edbgtr
Aerospace
- May 3, 2001
- 101
Good Day Eng-Tippers
I am looking for help on the subject of shear buckling of pocketed panels.
Does anyone here have FEA or lab-test results from a systematic investigation into shear buckling of rectangular panels with varying percentages of edge thickening across the length and width of the panel and with varying thickening of the these edges relative to the basic host panel? The results, if correctly presented, should be “carpet” data of (ts/to) thickness ratios of the pad-up portion of the panel relative to the host panel and (bs/bo) and/or (as/ao) fractions of the pad-up width and length respectively. Alternatively, the carpet data could be reduced to chart/graph form that covers the range of thickness and edge widths investigated.
Typically the buckling equation has the following modified form: -
fcr = Kso*Kpocket*E*(to/bo)^2
Where: - Kso = Normal shear buckling coeffs based on panel AR = a/b and edge support boundary conditions
Kpocket = Function [(ts/to) ; (bs/bo)]
The Kpocket function is the actual trend that is sought which represents the effective thickness of the panel in terms of the thickness and width ratios.
Any data on this topic, including “spot” or single combination point data, will be welcome. A lead to a public domain, accessible research paper or journal article on the subject would also be most welcome. To date I have been unable to find any such data on the web.
Thanks,
Ed
I am looking for help on the subject of shear buckling of pocketed panels.
Does anyone here have FEA or lab-test results from a systematic investigation into shear buckling of rectangular panels with varying percentages of edge thickening across the length and width of the panel and with varying thickening of the these edges relative to the basic host panel? The results, if correctly presented, should be “carpet” data of (ts/to) thickness ratios of the pad-up portion of the panel relative to the host panel and (bs/bo) and/or (as/ao) fractions of the pad-up width and length respectively. Alternatively, the carpet data could be reduced to chart/graph form that covers the range of thickness and edge widths investigated.
Typically the buckling equation has the following modified form: -
fcr = Kso*Kpocket*E*(to/bo)^2
Where: - Kso = Normal shear buckling coeffs based on panel AR = a/b and edge support boundary conditions
Kpocket = Function [(ts/to) ; (bs/bo)]
The Kpocket function is the actual trend that is sought which represents the effective thickness of the panel in terms of the thickness and width ratios.
Any data on this topic, including “spot” or single combination point data, will be welcome. A lead to a public domain, accessible research paper or journal article on the subject would also be most welcome. To date I have been unable to find any such data on the web.
Thanks,
Ed