Page 138 - 诺霸英文2022

CALIBRATION BEAMS & WEIGHTS

CALIBRATION BEAMS & WEIGHTS - PRINCIPLES OF OPERATION

Norbar’s test beams are designed for the static calibration of torque transducers. They are ideally suited to Norbar’s transducers,
but can be employed on other manufacturer’s equipment.

Transducer

Torque is generated by the application of a known force at a
known radius from the centre of rotation of the torque transducer.
The beams are designed with square drives machined to the top
limit of ISO 1174. This minimises any play between the beam
and the transducer. However, a combination of square drive
tolerances, misalignment of fittings and elastic rotation of the
transducer shaft inevitably cause the beam to rotate from the 1m
horizontal under load.
Norbar’s radius ended beams are designed with a ±8˚ usable arc.
Using the full 8˚, calibrations to a best class of 0.5 can be carried Applied torque in this example is 100 N·m 100 N
out. With the additional use of Transducer Calibration Fixtures
and 3° Angled Plate (see page 139), a best class of 0.1 can be
achieved�

8° 8°
8° 8°

Additionally, the beams are designed to apply load on a vertical plane which cuts through the square drive inside the transducer.
This minimises bending moments on the transducer and for safe operation, ensures that the beam will not fall out of the
transducer�
Gravitational Effects

It is very important that the gravitational value for the laboratory is established. The effect of not doing this could be a variation in
the force produced by the weight of perhaps 0.5% of reading.

It is therefore strongly recommended that you establish the local value of gravity (g) for your laboratory and use weights that have
been calibrated at that gravitational constant.
Norbar will supply weights calibrated to gravitational constants specified by the customer. However, if the customer does not
specify a value for ‘g’ they will have been calibrated at an estimated gravitational constant for the customers’ location.
Buoyancy Effects
The Norbar system uses calibrated weights to generate a downwards force.

This means that Archimedes' principle applies, ie. air pressure under the weights causes an upwards force. This reduces the
effective force generated by the weights and therefore the mass must be increased to allow for this.
Under standard conditions (i.e. air density 1.2 kg/m3 and 20° centigrade and working in conventional mass terms) the increase
required is by a factor of 0.015%.
Weights purchased from Norbar will already have this factor taken into account.
Weights that are calibrated to standard procedures do not have this factor taken into account because the air buoyancy affects both
sides of the mass balance and can be ignored. It is important that weights used for torque transducer calibration are adjusted for air
buoyancy�
It should also be noted that the double ended beam design employed by Norbar means that each half of the beam is balanced with
regard to buoyancy of the beam. This is a significant advantage over single-arm counterbalanced systems.

137 enquiry@norbar�com | www�norbar�com