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The Structural Engineer

This paper presents a simple method of calculating the failure load on a reinforced or prestressed concrete beam. The method is applicable to both flexure and shear failure zones irrespective of size and section and is based on tests, results of which are discussed at the end of the paper. The original fests for shear were carried out for Messrs. Pierhead Limited at Feltham and Liverpool on their standard units. The results of fire tests on a number of joists in Holland published in the report no. 13 by CUR are also analysed from the ultimate strength point of view and compared with the predicted failure load. J. Bobrowski and B.K. Bardhan-Roy

The Structural Engineer

The elasto-plastic behaviour of pin-ended, concrete-filled tubular steel columns, loaded either concentrically or eccentrically about one axis, is studied numerically. It is assumed that complete interaction takes place between the steel and the concrete, and each material is subjected to a uniaxial state of stress (i.e. triaxial and biaxial effects are not considered). The concentrically-loaded straight column is analysed by the tangent-modulus approach. The eccentrically-loaded column is analysed both by determining the 'exact' deflected shape and by assuming this shape to be part of a cosine wave; this assumption greatly simplifies the analysis and gives only slightly lower maximum loads. Experiments have been conducted on 18 eccentrically-loaded columns. The results of these experiments, and of experiments conducted elsewhere, have been compared with the numercial solution. There is good agreement between the experimental and theoretical behaviour of columns with lld ratios greater than 15 and it may be inferred that triaxial effects are small for such columns. For smaller lld ratios, columns with small eccentricity may show some gain in strength due to triaxial effect, and in this respect the calculated failure loads are conservative. P.K. Neogi, H.K. Sen and J.C. Chapman

The Structural Engineer

Mr. Peter Dunican: 'I should like to congratulate Dr. Chan for the very able way in which he has presented his paper. The paper interests me completely, but particularly as a designer.'

The Structural Engineer

The Ice Stadium covers an area of l1 920 m2 (128 300 ft2) with a roof resting on four supports 95 m (312 ft) apart in one direction and 65 m (213 ft) in the other. The roof consists of cylindrical shells intersecting at right angles, each shell being formed of two surfaces each 61 mm (2.4 in) thick and 1.3 m (4.26 ft) apart joined together by ribs radiating from the supports and diaphragms lying along the generators. N. Esquillan