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8 additional functions, 1 linearisation curves, Linearisation curve 1 … 3 – VEGA VEGAMET 515V User Manual

Page 47

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VEGAMET 515V

47

Additional functions

8 Additional functions

8.1 Linearisation curves

Linearisation curve 1 … 3

A linearisation curve is generated by a cer-
tain number of index markers and their value
pairs. A value pair consists of a value for
level percent (X %) and a value for volume
percent (Y V %). Up to max. 32 index mark-
ers can be included. A linearisation curve can
be terminated after any individual number of
index markers. The signal conditioning instru-
ment terminates the linearisation curve auto-
matically with the values X = 100 % and Y
= 100 %.

The data for the value pairs can be deter-
mined by incremental filling or can be taken
from value tables provided by vessel manu-
facturer.

Example of incremental filling

Initial situation:
- the adjustment 0 % and 100 % has already

been carried out by you

- the total volume of the vessel is known to

you, for example 300 m

3

- the gauging volume (increment) in this

example was set at 15 m³

1st index marker
- fill the vessel with the liquid quantity of the

gauging volume (increment) of 15 m

3

- the value for level percent is indicated on

VEGAMET, transfer this value into the lin-
earity protocol, column X %

- the value for volume percent must be cal-

culated acc. to the following formula

100 % x gauging volume

Y 1 V = ––––––––––––––––––––––––

total volume

100 % x 15 m

3

= ––––––––––––––– = 5 %

300 m

3

Transfer this value also into the linearity
protocol, column Y V %.

2nd index marker etc.

See also the following illustration.

Param.
TAG-
No. 1

Confi-
gura-
tion

Add’l
funct.

Pass-
word

off

TAG -
No. 1
%
xx,x

Edit
lin.
curve

Lin.
curve1

Edit lin.
curve 1

x 0 %

0,0

y 0 V%

0,0

Add
lin.
point

Delete
lin.
point

x %

0,0

y V%

0,0

x 0,0
y 0,0
delete

Delete
Now?

x 1 %

100,0

y 1 V%

100,0

x 2 %

100,0

y 2 V%

100,0

x 32 %

100,0

y 32V%

100,0

like LIN curve 1

Index marker number (0…32)

Lin.
curve2

Lin.
curve3

x 100,0
y 100,0
delete

Delete
Now?