2013
DOI: 10.7763/ijet.2013.v5.581
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Buckling Load of Thin Spherical Shells Based on the Theorem of Work and Energy

Abstract: Abstract-Thin spherical shells usually fail due to buckling. An empirical equation to predict their buckling load is derived based on the theorem of work done and energy released in the inversion of a section of a shell and nonlinear finite element (FE) modeling done using ABAQUS to determine their post-buckling behavior. It is observed that the initial buckling is sensitive to initial geometrical imperfections but the post-buckling load is little influenced. Therefore, the post-buckling load is used to predic… Show more

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Cited by 5 publications
(5 citation statements)
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“…Figure 6 c reports the experimental pressures, which have been weighted with the geometrical factor , as suggested by [ 58 ], where is the angle between the radius passing through the end of the tip and the radius passing through the centre of the tip (i.e., the angle subtended by the inversed region to the centre). According to [ 58 ], this correction can be used to compare the experimental situation of concentrated load (i.e., like the one we applied) with the theoretical one of uniform load. With this correction, the values in Figure 6 c give a weighted average of kPa as the value for a perfect sphere.…”
Section: Resultsmentioning
confidence: 99%
“…Figure 6 c reports the experimental pressures, which have been weighted with the geometrical factor , as suggested by [ 58 ], where is the angle between the radius passing through the end of the tip and the radius passing through the centre of the tip (i.e., the angle subtended by the inversed region to the centre). According to [ 58 ], this correction can be used to compare the experimental situation of concentrated load (i.e., like the one we applied) with the theoretical one of uniform load. With this correction, the values in Figure 6 c give a weighted average of kPa as the value for a perfect sphere.…”
Section: Resultsmentioning
confidence: 99%
“…Gambar 1. Fenomena Buckling pada Kulit Permukaan Bola Tipis (Evkin et al, 2017;Khakina, 2013) Berdasarkan Gambar 1, tampak bahwa indentasi (atau lekukan) 𝑤 bervariasi relatif terhadap jarak 𝑑, maka nilai kekakuan dari suatu cangkang virus menurut teori plate & shell (Eshaghi et al, 2020) (2)…”
Section: Hasilunclassified
“…19 The conclusions showed that the pressure hull in the shape of an egg appears to be suitable for subsea vehicles at the whole ocean depth. Khakina 20 and Evkin and Lykhachova 21 researched buckling loads in terms of the energy change caused by the underwater collision. Bich et al studied analytically the influence of temperature on the flexion effect of spherical pressure shell under nonlinear indeterminate pressures and solved the approximate expression of the static critical flexion force of the shell by the mathematical model.…”
Section: Introductionmentioning
confidence: 99%