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Sitrans p measuring instruments for pressure, Remote seals, Measuring setups without remote seals 2/185 – Siemens SITRANS P User Manual

Page 185

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SITRANS P measuring instruments for pressure

Remote seals

Measuring setups without remote seals

2/185

Siemens FI 01 · 2009

2

Overview

Notes

• For the separation layer measurement, the separation layer

has to be positioned between the two spigots.

Also you must make sure that the level in the container is al-
ways above the top spigot.

• When measuring density, make sure that the level of the me-

dium remains constant. The level should be above the top
spigot

Dimensional drawings

Pressure transmitters for differential pressure, for flanging

Measuring setups for open containers

r

+

Ho

Hu

Level measurement
Start-of-scale: p

MA

= r · g · H

U

Full-scale:

p

ME

= r · g · H

O

Legend
p

MA

Start-of-scale value to be set

p

ME

Full-scale value to be set

r

Density of medium in vessel

g

Local acceleration due to gravity

H

U

Start-of-scale value

H

O

Full-scale value

Full-scale value

Start-of-scale value

r

r

H

u

2

1

H

o

+

Separation layer measurement
Start-of-scale: p

MA

= g · (H

U

· r

1

+ (H

O

- H

U

) · r

2

)

Full-scale:

p

ME

= r

1

· g · H

O

Legend
p

MA

Start-of-scale value to be set

p

ME

Full-scale value to be set

r

1

Density of heavier liquid

r

2

Density of lighter liquid

g

Local acceleration due to gravity

H

U

Start-of-scale value

H

O

Full-scale value

Constant level

= full-scale value

Start-of-scale value

Separation layer

Ho

+

r

Density measurement
Start-of-scale: p

MA

= r

MIN

· g · H

O

Full-scale:

p

ME

= r

MAX

· g · H

O

Legende
p

MA

Start-of-scale value to be set

p

ME

Full-scale value to be set

r

MIN

Minimum density of medium in vessel

r

MAX

Maximum density of medium in vessel

g

Local acceleration due to gravity

H

O

Full-scale value in m

Constant level

© Siemens AG 2008