Generic imperfection patterns - using truncated Fourier series
Generic imperfection patterns for shell design using GMNIA
For more information see Knoedel, P., Wacker, T., Ummenhofer, T.:
Generic substitute imperfection patterns for the GMNIA of tanks and silos made of steel or aluminium.
NSCC Nordic Steel Construction Conference, 26-28 June 2024, Lulea, Sweden
File extensions .dat designate ASCII files
Geometrical substitute imperfections given as radial deviation from the perfect cylindrical surface.
L,strake / L describes the spacing of circumferential welds within the total length of the shell.
see Fig. 4 in the NSCC 2024 paper 1D-Fourier series - Curved plates without welds imperfections assumed as being random |
Random_collection_23-12-29.xlsx - collection of three sets of 30 random numbers
DFT_random_row_A_24-02-04.pdf - Fouerier coefficients for row A DFT_random_row_B_24-02-04.pdf - Fouerier coefficients for row B DFT_random_row_C_24-02-04.pdf - Fouerier coefficients for row C |
see Fig. 5a in the NSCC 2024 paper 1D-Fourier series - weld depression Rotter/Teng (1989); Teng/Rotter (1992) see eq. 8 in the NSCC 2024 paper |
norm_coeff_mat_24-02-05_Ldep010.dat - L,strake / L = 0,10
norm_coeff_mat_24-02-05_Ldep025.dat - L,strake / L = 0,25
norm_coeff_mat_24-02-05_Ldep050.dat - L,strake / L = 0,50
norm_coeff_mat_24-02-05_Ldep075.dat - L,strake / L = 0,75
norm_coeff_mat_24-02-05_Ldep100.dat - L,strake / L = 1,00
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see Fig. 5b in the NSCC 2024 paper 2D-Fourier series - translatory weld depression see eq. 4 in the NSCC 2024 paper |
multiple weld depressions - use coefficients for 1D-Fourier series |
compare Fig. 7a in the NSCC 2024 paper 2D-Fourier series - local bump see eq. 5 in the NSCC 2024 paper |
D = 15.916 mm; C = 50.002 mm; L = 20.000 mm
Coefficient matrix A
Coefficient matrix B
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exemplary project 2D-Fourier series - local bump see eq. 5 in the NSCC 2024 paper |
D = 12.600 mm; C = 39.584 mm; L = 8.300 mm
Coefficient matrix A.dat
Coefficient matrix B.dat
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