400 Mer L2 (mm) Rolling Yawing m 200 L2 Mer 0 2 4 6 8 10 m Transfer load m (kg) 3000 a = 1000 2000 L3 (mm) L3 1000 a = 2000 m a = 3000 Mey a 0 2 4 6 8 10 Transfer load m (kg) Refer to page 145 for deflection data. 46 Non-standard Motor/Horizontal Mount
M3 Find the value of M3 max at 300 mm/s in Graph (3). 2b = M3/M3 max = 1.176/14 = 0.084 L2 m x g 3. Dynamic moment M1E = 1/3 x FE x L1 (FE =1.4/100 x a x g x m) =0.05 x a x m x L1 =0.05 x 300 x 3 x 0.05 =2.25 [Nm] Investigate M1E. a Find the collision speed . = 1.4 x a = 1.4 x 300 = 420 [mm/s] Find the value of M1E max at 420 mm/s in Graph (1).
(mm/s) Ultimate speed (mm/s) Transfer load 6kg Transfer load 6kg 3kg 50 50 50 3kg 1.5kg 4kg 0kg 0kg 2kg 0kg 0 0.05 0 0.1 0.2 0 0.05 Time (s) Time (s) Time (s) LXPB5SB/LXSH5SB LXFH5SB LXPB2SB/LXSH2SB 200 200 200 Transfer load 4.5kg Ultimate speed (mm/s) Ultimate speed (mm/s) Ultimate speed (mm/s) Transfer load 4kg 3kg Transfer load 2kg 2kg 100 100 100 1.5kg 0kg 0kg 0kg 0 0.05 0.1 0 0.05 0.1
to the control panel,s protective earth (PE).
230 S1 LECSS1-S 100 to 120 S2 LECSS2-S 200 to 230 LEC !
) a = 3000 2000 m L1 0 10 20 30 Transfer load m (kg) L2 600 400 L2 (mm) Mer Rolling Yawing m 200 L2 Mer 10 20 30 0 Transfer load m (kg) m a = 1000 4000 a = 2000 L3 (mm) L3 a = 3000 2000 m Mey a 10 20 30 0 Transfer load m (kg) Refer to page 183 for deflection data. 164
T4 = 0.2 [s] T1 = V/a1 = 100/3000 = 0.033 [s], T3 = V/a2 = 100/3000 = 0.033 [s] T2 = = = 1.97 [s] L 0.5 V (T1 + T3) V 200 0.5 100 (0.033 + 0.033) 100 T4 = 0.2 [s] The cycle time can be found as follows.
Cable type 5, 6, 7 Cable length [m] 5, 8 Driver type 5 I/O connector Nil Nil Power supply voltage (V) Compatible drivers Nil Without connector Without cable Without cable H S R 2 5 With connector Nil Without driver Standard cable 2 m 5 m A1 A2 B1 B2 C1 C2 S1 S2 LECSA1-S; LECSA2-S; LECSB1-S; LECSB2-S; LECSC1-S; LECSC2-S; LECSS1-S; LECSS2-S; 100 to 120 200 to 230 100 to 120 200 to 230 100
[mm/s] (Operating condition) a1: Acceleration [mm/s2] T1 = V/a1 [s] T3 = V/a2 [s] = = 0.57 [s] T2: Constant speed time can be found from the following equation.
