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(Sun and Hsiao 1988) applied a BEM approach to evaluate displacements and stresses fields surrounding a crack filled with failed.
As Haag (1996) stresses, fields are only an instrument in order to "coordinatize" observables, more precisely: sets of observables, with respect to different finite space-time regions.
In these systems residual tensile stresses fields were generated inside the external layers during cooling from the sintering temperature, by the expansion of the adjacent ZrO2-containing layer.
Axiomatic/asymptotic shell theories are then developed by virtue of a deep study on the effectiveness of each term both in the displacements and in the transverse stresses fields.
This paper presents a numerical method for fatigue crack growth in the framework of finite element method, i.e. a new enriched element is presented in which only the analytical solutions around crack tips are used to describe the displacements and stresses fields.
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These compressive loads give rise to stress field.
However, in those studies, stress field variations are only observed on large scales of several kilometers.
The resulting stress fields are shown in Fig. 10.
The stress fields show tensional feature in Kyushu.
Fig. 9 Modeled vertical displacement and stress fields.
Fig. 9 Stress fields estimated in this study.
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