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6.1.1 Measured Output
The applied load starting at zero is measured in five
increments to full scale. Output (mV/V) is measured at each
increment. The straight-line from zero to the full scale
measurement is compared to the measured readings at each
increment to calculate the error at each load increment. The
deviations (% Full Scale) corresponding to non-linearity at
each measurement increment are then calculated.
6.1.2 Hysteresis
The difference between the ascending and descending
measured readings at 40% of full scale is used to calculate the
hysteresis value.
6.1.3 Best Fit Output
The best fit calibration second-order equation has been
calculated from the calibration data by the method of least
squares. Deviation between measured output and best-fit
output is calculated and displayed in the column next to the
best-fit output for each measurement increment. The
deviations (% Full Scale) of measured outputs from the
calculated best fit are tabulated for each measured reading.
6.1.4 Strain Gage Measurements
Table 5 – Strain Gage Measurements
Bridge Resistance:
Excitation:
Signals:
Leakage to Ground:
Bridge Unbalance:
Output:
Maximum Voltage:
6.1.5 Shunt Calibration Standard Resistor
All canister load cell calibrations use a 120K Ohm (0.1%)
precision resistor shunt calibration value that is supplied into
the calibration report.
6.1.6 Static Error Band (SEB)
The static error band (SEB) is determined by the maximum
deviations of the ascending and descending calibration points
from the best fit straight line through zero output. The SEB
includes the effects of nonlinearity, hysteresis, and non-return
to minimum load.
CANISTER LOAD CELL OPERATION MANUAL
700 Ohm Nominal
+P(A) to –P(D) Ohms
+S(B) to –S(C) Ohms
> 5k GOhm
±1.0% Full Scale
2.0 mV/V Nominal
20 VDC
PCB Load & Torque
Toll-Free in USA 866-684-7107
7.0 SHUNT CALIBRATION DESCRIPTION
Shunt calibration is used to simulate a known tension or
compression load on a load cell. The calibration certificate
will indicate which leg of the bridge to apply the shunt resistor
to for both tension and compression load simulation. Typically
tension is simulated by inserting the shunt resistor between the
+P and +S connector leads. Compression loading is simulated
by inserting the shunt resistor between the +S and –P
connector leads.
7.1 Resistor Value
Canister load cells have a nominal 2.0 mV/V full scale output.
For a 700 ohm strain gage bridge the precision shunt resistor,
120,000 ohms ± 0.1%, simulates an output of approximately
73% of the full scale output for the load cell. The calibration
values for each bridge are found on the calibration certificates
supplied with each load cell.
7.2 Shunt Calibration Process
To perform the shunt calibration, use the following procedure:
1. Stabilize all forces on the load cell.
remove all loads.
2. Power up the host signal conditioner and connect it to
the load cell via appropriate cable, and allow for a 30
minute warm up.
3. Set the load indicator display to read exactly 00.000.
4. Connect the shunt resistor to the terminals specified
in the calibration certificate, and adjust the span or
gain until the display reads the force value stated on
the certificate.
5. Repeat steps 1-3 to verify that a valid calibration
setting has been obtained.
6. If possible, apply a known load to the measurement
system to further verify that the calibration has been
accurately set up.
7.3 Estimating Shunt Resistor for a Given Load
The following formula can be used to estimate the
approximate value of shunt resistor required to simulate a
mechanical load.
R
= (25 * R
) / (Output
cal
b
Where:
R
= Shunt Resistor (K ohms)
cal
R
= Bridge Resistance (ohms)
b
Output
= Full Scale output of the load cell (mV/V)
FS
L
= Load to be simulated, % of Load Cell Capacity
cal
716-684-0001
www.pcb.com
4
If possible,
* L
)
FS
cal
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