CBLUSB01 datasheet(16/32 Pages) REDLION

16 / 32 page

4-SEC

OFS-b

OFS-A

HI-AS

LO-t

dSP-t

PAR

Input A

Offset Value

Input B

Offset Value

Min Capture

Delay Time

Display Update

Rate

HI-t

LO-AS

Min Capture

Assignment

b-LIt

Units Label

Backlight

Max Capture

Delay Time

Max Capture

Assignment

Pro

Calculation

Filter Band

Calculation

Decimal Point

CFunc

Calculation

Filter Setting

C FLt

Calculation

Constant Value

C dP

conSt

Calculation

Rounding

C rnd

C bNd

Calculation

Function

6.4 mOdUle 4 - seCOndary fUnCTiOn ParameTers ()

PARAMETER MENU









INPUT A OFFSET VALUE*

Unless a Zero Display was performed or an offset from Module 1 scaling is

desired for Input A, this parameter can be skipped. The Display Offset Value is

the difference between the Absolute (gross) Display value and the Relative (net)

Display value for the same input level. The meter will automatically update this

Display Offset Value after each Zero Display. The Display Offset Value can be

directly keyed-in to intentionally add or remove display offset. See Relative /

Absolute Display and Zero Display explanations in Module 2.



to 









INPUT B OFFSET VALUE*

Unless a Zero Display was performed or an offset from Module 1 scaling is

desired for Input B, this parameter can be skipped. The Display Offset Value is

the difference between the Absolute (gross) Display value and the Relative (net)

Display value for the same input level. The meter will automatically update this

Display Offset Value after each Zero Display. The Display Offset Value can be

directly keyed-in to intentionally add or remove display offset. See Relative /

Absolute Display and Zero Display explanations in Module 2.



to 









MAX CAPTURE DELAY TIME

When the Input Display is above the present MAX value for the entered

delay time, the meter will capture that display value as the new MAX reading.

A delay time helps to avoid false captures of sudden short spikes.



to  sec.









MAX CAPTURE ASSIGNMENT

Select the desired parameter that will be assigned to the Max Capture.



















MIN CAPTURE ASSIGNMENT

Select the desired parameter that will be assigned to the Min Capture.



















MIN CAPTURE DELAY TIME

When the Input Display is below the present MIN value for the entered delay

time, the meter will capture that display value as the new MIN reading. A delay

time helps to avoid false captures of sudden short spikes.









UNITS LABEL BACKLIGHT

The Units Label Kit Accessory contains a sheet of custom unit overlays

which can be installed in to the meter’s bezel display assembly. The backlight

for these custom units is activated by this parameter.









DISPLAY UPDATE RATE

This parameter determines the rate of display update.



to  sec.















updates/sec.







 

CALCULATION DECIMAL POINT

This parameter determines the decimal point location for the Calculation

Display. For the , , and  calculation functions, Input A

“Display Decimal Point”, Input B “Display Decimal Point” and “Calculation

Decimal Point” must all be in the same position.









CALCULATION FUNCTION

This parameter determines the math calculation that will be performed on Input

A and Input B and shown on the calculation display. The above formulas

represent the available calculations;  = Input A relative value,  = Input B

relative value, and  = Calculation Constant Value (). For the average

between A and B inputs, scale the display (Input A & Input B  x) values in

half and then use C  A  b.

Note: = add,

- = subtract,  = division, () is displayed in the PAX

as  and the function performs with A divided b then 1 is subtracted and

the result is multiply by c.

















* The decimal point position is dependent on the selection made in the

“Display Decimal Point” parameter.







()

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