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Rigid Coupling, 25 X 25mm

Rigid Coupling, 25 X 25mm
Rigid Coupling, 25 X 25mm
from
$109.86
Ex Tax: $109.86
  • Stock: In Stock
  • Model: RDDLZ-SC-GNC-2525
  • Weight: 1.00
  • SKU: RDDLZ-SC-GNC-2525

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Selling the most favorable rigid coupling, diameter 1 inch, length 1 inch, 6mm to 12mm bore, suitable for the connection of low-speed, high-torque, stable load, short and rigid shafts.

Specification

ModelRDDLZ-SC-GNC-2525
Rated Torque12 Nm
Allowable Speed6000rpm
Moment of inertia2.7 X 10-6
d1/d2 Inner Diameter Size5-6-6.35-7-8-9-9.525-10-12
Φd25
L25
F6
Moment of inertiaM3
Tightening Torque1.5 N.m
Weight29g
CertificateISO9001, REACH, RoHS
Warranty12 Months

1 inch x 1 inch Rigid Coupling Dimension (unit: mm)

Tips: Shaft coupling deviation

1. The flexible coupling can transmit torque and rotation angle, and can absorb shaft installation deviation. When the installation deviation exceeds the allowable value, it may cause vibration or shorten the life of the coupling. Therefore, ensure that the deviation is adjusted appropriately.

2. There are three kinds of shaft deviation: the first is the radial deviation, that is, the two shafts are parallel but the center line is no longer on the same straight line. The deviation generated at this time is called the radial deviation; the second is the angular deviation, that is, two The deviation caused by the axis centers at an angle to each other; the third type is the axial deviation, that is, the deviation caused by the reciprocating micro-motion of the two shafts.

3. The maximum deviation tolerance listed in each product refers to the case where only one deviation exists, and when two or more deviations exist at the same time, the allowable value should be less than 1/2 of the maximum deviation in each specification table.

4. Deviations do not only occur in the assembly of equipment, but vibration, thermal expansion, bearing wear and other factors in the working process can cause deviations. Therefore, it is recommended to adjust the axial deviation to less than 1/3 of the maximum value.

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