SMC Corporation of America
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Search Results "HRS012-A-10-J"

B K S M J H G A (mm) Model A 123 170 183 217 256 B 48 66 79 100 117 C 1 2 2 3 3 D 40 55 75 87 114 Fn 95 110 Fd 70 114 Fc 26 41 52 70 83 G 41 63 68 72 98 H J K P.C.D L1 6-6.6 8-8.4 L2 XMD-25 XMD-40 XMD-50 XMD-63 XMD-80 50 65 70 88 90 16 20 20 20 20 7.5 15 17.5 19.5 26.5 P.C.D 58.7 P.C.D 92.1 C D XYD/In-line type G Fd C (K flange) J K H B S M 45 A Fn (KF flange) E K (mm) Model A 86.7

B A A B B D 6 Sodium hydroxide (30%, Room temperature) Inorganic alkali A D C D A A 7 Calcium hydroxide A A A D C A 8 Magnesium hydroxide A A A B B A 9 Acetylene A A A A A A 10 Formic acid (25%, Room temperature) C C C C B D 11 Organic solvent Citric acid A B C C D A 12 Acetic acid (10%, Room temperature) B B A A C C 13 Lactic acid (5%, 20C) A B A B D A 14 Linseed oil A C C B A A 15 Polassium

A B c D E F G H J K M N 4.37 : 1 1 1 1 3 . 1 5 (80) 1 . 1 0 (2Al 1.22 (31)0.06 (1.5) ',.12 {3) 1.57 (40) 1.06 (271 1.42 (36) 1.26 (321 1.20 30.5' ).2t (6) Millimeters in Parentheses F O,F 7.05 lbs (3 2 kg) T T 90' '75 PSIG (5 Kgflcm2) A B c D E F G H J K ll N A B c D E F G H J K M N o 4.5() 114.31 3.30 83.8) 1.25 t31.8 1.20 (30.5) 0.89 '22.5) 0.06 (1.s) ). 12 (3) 1.57 (40) .42 (36) 1 2 6

A B c D E F G H J K M N 4.37 : 1 1 1 1 3 . 1 5 (80) 1 . 1 0 (2Al 1.22 (31)0.06 (1.5) ',.12 {3) 1.57 (40) 1.06 (271 1.42 (36) 1.26 (321 1.20 30.5' ).2t (6) Millimeters in Parentheses F O,F 7.05 lbs (3 2 kg) T T 90' '75 PSIG (5 Kgflcm2) A B c D E F G H J K ll N A B c D E F G H J K M N o 4.5() 114.31 3.30 83.8) 1.25 t31.8 1.20 (30.5) 0.89 '22.5) 0.06 (1.s) ). 12 (3) 1.57 (40) .42 (36) 1 2 6

The kinetic energy of a load can be found using the following formula. 20 10 5 M 100 300 1000 2000 500 M 2 2 Ek = Maximum drive speed (mm/s) Ek: Kinetic energy (J) M: Weight of load (kg) : Piston speed (m/s) Example) Find the rod end load limit when a 63 air cylinder is operated at a maximum drive speed of 500mm/s.

across flats MB J K MM N P V W S ZZ S ZZ A C B D Ee11 F G H 32 40 50 63 80 100 4 4 5 5 5 5 M6 x 1 6 6 7 7 10 10 M10 x 1.25 26.5 26.5 31 31 37.5 37.5 1/8 1/4 1/4 3/8 3/8 1/2 84 84 94 94 114 114 178 186 210 210 258 258 90 90 102 102 124 124 184 192 218 218 268 268 32.5 38 46.5 56.5 72 89 12 16 20 20 25 30 30 35 40 45 45 55 13 13 14 14 20 20 47 51 58 58 72 72 46 52 65 75 95 114 22 30 35 35 40