(A contact) Brake Without brake With brake Nil B Home position switch None Yes (cable length 0.3m) Nil S Specifications 2 phase stepper motor (with/without brake) 5 phase stepper motor (with/without brake) Motor Lead screw Positioning repeatability Lead Speed Note1) Slide screw 8mm 0.05mm 6mm 3 to 100mm/s 9 (4)kg 4 (4)kg 12mm 6 to 200mm/s 4.5 (4)kg 2 (2)kg 12mm 6 to 200mm/s 3 (3)kg 1 (1)kg
TG1 FL l1 L l2 d1 CD MR d2 R1 E2 UB CB C85 C85W C85-S/T C75-S/T C85K-S/T C75K-S/T C85K C75K C75R CP96 CP96K C96 C96K C96Y C55 C85R C75 C75W Auto Switch Made to Order Related Products l2 32 D5032 32.5 22 5 12 5.5 30 10 9.5 6.6 6.5 48 45 26 40 D5040 38 25 5 15 5.5 35 12 12 6.6 6.5 56 52 28 50 D5050 46.5 27 5 15 6.5 40 12 12 9 8.5 64 60 32 63 D5063 56.5 32 5 20 6.5 45 16 16 9 8.5 75 70 40 80
Dimensions for installation n: number of solenoid valve stations n L 1 2 3 4 5 6 7 8 L1 120.7 136.7 152.7 168.7 184.7 200.7 216.7 L2 80 96 112 128 144 160 176 n L 9 10 11 12 13 14 15 16 L1 232.7 248.7 264.7 280.7 296.7 312.7 328.7 344.7 L2 192 208 224 240 256 272 288 304 (mm) The above table shows dimensions as an example for the SY5000 series solenoid valve manifold. -11No.EX-OMW0016-A Wiring
Symbol 46 42.5 Outside diameter Indicator light Max. display pressure Symbol 10 1.0 Unit: MPa Without indicator light Nil L2 Neon light (100 VAC/220 VAC) Attachment (Cover ring assembly) L5 LED/24 VDC Connection thread Without cover ring assembly Symbol Specifications Symbol Size Nil 01 R 1 8 Clear cover has no protrusion. (Clear cover is irremovable.)
Description Material 1 Body SCS14A (SUS 316) 2 Needle SUS316 L4 3 Lock nut SUS316 4 Valve SUS316 5 Valve guide SUS316, NBR for low temperature L2 L3 6 Spring SUS316 7 Bolt SUS316 8 O-ring NBR for low temperature L5 9 O-ring NBR for low temperature Model Port size D H L1 L2 L3 L4 Note) L5 Mass g MAX. MIN.
TG1 FL l1 L l2 d1 CD MR d2 R1 E2 UB CB C85 C85W C85-S/T C75-S/T C85K-S/T C75K-S/T C85K C75K C75R CP96 CP96K C96 C96K C96Y C55 C85R C75 C75W Auto Switch Made to Order Related Products l2 32 D5032 32.5 22 5 12 5.5 30 10 9.5 6.6 6.5 48 45 26 40 D5040 38 25 5 15 5.5 35 12 12 6.6 6.5 56 52 28 50 D5050 46.5 27 5 15 6.5 40 12 12 9 8.5 64 60 32 63 D5063 56.5 32 5 20 6.5 45 16 16 9 8.5 75 70 40 80
. 600 0.51000(0.4 + 0.4) 1000 LEC = T1: Acceleration time [s] Time until reaching the set speed LEC S = 0.2 [s] T1 = V/a1 [s] T3 = V/a2 [s] T4 = 0.3 [s] T2: Constant speed time [s] Time while the actuator is operating at a constant speed T3: Deceleration time [s] Time from the beginning of the constant speed operation to stop T4: Settling time [s] Time until positioning is completed LEC
Cylinder: MXP10-10 Mounting: Horizontal wall mounting Average speed: Va = 300 [mm/s] Allowable load: W = 0.2 [kg] L2 = 20 mm L3 = 30 mm Kinetic Energy Model to be used Mounting orientation Average speed Va (mm/s) W Load weight W (kg): Fig. (1) L3 + A3 Overhang Ln (mm): Fig. (2) L2 2 1 420 2 E = 0.2 () = 0.018 2 1000 V = 1.4 x 300 = 420 1 V 2 E = W () 2 1000 Find the kinetic energy
Yawing Mep m m : Transfer load (kg) a : Work piece acceleration (mm/s) Me: Dynamic moment L : Overhang to work piece center of gravity (mm) 50 L1 0 2 4 6 8 10 Transfer load m (kg) 150 L2 100 Mer m 50 L2 0 2 4 6 8 10 Mer Transfer load m (kg) m a = 500 150 a = 1000 100 a = 2000 L3 50 m Mey a 0 2 4 6 8 10 Transfer load m (kg) Refer to page 145 for deflection data. 90 Standard Motor/Horizontal
T4 = 0.2 [s] Calculation example) T1 to T4 can be calculated as follows. T1 = V/a1 = 200/3000 = 0.067 [s], T3 = V/a2 = 200/3000 = 0.067 [s] 40 0.5 200 (0.067 + 0.067) 200 T2 = = = 0.133 [s] L 0.5 V (T1 + T3) V T4 = 0.2 [s] Therefore, the cycle time can be obtained as follows.