Linear Unit LRE 8 D25 120x80 ZU 80 R25

0.0.663.36

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Attributes

Line
line 8
ESD
ESD-safe = No
Moment of Inertia, torsional
It = 261.66 cm4
Moment of Inertia, x-axis
Ix = 574.86 cm4
Moment of Inertia, y-axis
Iy = 274.86 cm4
Total mass
m = m1 + H * m2
Maximum operating load
Fx max = 1200 N
Maximum force in direction y
Fy max = 7600 N
Maximum force in direction z
Fz max = 5200 N
Weight
m = 31.143569 kg
Weight spec. length [g/mm]
m = 20.74475 g/mm
Weight, spec. Length
m = 20.74475 kg/m
Weight per length of the drive medium (timing belt, chain)
mlz = 0.123 kg/m
Efficiency
. = 1
Delivery unit
1 pce.
Basic mass (when stroke length = 0 mm)
m1 = 31.143569 kg
Mass per mm of stroke
m2 = 20.74475 g/mm
Max. acceleration
amax  = 10 m/s2
Max. speed
Vmax = 10 m/s
Repeat accuracy
. = 0.15 mm
Mass moment of inertia when stroke length = 0 mm
J0 = 37328.4 kg mm2
Mass moment of inertia per kg of payload
JN = 1985.9 kg mm2/kg
Mass moment of inertia per m of stroke
JH = 244.7 kg mm2/m
Stroke max.
Hmax = 5620 mm
max. drive torque
. = 52 Nm
Maximum moment around the x axis
Mx max = 301 Nm
Maximum moment around the y axis
My max = 520 Nm
Maximum moment around the z axis
Mz max = 760 Nm
Frictional moment
. = 2.3 Nm
Safety clearance
smin = 30 mm
Support width when Fy max.
.  = 1000 mm
Support width when Fz max.
.  = 1900 mm
Stroke
h = 280 mm/r
Resistance Moment, x-axis
Wx = 92.72 cm3
Resistance Moment, y-axis
Wy = 67.71 cm3

Details

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Assembly instruction

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Deflection calculator

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The calculation already takes the deflection caused by the dead weight into account

Load 1

Deflection f1x
0 mm
Bending stress σ1x
0 N/mm²
Deflection f1y
0 mm
Bending stress σ1y
0 N/mm²

Load 2

Deflection f2x
0 mm
Bending stress σ2x
0 N/mm²
Deflection f2y
0 mm
Bending stress σ2y
0 N/mm²

Load 3

Deflection f3x
0 mm
Bending stress σ3x
0 N/mm²
Deflection f3y
0 mm
Bending stress σ3y
0 N/mm²

Classifications

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36400806
36400701
23329090
23329090
23301702
23301702
23301702
23301702
UNSPSC 7.0
26111506
UNSPSC 9.0
26111506
customs tariff number
84879090
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