4 more about calibration, 1 adjusting final calibration, 2 zero deadload a/d counts – Rice Lake IQ Plus 355 Installation Manual V1.17 User Manual

Page 30: 3 calculating the span coefficient, Adjusting final calibration, Zero deadload a/d counts, Calculating the span coefficient

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26

IQ plus 355 Installation Manual

4.4

More About Calibration

The following topics provide additional information

about compensating for environmental factors

(Section 4.4.1) and diagnostic information for

determining expected zero and span coefficients.

4.4.1

Adjusting Final Calibration

Calibration may be affected by environmental factors

including wind, vibration, and angular loading. For

example, if the scale is calibrated with 1000 lb, a

strain test may determine that at 2000 lb the

calibration is 3 lb high. In this case, final calibration

can be adjusted by tweaking WVAL to 998.5 lb. This

adjustment provides a linear correction of 1.5 lb per

1000 lb.
To adjust the final calibration, return to the

WVAL

prompt and press to show the test weight value.

Press or to adjust calibration up or down. Press

to save the value, then press to return to the

CALIBR menu.

4.4.2

Zero Deadload A/D Counts

Table 4-1 lists the ideal A/D counts that result from

input signals of 0–45 mV with zero deadload. Actual

values will typically be higher than the values shown

in Table 4-1 but the ideal values can be used when

calibrating the indicator with no attached scale.

4.4.3

Calculating the Span Coefficient

The span coefficient value displayed by the WSPAN

parameter can be calculated using the following

formula:

(21000 * mV_signal_input) + zero_coefficient

where

mV_signal_input

is the change in the signal

input when the test weight is applied and the

zero_coefficient

is the WZERO value. Actual values

typically vary from the calculated value.

Input Signal (mV)

Raw A/D Count

0

105 000

1

126 000

2

147 000

3

168 000

4

189 000

5

210 000

6

231 000

7

252 000

8

273 000

9

294 000

10

315 000

15

420 000

20

525 000

30

735 000

45

1 050 000

Table 4-1. Ideal A/D Raw Counts

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