種別 Paper
主題 DIFFERENT METHODS TO DETERMINE FRACTURE ENERGY AND STRAIN SOFTENING OF CONCRETE
副題
筆頭著者 Keitetsu ROKUGO
連名者1 Folker H. WITTMANN
連名者2 Pieter E. ROELFSTRA
連名者3 Eugen BRUHWILER
連名者4  
連名者5  
キーワード
9
2
先頭ページ 663
末尾ページ 668
年度 1987
要旨 1. INTRODUCTION
The whole failure process as expressed by complete load-displacement diagram has gained interest for huge and important concrete structures such as prestressed pressure vessels, tanks for liquified natural gas, large dams, etc. In order to describe the failure behaviour of concrete in a realistic way, concepts of Fracture Mechanics must be introduced in numerical analysis. The fictitious crack model [1,2] and the blunt crack model [3] have been developed based on the fracture energy concept. RILEM Technical Committee 50-FMC has proposed a recommendation [4], which specifies a method for the determination of the fracture energy GF of concrete by means of three-point bending tests on notched beams. It has been shown that not only the GF-value but also the shape of the strain-softening diagram [2,6] is needed for the application in computerized structural analysis [5]. The current status of Fracture Mechanics of concrete is reported in ref. [6].
In this contribution, the fracture energy and the strain-softening diagram of concrete as determined by means of the newly proposed wedge splitting test [11] are presented. These test results are compared with those obtained from the three-point bending test [7] suggested by RILEM recommendation and from the compact tension (CT) test [8]. The effect of the ligament length and the geometry of the specimens on the fracture energy are investigated. Load-displacement curves are numerically predicted with the assumption of a bilinear softening-diagram, and are compared with experimental curves. The GF-value as obtained from the calculated strain-softening diagram is compared with the GF-value determined from the load-displacement curve.

5. CONCLUSIONS
(1) The fracture energy and the strain-softening diagram of concrete can be determined by means of the wedge splitting test as well as the CT-test.
(2) The fracture energy GF of concrete depends on the ligament length of the specimen. The results indicate that GF increases with increasing ligament length up to certain limit, then GF seems to remain constant. For the concretes tested in this project the limit is about 300mm.
(3) GF-values as obtained by the three different testing methods agree well for similar ligament length. It can be concluded that no strong influence of the geometry of specimens on GF exists.
(4) With the assumption of a bilinear strain-softening diagram, load-displacement curves can be calculated by means of FE-analysis and lead to a good agreement with the experimentally determined curves. For the cube specimen and the CT-specimen, the GF-values as obtained from the calculated strain-softening diagram correspond well to the GF-values determined directly from the load-displacement curve.
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