WIKA cpd8000-g User Manual Download Page 5

Displayed Pressure Calculation 

 

 
The pressure displayed by the CPD8000 is calculated according to the following formula  
 
 
 

(

)

(

)

(

)

(

)

Pvac

t

P

g

g

N

N

Kn

P

m

an

m

ac

PC

PC

n

l

k

+





×

×

×

×

×

×

×

=

ρ

ρ

ρ

ρ

α

λ

20

1

1

 

 

where:

 

 

Kn

 is the specific coefficient of the piston-cylinder 

assembly 

 

N

 is the indication of the measuring force cell in count 

 

N

k

 is the sensitivity of the measuring force cell  

 

g

l

 is the local gravity in m.s

-2

 

 

g

n

 is the normal gravity in m.s

-2

 

 

λ

λ

λ

λ

PC

 

is the pressure distortion coefficient of the piston-

cylinder assembly 

 

α

α

α

α

PC

 

is the thermal dilation coefficient of the piston-

cylinder assembly 

 

t

 is the temperature of the piston-cylinder assembly in 

°C 

 

-

 

ρ

ρ

ρ

ρ

ac

 

is the air density during the adjustment of the 

measuring force cell  in en kg.m

-3

. This parameter is 

null when the CPD8000-A operates in absolute mode. 

-

 

ρ

m

 

is the density  of the adjustment mass  in kg.m

-3

 

-

 

ρ

an

 

is the normal air density in kg.m

-3

 

-

 

P

Vac

 is the residual vacuum in the reference chamber. 

Constant Parameters 

The  constant  parameters  entering  in  the  computing  of 
pressure  are  stored  in  the  non-volatile  memory  of  the 
CPD8000: 

 

  Kn of the piston-cylinder assembly, 

  Sensitivity of the measuring force cell (N

k

), 

  Normal gravity (g

n

), 

  Local gravity (g

l

), 

  Pressure  distortion  coefficient  of  the  piston-cylinder 

assembly (

λ

PC

), 

  Thermal  dilation  coefficient  of  the  piston-cylinder 

assembly (

α

PC

), 

  Density of the calibration mass (

ρ

m

), 

  Normal air density (

ρ

an

). 

 
Some  of  these  parameters  are  specific  to  each  piston-
cylinder  assembly  and  are  determined  during  the 
calibration.  You  can  easily  modify  them  if    necessary  and 
the  internal  memory  allow  to  save  the  parameter  of  three 
different piston-cylinder assemblies 

Variable Parameters 

The  variable  parameters    affecting  the  calculation  of  the 
pressure are  automatically measured and integrated in the 
expression of the pressure : 

 

  temperature of the piston-cylinder assembly (t), 

  ambient temperature , 

  humidity, 

  atmospheric pressure. 

  residual vacuum (P

Vide

 

 
The  pressure  is  automatically  converted  into  any  of  the 
common pressure units and the user has the possibility to 
configure the system to special units. 
 
This rigorous metrology enables an ease of use as well as 
a speed of measurement operation.

 

 
 
 
 
 
 
 
 
 
 
 

Defining the air density 

during the calibration 

(

ρ

ac

Page 5 of 8  

 

 

 

 

                  Desgranges & Huot WIKA Data Sheet CPD8000 04/2012 

Summary of Contents for cpd8000-g

Page 1: ...ea CPD8000 is a worldwide exclusivity combining two high level technologies Best available piston cylinder assemblies whose effective area A is perfectly known High accuracy force cell which measure t...

Page 2: ...only Dedicated to gauge measurements the force cell is let at the atmospheric pressure CPD8000 A Absolute and gauge mode Versatile measurer the force cell is placed in reference chamber which can be a...

Page 3: ...the force transmitted to the measuring force cell by the pressure is perfectly and fully vertical then without alteration It has been created to make sure that the rotating noises be less important th...

Page 4: ...se masses can also be used to run an external calibration 5 The Environment Monitoring Module EMM In order to determine whether it is worthy to use the ACF the CPD8000 is equipped with an Environment...

Page 5: ...olatile memory of the CPD8000 Kn of the piston cylinder assembly Sensitivity of the measuring force cell Nk Normal gravity gn Local gravity gl Pressure distortion coefficient of the piston cylinder as...

Page 6: ...kg Pure gas A06 5 Pa 5 MPa 5 Pa 5 bar kg Pure gas G01 0 1 Pa 100 kPa 0 1 Pa 0 1 bar kg Pure gas G02 0 2 Pa 200 kPa 0 2 Pa 0 2 bar kg Pure gas G03 0 5 Pa 500 kPa 0 5 Pa 0 5 bar kg Pure gas G04 1 Pa 1...

Page 7: ...ity hysteresis linearity and 3 year stability Typical uncertainty researched for a 200 kPa range k 2 U 0 8 Pa 1 E 5 P Dimension L x W x H 530 x 400 x 320 mm Measurement fluid Dry and non corrosive cle...

Page 8: ...rmances and the calculation of its measurement uncertainty by comparison with a reference standard The CPD8000 complies with the following European directives and norms n 89 336 CEE Electromagnetic Co...

Reviews: