Bending moment coefficient in the global buckling utilization calculation
δj
Logarithmic decrement damping for j-th mode of vibration
Table Continued
γK
Stiffness correction factor
γM
Mass correction factor
γf
Generic load PSF
γm
Material PSF
γn
Consequence of failure PSF
γMb,u
Material PSF for the bolt characteristic ultimate strength
γMb,y
Material PSF for the bolt characteristic yield strength
γMf,y
Material PSF for the flange characteristic yield strength
γMs,y
Material PSF for the shell characteristic yield strength
γfa
Aerodynamic load PSF
γfg
Gravitational load PSF
Linear combination of assumed eigenmodes
κ
Reduction factor in the global buckling utilization calculation
Geometric parameter for the flange connection in Schmidt/Neuper's method
λf
Geometric parameter for the flange connection
ωj
Forcing frequency associated with the j-th mode of vibration
ϕj
j-th modal coefficient, or periodic function of time
ρa
Air density
ρw
Sea water density
ρ
Material density
σ–N
S–N curve
σu
Ultimate strength
σθ,Ed
Hoop design (factored) stress
σθ,Rd
Hoop buckling strength
σa,i
i-th bin stress-range
σeq,i
i-th bin equivalent stress range after Goodman's correction
σm,i
i-th bin stress-range mean
σvm
Von-Mises stress
σz,Ed
Axial (meridional) design (factored) stress
σz,Rd
Axial (meridional) buckling strength
τzθ,Ed
Shear design (factored) stress
τzθ,Rd
Shear buckling strength
ξj
Damping ratio associated with the j-th mode of vibration
Table Continued
ξ
Damping ratio
ζ
Dummy coordinate along z axis
kτ
Exponent factor the shear stress ratio, in the local buckling utilization calculation
kθ
Exponent factor the hoop stress ratio, in the local buckling utilization calculation
Acknowledgments
The author would like to thank Senu Sirnivas (NREL) for reviewing this text; Dr. Braulio Barahona and Andy Platt (both from NREL) for providing sample data for postprocessing analysis; Patrick Fullenkamp (GLWN) and Joshua Bauer (NREL communications department) for providing some of the photos and illustrations.