Method for determining stress concentration coefficient of beveled end of stringer
A technology of stress concentration factor and determination method, which is applied in the direction of design optimization/simulation, etc., can solve the problems of no theoretical solution and difficult analysis of the stress concentration factor at the beveled end of the long truss, and achieve a simple determination method, labor force liberation, and rapid determination Effect
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Embodiment 1
[0012] Select a beveled end of a long stringer of the overall wall panel of the aircraft, and its bevel angle Bottom corner radius B=5mm, chamfer radius C=2mm, stringer height H=40mm;
[0013] Step 1. Calculate the shape parameter α
[0014] According to the bevel angle A of the basic structural parameter of the beveled end of the long truss of the integral wall plate, according to the formula Calculated shape parameters
[0015] Step 2. Calculate the shape parameter β
[0016] According to the basic structural parameter of the beveled end of the long truss of the integral wall plate, the radius B of the beveled bottom corner is calculated according to the formula β=B / H to obtain the shape parameter β=0.125;
[0017] Step 3. Calculate shape parameters
[0018] According to the chamfering radius C of the basic structural parameters of the oblique end of the long truss of the integral wall plate, according to the formula Calculated shape parameters
[0019] Step 4...
Embodiment 2
[0022] Choose another long truss beveled end of the overall wall panel of the aircraft, and its bevel angle The bottom corner radius is B=8mm, the chamfer radius is C=2mm, and the stringer height H=45mm.
[0023] Step 1. Calculate the shape parameter α
[0024] According to the bevel angle A of the basic structural parameter of the beveled end of the long truss of the integral wall plate, according to the formula Calculated shape parameters
[0025] Step 2. Calculate the shape parameter β
[0026] According to the basic structural parameters of the beveled end of the long truss of the integral wall plate, the radius B of the beveled bottom corner is calculated according to the formula β=B / H
[0027] Step 3. Calculate shape parameters
[0028] According to the chamfering radius C of the basic structural parameters of the oblique end of the long truss of the integral wall plate, according to the formula The calculated shape parameters are
[0029] Step 4. Calcul...
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