Datasheet

11 -I
Cylinders
Resultant forces in N at different
working pressures (bar). 1 bar = 0,1 MPa
Cyl.
Ø
Working surface
area (mm
2
)
246810
thrust 804 161 322 482 643 804
traction 691 138 276 414 553 691
thrust 1256 251 502 754 1005 1256
traction 1056 211 422 633 844 1055
thrust 1962 393 785 1178 1570 1963
traction 1649 330 660 990 1320 1650
thrust 3116 623 1246 1869 2493 3116
traction 2802 560 1120 1680 2240 2800
thrust 5024 1005 2010 3014 4019 5024
traction 4533 907 1814 2722 3629 4536
thrust 7850 1570 3140 4710 6280 7850
traction 7359 1472 2944 4416 5888 7360
thrust 12266 2453 4906 7359 9812 12266
traction 11462 2294 4588 6882 9176 11470
thrust 20096 4019 8038 12058 16077 20096
traction 18840 3770 7540 11310 15080 18850
thrust 31400 6280 12560 18840 25120 31400
traction 30144 6029 12058 18086 24115 30144
32
40
50
63
80
100
125
160
200
18
24
24
30
30
35
35
45
45
1,8
2,5
4,5
8
12
21
36
52
95
Max kinetic
energy
absorption
(J)
Working pressure (bar)
Cushion
length
(mm)
Graph showing theoretical forces/pressures and acceptable strokes depending on maximum peak load
F1 (N)
Max spring
force at 0 stroke
F2 (N)
Minimum spring force
at stroke 50
Single-acting cylinders
Theoretical forces (N) for return stroke
32 52 28
40 70 42,5
50 98 48
63 98 48
80 140 80
100 140 80
125 235 175
Cyl.
Ø
Max. stroke: 50 mm
stroke
F1 max
F2 min.
Theoretical force of the cylinder «F»
Max peak load for bending
Cylinder stroke «h» (mm) Pressure «p»
R
o
d
d
i
a
m
e
t
e
r
Ø
2
5
m
m
(
f
o
r
c
y
l
i
n
d
e
r
Ø
8
0
/
1
0
0
)
For through rod cylinders the theoretical force is equal in both directions and
its value is the one given "in traction" as per table.
The values given are theorical and in pratice must take account of weight
and friction of the moving element and may be reduced by (~-10%)