DE

On this page

Variables

Variable list

Variable 56 – Type of 1st flange

In general, it does not matter which flange you treat as 1st flange and which one as 2nd flange. The only case where it matters is when you have blind holes. Blind holes are always in the 1st flange.

6.1

6.2

Figure 6 - Weld-neck flanges with cylindrical shells (example 1)

7.1

7.2

Figure 7 - Weld-neck flanges with cylindrical shells (example 2)

8.1

8.2

Figure 8 - Flanges welded to conical shells

9.1

9.2

Figure 9 - Flanges welded to spherical shells

Figure 10 - Weld-on plate flange

Figure 11 - Blank flange

12.1

12.2

Figure 12 - Loose flanges with stub or collar

Figure 13 - Hubbed slip-on welded flange

Figure 14 - Hubbed threaded flange

Variable 90 – Leakage rate [mg/(s·m)]

EN 1591-1 is based upon the principle that a selected leakage rate is to be achieved. In that case, the gasket sealing coefficients have to be taken from results from tests performed according to EN 13555 or directly from EN 1591-2:2008.

Conversion to different leakage rates / tightness classes (TA Luft)

Class A

Class B

 

Class C

 

≤ 10-6

≤ 6,1 · 10-6

≤ 10-4

≤ 6,1 · 10-4

≤ 10-2

≤ 6,1 · 10-2

 

 

 

 

 

 

Conversion of mbar·l/s:

DG: average gasket diameter in mm

Conversion to other conditions (Hans-Joachim Tückmantel, Dichtungstechnik im Anlagenbau, expert Verlag 2011)

The gasket leakage behaviour is measured according to EN 13555, using Helium at 293.15 K = 20°C.

A leakage rate at another absolute Temperature T and for other media characterized by their molecular weight can be estimated, molecular flow provided, according to the following equation - as mentioned in DIN 28090-1 Annex A.7:

T: absolute temperature in K

M: molecular weight in kg/kmol

A conversion of gas leakages to other pressure differences ΔP than 40 bar should be done according to the following rule, recommended as well from the MPA Stuttgart:

For ΔP < 40 bar:

LΔP= L·(P2-P1)/(41-1)

For ΔP = 40 bar:

LΔP= L

For ΔP > 40 bar:

LΔP= L·(P2²-P1²)/(41²-1²)

Variable 101 – Gasket seating stress before unloading

This value has to be specified by the user. We recommend starting with the lowest value.

If one of the load case is limiting – except assembly – you can use a higher value.

Variable 222 – Minimum wall thickness of equivalent cylinder

Only for calculating the load limit.

Variable 223 – Minimum wall thickness of equivalent cylinder

Only for calculating the compliance.

Variable 224 – Minimum wall thickness of equivalent cylinder

Only for calculating the compliance.

Variable 225 – Effective axial thickness

Actually, it is Af/bF. In the absence of AF the actual flange thickness is used as a rule. The module calculates it like this. The value can be overwritten by the user.

Variable 226 – Effective axial thickness

Actually, it is Af/bF. In the absence of AF the actual flange thickness is used as a rule. The module calculates it like this. The value can be overwritten by the user.

Variable 284 – Wall thickness of hub, thin end

Only for flanges with hub:

Variable 341 – Minimum rupture elongation

The minimum rupture elongation is only relevant in the following cause:

Section 8.2

Bolt load ratio:

(123)

Where cA and cB defined as follows:

cA = 1 in assembly condition, for bolt material with minimum rupture elongation A ≥ 10 %

(124)

cA = 4/3 in assembly condition, for bolt material with minimum rupture elongation A < 10 %

(125)

cA = 0 in all other loading conditions and in assembly conditions when no torque is applied on the bolt (tensioner)

(126)

The value cA = 1 is based on a plastic limit criterion. Due to this criterion, some limited plastic strains may occur at periphery of the bolts in assembly condition.

Use of this criterion has been validated by industrial experience, for bolt material with sufficient ductility (A ≥ 10 %).

The value cA = 4/3 is based on an elastic limit criterion. Even with sufficiently ductile bolt material, it may be selected if a strict elastic behaviour of the bolts is wished in assembly condition.

Variable 399 – Minimum wall thickness of equivalent cylinder

Only for calculating the load limit.

Variable 432 – Correction factor for load ratio bolts (nut)

This factor is 1 by default. It can be overwritten by the user for every single load case.

Concerning cB, it is recommended to apply nuts with specified proof load values not less than the minimum proof load values of the screws on which they are mounted (eN x fN ≥ 0,8 x dB0 x fB). If bolts are screwed in the flange, the engagement length of screws in threaded holes shall be sufficiently large (l5t ≥ 0 ,8 x dB0 x fB/fF).

These two aspects are taken into account by introducing a correction factor cB ≤ 1, determined as follows:

(127)

Variable 488 – Type of 2nd flange

In general, it does not matter which flange you treat as 1st flange and which one as 2nd flange. The only case where it matters is when you have blind holes. Blind holes are always in the 1st flange.

6.1

6.2

Figure 6 - Weld-neck flanges with cylindrical shells (example 1)

7.1

7.2

Figure 7 - Weld-neck flanges with cylindrical shells (example 2)

8.1

8.2

Figure 8 - Flanges welded to conical shells

9.1

9.2

Figure 9 - Flanges welded to spherical shells

Figure 10 - Weld-on plate flange

Figure 11 - Blank flange

12.1

12.2

Figure 12 - Loose flanges with stub or collar

Figure 13 - Hubbed slip-on welded flange

Figure 14 - Hubbed threaded flange

Variable 501 – Tubesheet extended as a flange

It has influence on the rigidity. Usual procedure: Add the total cross section area of the tube walls to the shell wall.

Variable 502 – Tubesheet extended as a flange

It has influence on the rigidity. Usual procedure: Add the total cross section area of the tube walls to the shell wall.