MM 2-RcP G G MM D D e e Effective thread Effective thread 13 13 9 A K f N N f h + Stroke K A l + Stroke 9 l ZZ + 2 strokes S + Stroke h Without Air Cushion Stroke range Bore size (mm) Effective thread length Width across flats MB J K MM N P V W S ZZ S ZZ A C B D Ee11 F G H 32 40 50 63 80 100 4 4 5 5 5 5 M6 x 1 6 6 7 7 10 10 M10 x 1.25 26.5 26.5 31 31 37.5 37.5 1/8 1/4 1/4 3/8 3/8 1/2 84

95.0 80.0 65.0 50.0 150.0 120.0 116.0 0.8 50 mm offset: Machined 25 mm offset: Machined A B A C B 6H6 through +0.008 0 D C E 6H6 through +0.008 0 D F 200.03 10 E G F 200.03 10 G 300.025 300.025 9 through H 300.025 300.025 I 250.05 9 through J H 250.05 I 45 M6 x 1.0 R45 500.05 M6 x 1.0 750.05 6.5 18 R25 10 3 10 1 1 6.5 R6 R25 19 18 19 R25 19 [mm] R6 19 [mm] Model NAAMS code A B C D E F G H

A A F F A F L L L 1 N = 0.2248 lbf 6 6 6 L=80mm L=80mm L=80mm 0.05 0.06 MXPJ6-5 MXPJ6-10 MXPJ6-5 MXPJ6-10 MXPJ6-5 MXPJ6-10 MXPJ6-5 MXPJ6-10 0.04 MXPJ6-5 MXPJ6-10 MXPJ6-5 MXPJ6-10 0.05 0.04 Table deflection (mm) Table deflection (mm) Table deflection (mm) 0.03 0.04 0.03 0.02 0.03 0.02 0.02 0.01 0.01 0.01 0 10 20 30 40 Load (N) 0 10 20 30 50 Load (N) 0 10 20 30 40 Load (N) 40 10 10 10 L=100mm

2 Sizes 10 to 25: MHZ 2 Sizes 32 & 40: MHZ 2 .,rr,"""^ J Number of fingers Action Bas c iype End boss side porled' End boss arialonelouch ftlin91 " End boss axal M5 porlr j S nsle-acling on y Throug F a t 'D S actori, basic and N type nnges only " basrcancr N lype iingers onry ' [ , l t o 2 c o n p " l b l p o l 0 l o o 2 5 n r b o r F n / ' o J I I a o a a a a a a a a a a a a a a a a a

The kinetic energy of a load can be found using the following formula. 20 10 5 M 100 300 1000 2000 500 M 2 2 Ek = Maximum drive speed (mm/s) Ek: Kinetic energy (J) M: Weight of load (kg) : Piston speed (m/s) Example) Find the rod end load limit when a 63 air cylinder is operated at a maximum drive speed of 500mm/s.

1100 1200 1000 1100 1200 mm/s 500 500 410 340 250 200 170 [mm/s] () 30 20 10 [mm/s] () 49 33 17 1.3 LES(H) LES(H)8 LES(H)16 LES(H)25 J K J K J K [mm] 8 4 10 5 16 8 mm/s 400 200 400 200 400 200 [mm/s] () 20 10 20 10 20 10 [mm/s] () 25 13 27 14 30 15 1.4 LEP LEP*8 LEP*16 J K J K [mm] 8 4 10 5 [mm] 25 25 mm/s 300 250 150 350 250 200 [mm/s] () 20 10 20 10 [mm/s] () 25 13 27 14 -109No.JXC-OMT0001CN-C

Auto switch model D-Y59m D-Y69m D-Y7P D-Y7PV D-Y7H D-Y7mW D-Y7mWV D-Y7BA D-Z7m D-Z80 D-M9m D-M9mV D-M9mW D-M9mWV D-M9mA D-M9mAV D-A9m D-A9mV D-F5m D-J59 D-F59F D-F5NTL D-A5m D-A6m D-A59W D-G39 D-K39 D-A3m D-A44 D-P3DWA D-P4DW A B A B A B A B A B A B A B A B A B A B 32 13.5 10.5 9.5 6.5 10 7 15 12 3.5 0.5 7.5 4.5 3.5 0.5 7 4 9 6 6.5 3.5 40 10.5 14 6.5 10 7 10.5 12 15.5 0.5 4 4.5 8 0.5 4 4

