Defining a Flange Type
- Last UpdatedDec 01, 2025
- 2 minute read

Figure 1:24. Figure showing a folded flange after bending.
Suppose that we want to calculate the width of the flange before bending, FLA_W. This means that we want to calculate the length of the dashed line, which is the neutral line in bending.
Make the following assumptions:
-
H is the nominal height of the flange, as given by the user. Here it is supposed to be the total height after bending.
-
The neutral line is on the depth 1/3 of the material thickness.
Then FLA_W is calculated:
|
FLA_W |
= 2*PI*(R + T/3)/4 + (H - (R + T)) <=> |
|
FLA_W |
= H + ((PI-2)/2)*R + ((PI-6)/6)*T + 0 |
that means,:
|
W_H_FACT |
= 1 |
|
W_RAD_FACT |
= (PI-2)/2 ~= 0.571 |
|
W_T_FACT |
= (PI-6)/6 ~= -0.476 |
|
W_CONST |
= 0 |
Now we want to calculate the position of the marking line, MARK_D. Make the following assumptions:
-
The bending should start at the base line of the flange.
-
The bending tool is to be placed in the midpoint of the arc.
-
The neutral line is on the depth 1/3 of the material thickness.
Then
MARK_H = 2*PI*(R + T/3)/8 = (PI/4)*R + (PI/12)*T
that means,:
|
M_H_FACT |
= 0 |
|
M_RAD_FACT |
= PI/4 ~= 0.785 |
|
M_T_FACT |
= PI/12 ~= 0.262 |
|
M_CONST |
= 0 |
Assume that the bending radius is 30, and we want to refer to the flange type as number 10. Then our flange type could be defined with the statement:
FLA_TYPE, 10
/RADIUS =30
/W_H_FACT = 1
/W_RAD_FACT = 0.571
/W_T_FACT = -0.476
/M_RAD_FACT = 0.785
/M_T_FACT = 0.262;