1971
DOI: 10.2208/jscej1969.1971.191_109
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Out-of-Plane Buckling of Solid Rib Arches Braced With Transverse Bars

Abstract: SYNOPSISThe out-of-plane buckling of a circular arch is studied. The arch is composed of two main ribs braced with transverse bars and is subjected to uniformly distributed radial forces (see Fig. 1) . The analysis is carried out by means of transfer matrix method and both the field matrix of arched rod and point matrix are presented. Attention isgiven to the influences of the flexural rigidity, the number and the location of bracing bars on the buckling strength of arches. Buckling coefficients for various ty… Show more

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Cited by 9 publications
(4 citation statements)
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“…There are two types of scallop of trough rib, proposed structure and existing structure. The joint of proposed structure is using TRS and angle materials [2].…”
Section: Specimensmentioning
confidence: 99%
“…There are two types of scallop of trough rib, proposed structure and existing structure. The joint of proposed structure is using TRS and angle materials [2].…”
Section: Specimensmentioning
confidence: 99%
“…The elastic lateral buckling of twin-arch ribs braced with transverse bars normal to the plane of the ribs has been studied by several investigators, including Ostlund (1954), Kuranishi (1961a), Almeida (1970), Tokarz (1971), and Sakimoto and Namita (1971). The elastic lateral buckling of twin-arch ribs braced with transverse bars normal to the plane of the ribs has been studied by several investigators, including Ostlund (1954), Kuranishi (1961a), Almeida (1970), Tokarz (1971), and Sakimoto and Namita (1971).…”
Section: Bracing By Transverse Barsmentioning
confidence: 99%
“…While the magnitude of the asymptotic value depends on the properties of the bracing system listed above, the asymptotic value of the buckling load for a closely braced arch system can be obtained when D x ≥ 10b(B/R) or D z ≥ b(B/R), respectively (Östlund, 1954;Sakimoto and Namita, 1971). The flexural stiffness D z is less important except when the arch ribs have an open-profile cross section and the stiffness D x cannot be provided.…”
Section: Bracing By Transverse Barsmentioning
confidence: 99%
“…Hodges [10] studied the nonlinear in-plane deformation and bucking of rings and high arches under a hydrostatic pressure effect. Sakimoto and Namita [11] investigated the out-of-plane buckling of solid rib arches braced with transverse bars. By using the principal of stationary potential energy and Rayleigh-Ritz method, Pi and Bradford [12][13][14][15][16][17][18][19][20][21][22][23] proposed analytical solutions for the elastic bending and torsional buckling loads of circular arches with boundary conditions of hinged, fixed and in-plane elastic rotation constraints under concentrated forces, uniform compression and uniform bending.…”
Section: Introductionmentioning
confidence: 99%