17,005 Documents in our Technical Library
2619164 Total Downloads

Newest Additions

NASA-RP-1060 Subsonic Aircraft: Evolution and the Matching of Size to Performance
NASA-RP-1060 Subsonic Aircraft: Evolution and the Matching of Size to Performance
AA-CP-20212-001
AA-CP-20212-001
ADPO10769 Occurrence of Corrosion in Airframes
The purpose of this lecture is to provide an overview ...
MIL-STD-1759 Rivets and Rivet Type Fasteners Preferred for Design
The purpose of this book form standard is to provide ...
MIL-STD-810G Environmental Engineering Considerations and Laboratory Tests
This standard contains materiel acquisition program planning and engineering direction ...

NACA-TN-1345

NACA-TN-1345
  • Version
  • 407 Downloads
  • 998.94 KB File Size
  • 1 File Count
  • December 4, 2015 Create Date
  • December 4, 2015 Last Updated
Scroll for Details

National Advisory Committee for Aeronautics, Technical Notes - Critical Combinations of Torsion and Direct Axial Stresses for Thin-Walled Cylinders

naca-tn-1345 Critical Combinations of Torsion and Direct Axial Stress for Thin-Walled Cylinders

A theoretical solution is presented for the determination of
the combinations of direct axial stress and torsion which cause
thin-walled cylinders with either simply supported or clamped edges
to buckle. This theoretical solution is used in conjunction with
available test data to develop empirical curves and formulas for use
in design. Comparisons are made -with'theoretical and empirical
solutions obtained in other investigations.

The determination of the combinations of direct axial stress
and torsion which cause thin-walled cylinders to buckle is treated
in the present paper. Cylinders in torsion buckle at a stress
slightly less than the theoretical stress (reference 1) and cylinders
in compression buckle at a stress considerably less than the
theoretical stress (reference 2). It therefore appears that the
theoretical solution would be in good agreement with the experimental
results when the buckling is due mainly to torsion but would require
modifications when the buckling is to any appreciable extent due to
compression.

Empirical approaches to the problem have been made previously
(references 3 to 5) and interaction formulas have been proposed for
use in design. 'Ihese formulas are somewhat limited as to the range
of applicability because of the limited range of dimensions of the
test specimens.

In the present paper theoretical interaction curves are derived
(appendix A), the test data of references 3 to 5 are re-enamined,
and finally empirical interaction curves and formulas that are
rational modifications of the theory are developed. The present
results can therefore be used over a much wider range of cylinder
dimensions than could previously available results. In the analysis
given herein the" theoretical results are first described and then
modifications are introduced to bring the results into agreement with
available experimental data.

FileAction
naca-tn-1345.pdfDownload 

Comment On This Post

Your email address will not be published. Required fields are marked *

NACA-TN-1345

NACA-TN-1345
  • Version
  • 407 Downloads
  • 998.94 KB File Size
  • 1 File Count
  • December 4, 2015 Create Date
  • December 4, 2015 Last Updated
Scroll for Details

National Advisory Committee for Aeronautics, Technical Notes - Critical Combinations of Torsion and Direct Axial Stresses for Thin-Walled Cylinders

naca-tn-1345 Critical Combinations of Torsion and Direct Axial Stress for Thin-Walled Cylinders

A theoretical solution is presented for the determination of
the combinations of direct axial stress and torsion which cause
thin-walled cylinders with either simply supported or clamped edges
to buckle. This theoretical solution is used in conjunction with
available test data to develop empirical curves and formulas for use
in design. Comparisons are made -with'theoretical and empirical
solutions obtained in other investigations.

The determination of the combinations of direct axial stress
and torsion which cause thin-walled cylinders to buckle is treated
in the present paper. Cylinders in torsion buckle at a stress
slightly less than the theoretical stress (reference 1) and cylinders
in compression buckle at a stress considerably less than the
theoretical stress (reference 2). It therefore appears that the
theoretical solution would be in good agreement with the experimental
results when the buckling is due mainly to torsion but would require
modifications when the buckling is to any appreciable extent due to
compression.

Empirical approaches to the problem have been made previously
(references 3 to 5) and interaction formulas have been proposed for
use in design. 'Ihese formulas are somewhat limited as to the range
of applicability because of the limited range of dimensions of the
test specimens.

In the present paper theoretical interaction curves are derived
(appendix A), the test data of references 3 to 5 are re-enamined,
and finally empirical interaction curves and formulas that are
rational modifications of the theory are developed. The present
results can therefore be used over a much wider range of cylinder
dimensions than could previously available results. In the analysis
given herein the" theoretical results are first described and then
modifications are introduced to bring the results into agreement with
available experimental data.

FileAction
naca-tn-1345.pdfDownload 
17,005 Documents in our Technical Library
2619164 Total Downloads

Search The Technical Library

Newest Additions

NASA-RP-1060 Subsonic Aircraft: Evolution and the Matching of Size to Performance
NASA-RP-1060 Subsonic Aircraft: Evolution and the Matching of Size to Performance
AA-CP-20212-001
AA-CP-20212-001
ADPO10769 Occurrence of Corrosion in Airframes
The purpose of this lecture is to provide an overview ...
MIL-STD-1759 Rivets and Rivet Type Fasteners Preferred for Design
The purpose of this book form standard is to provide ...
MIL-STD-810G Environmental Engineering Considerations and Laboratory Tests
This standard contains materiel acquisition program planning and engineering direction ...