(650) 588-9200-Outside Local Area: (800) 258-9200-www.stevenengineering.com 20 4H9 depth 4 +0.030 0 4H9 depth 4 +0.030 0 80 NN-4.2 23 12.5 NN-8 6.7 H 2-M4 x 0.7 thread depth 10 5.5 NN 2 NN-M5 x 0.8 ( 1) x H G 11.5 Section AA A Operating port 2-M5 x 0.8 M 10 0.3 19.5 (Table length) N 2 ( 1): The number of pitches 21 7 J I 3 Z Max. 9 ZZ H G 27.5 5 4H9 +0.030 0 depth 4 (mm) M J I NN H G N

-10 (INC) c 10[mm] 0 10 20 30 40 50 [mm] -27- 4 a b c d e f g h i j k No. 1 2 mm/s mm mm/s^2 mm/s^2 % % mm/s % mm mm mm 0 ABS 100 20.00 3000 3000 80 40 30 100 10.00 20.00 20.00 No.00[mm] 20[mm]20[mm] 1 10 W [mm] c [mm] k 20 0 10 20 30 40 50 [mm] INP 2 k INPON g 30 W [mm] c [mm] k 20 0 10 20 30 40 50 [mm] INP INPOFF () k g BUSYONOFF -28- 5 a b c d e f g h i j k No. 1 2 mm/

AC DC 2. 10 3 10 (2) ()40 10(555) (10.1) A P (10.1) KT [m2] [W] [] [56] A P T K (10.1),P 10.1A 10.1 40() () () 10.2 10 4 10 10.3 (E6) OFF 10 11000 (EM1) (EM1) 10.3.1 (1) 10.3 (10.2) ((2)(a)(b)) ON EM1 (EM1) OFF V0 te 10.3 t 1J Lmax V L 0 (10.2) e 60 J M Lmax VO JM JL te [mm] [mm/min] [kgcm 2] [kgcm 2] [s] [s] 7kW10ms11k22kW (50ms) 10 5 10 (2) (10.2) (a) 200V 25 73 20 23

10 Width across flats 16 Width across flats 16 Hexagon width across flats 21 J Hexagon width across flats 21 J 4 x M4 x 0.7 Width across flats 37 Width across flats 24 28 45 I I 3 x M3 x 0.5 H H 10 10 G G F F E E Y Y 3 4 18 34 C C A A B B D D Dimensions Dimensions (mm) (mm) A B C D E F G H I J Y A B C D E F G H I J Y Model Model ZPX40HBJ25-01-A18 ZPX63HBJ25-01-A18 109 160 120 171 50-01-A18

97.5 96 97.5 144 154 10 8 15 13 3.5 1.5 5.5 200 200 10 107.0 108.0 107.5 108.0 154 164 12.5 10.5 17.5 15.5 6 4 8 D-Y7/Z80 D-Y59/Y69/Y7P/Y7PV D-Y7W/Y7WV D-Y7BAL Operating Range Auto switch model Bore size (mm) 125 140 160 180 200 D-Z7/Z80 14.5 14 13 14 14.5 Hs D-A3/A44 D-A5/A6 A 10 10 10 10 10 D-A59W Ht 17 17 17 17 17 D-Y59/Y69 D-Y7P/Y7PV D-Y7W/Y7WV 8 7.5 7 12 13 D-Y7BAL

G A G 2 x PA (Hexagon socket head taper plug) F I B + Stroke 2 x PA (Port for operating cylinder) J J J J D D II 2 x MB, Depth LB II 2 x PB (Hexagon socket head taper plug) 2 x PB (Hexagon socket head taper plug) JJ 28 32 36 A 110 140 170 B 220 280 340 C 206 264 322 D 42 51 59 E 138 168 204 G 30 37 45 H 73 88 106 I 76.5 91 110 J 40 46.5 55 K 46 58 68 L 45.5 54 64 M 30.9 32.4 41.5 N 16 15