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STX Signal Transmitter Installation and Operation ... - Kistler-Morse

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○ ○ ○ ○ ○ ○ ○ ○<br />

○ ○ ○<br />

Resetting Manual<br />

Calibration Parameters<br />

The third page of the Manual Cal Menu has a<br />

reset function. Use this menu to reset the<br />

calibration to the defaults, listed below:<br />

• Cnts/mV — dependent on Gain value<br />

(see Chapter 8, MVS-<strong>STX</strong> Service Menu).<br />

Value is 699.05 for the default Gain of 2.<br />

• 0mV cnts — 1,048,576<br />

• H_SPAN_W — 9,999*<br />

• L_SPAN_W — 0<br />

• H_SPAN_C — 1,298,576<br />

• L_SPAN_C — 1,048,576<br />

• ZERO_WGT — 0<br />

• ZERO_CNT — 1,048,576<br />

• SCF_WGT — 9,999*<br />

• SCF_CNT — 250,000<br />

*Decimal point/dummy zeroes are consistent<br />

with Form.<br />

Note<br />

Reset has no affect on analog scale<br />

factor counts <strong>and</strong> analog zero counts.<br />

Linear<br />

This function corrects nonlinearities from a<br />

vessel’s sensor output. Use of this function<br />

may be required if you notice one of the<br />

following after the system is correctly calibrated<br />

(using Auto Calibration):<br />

• The MVS gives accurate results when<br />

the live load is close to 0 <strong>and</strong> close to<br />

the full scale (maximum live load) value,<br />

but is consistently inaccurate between<br />

those values.<br />

• The MVS gives accurate results over<br />

some or most of the live load range, but<br />

is consistently inaccurate in one area.<br />

Chapter 7. MVS-<strong>STX</strong> Calibration Menu<br />

The word ‘consistent’ refers not only to an<br />

error occurring, but that the error is approximately<br />

the same each time. This type of error<br />

may be caused by a non-linear response of<br />

the vessel’s structure to changes in load.<br />

This type of error can also result from layering<br />

of multiple types of material in the vessel,<br />

with differing densities, in distinct,<br />

consistently defined layers.<br />

Note<br />

Changing the linearization table<br />

incorrectly can cause the MVS to<br />

display incorrect weight. Do not<br />

change the linearization table unless<br />

one of the above problems has<br />

been noted.<br />

The MVS’s linearization algorithm uses a fivepoint<br />

piece-wise linearization method with<br />

linear interpolation between points. Figure 7-4<br />

illustrates the linearization operation.<br />

Table 7-1 is the default linearization table,<br />

consisting of five raw digital count values as<br />

inputs <strong>and</strong> five corrected digital count values<br />

as outputs. The default for Linear is Off.<br />

Additionally, the raw <strong>and</strong> corrected default<br />

values are identical, so the default linearization<br />

table has no effect, even if linearization<br />

is On.<br />

Raw Value Corrected Value<br />

1048576 1048576<br />

1112576 1112576<br />

1176576 1176576<br />

1240576 1240576<br />

1304576 1304576<br />

Table 7-1. Default Linearization Table<br />

Consult with K-M to determine the values to<br />

input for linearization.<br />

Indicated<br />

Weight<br />

1R<br />

1C<br />

Linearized<br />

Output<br />

Non-Linear<br />

Input<br />

Counts<br />

2C 2R 3C 3R 4C 4R 5R<br />

5C<br />

Figure 7-4. Linearization Curve<br />

7-9<br />

Linearizing Table<br />

Raw Corrected<br />

Input Output<br />

1R<br />

1C<br />

2R<br />

2C<br />

3R<br />

3C<br />

4R<br />

4C<br />

5R<br />

5C<br />

Requirements of table values:<br />

1R

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