Change of calibration engineering units, K-factor = 250 pulses per gallon, Formula #3 – Liquid Controls IT150N User Manual

Page 8

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Sponsler, Inc.

IT150N Remote Totalizer

pg

8

DOC# MN-150N-B

Change of Calibration Engineering Units

Assume that liters rather than gallons is the desired engineering unit.

Example # 4 K-Factor = 250 pulses per gallon

Liters = 3.785 per gallon

C.F. =

Units per Gallon

Pulses per Gallon

C.F. = 3.785 / 250

C.F. = .01514 for display of liters

On the Factoring P.C.B.:

Set S6 #2 ‘ON’ (

↓ Position) (moves decimal point right 1 place)

Set S2@1, S3@5, S4@1, S5@4 (.1514)

Set S1 in ‘0’ Position (0.1514) on the IT150I P.C.B.

Note: The ‘0-1’ function was not incorporated because only 1 of the 2 conditions was met-

C.F.’s 1

st

digit right of decimal is 1


Example #5: The Engineering unit is pounds in 10

th

s CO

2

K-Factor = 250 pulses per gallon

Pounds of CO

2

= 8.470 per gallon

In order to establish 10

th

s, increase lbs./gal. by a factor of 10

C.F. = 84.7/250

C.F. = .3388

On the Factoring P.C.B.:

Set S6 #1 ‘ON’ (

↓ Position) (does not move decimal)

Set S2@3, S3@3, S4@8, S5@8 (.3388)

Set S1 in ‘0’ Position (0.3388) on the IT150I P.C.B.


Note: If the gallons per unit volume such as 7.48 gallons per FT

3

is known, but not the unit volume per

gallon as required to calculate calibration factor; take the reciprocal of gallons per unit volume to
derive the unit volume per gallon; i.e. 7.48 gallons per FT

3

- 1/7.48 = .13369 FT

3

per gallon.


Example #6: The engineering unit is ACF (FT

3

)

K-Factor = 250 pulses per gallon

ACF = .13369 per gallon

C.F. = .13369 / 250

C.F. = .00053476

On the Factoring P.C.B.:

Set S6 #4 ‘ON’ (

↓ Position) (moves decimal point right 3 places

Set S2@5, S3@3, S4@4, S5@8 (.5348 rounding fourth digit)

Set S1 in ‘0’ Position (0.5348) on IT150I P.C.B.


Example #7: Desired Engineering Unit is ACF x 10

K-Factor = 250 pulses per gallon

ACF = .13369 per gallon


In order to establish x 10, decrease ACF/gal by a factor of 10

Formula #3

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