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The objective of this paper is the presentation of methods to study shrinkage stresses in matrices cast around rigid inclusions. The method of casting plastic specimens around glass inclusions and analyzing the resulting isochromatic fringe patterns is briefly discussed. An alternate method for the study of the relative or dimensionless stress distribution using rubber models with inserted inclusions is also, presented. A partial solution to the stress distribution between two inclusions was obtained. The generality of the method and its applicability to any matrix material are emphasized. It is pointed out that the stress field obtained corresponds to the thermal-stress field produced by a difference in the coefficients of thermal expansion of the matrix and the inclusion material.  相似文献   
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The well-known principle of the determination of the sum of principal stresses in plates by measuring thickness changes is applied in this paper to “frozen” plates and to models made with low-modulus materials, such as rubbers, deformed inside portable frames. It is shown that a sufficiently precise measurement of thickness changes is possible with a machine-shop comparator, rather than with the more delicate laboratory-type instruments. The necessary corrections to be introduced to the comparator readings when rubber models are used are described in the Appendix. Two other methods based on moiré fringes, using the same two kinds of models, are also presented. The use of moiré on “frozen” specimens yields patterns of large response. Gratings on rubber models also yield precise moiré patterns that can be combined with isochromatics to separate the principal stresses. Two ways of conducting the moiré analyses are presented. The advantages and limitations of the several alternative methods are pointed out, and applications are given.  相似文献   
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