Sentence examples for failure under compression from inspiring English sources

Typical compressive strengths (the stress required to cause failure under compression) are given in the Table.

The objective of this paper is the study of the influence (at micromechanical scale) of a secondary transverse load (tension or compression), perpendicular to the transverse compression nominally responsible for the failure, on the inter-fibre failure under compression.

In both types of corrugated board microscopic examination showed that failure under compression at 50%and9090% RH occurred along the adhesive line as well as by failure of inter-fibre bonds within the components.

Using randomized stress-strain-temperature relationships, based on variability of the different governing parameters (under tension: maximum stress, 0.2% proof stress, corresponding strains at maximum stress (strength) and failure; under compression: Young's modulus, proportional limit, 0.2% proof stress and the maximum stress), the probability distribution of moment capacity has been calculated.

Biomechanical test was performed on the bone grafts as compression test to simulate the axial loading on the tibia on weight bearing based on the maximum load, stress to failure and strain to failure under compression test.

We reveal that with increasing temperature up to 1000 °C, the critical relative density for the failure models under compression shows significant change, while the failure model boundaries under three point bending display small difference.

The failure model under compression is the fracture of the core bars while the bending failure is shear failure of the core bars.

The final failure occurred under compression in the shear mode.

Failure modes under compression were identified as those characterized with longitudinal splitting and shear planes.

Adobe modes of failure sustained under compression are analyzed explicitly and the effects of specimen form and size on the final test results are highlighted.

The mechanical strengths and failure mechanisms under compression and bending load are estimated based on elementary mechanics of materials, and the optimal design is derived.