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Relationship between stress and d—spacing

Consider an isotropic film on a substrate for a case in which the equi-biaxial mismatch stress cTm and the corresponding mismatch strain Cm are to be [Pg.186]

Based on the discussion in Sections 2.1 and 3.5, the nonzero components of stress in the film, with reference to the a ia 2a 3—coordinate system [Pg.187]

Note that calculation of using this equation presumes a knowledge of the reference d-spacing value do of the film in the unstressed state. Equations (3.53) and (3.54) together yield the mismatch stress in the film in terms of the measured d-spacing as [Pg.187]

A tensile mismatch stress in the film implies that cTm 0 and, therefore, [Pg.187]

The same line of reasoning applies for the case of an anisotropic material supporting and equi-biaxial extensional mismatch strain and zero shear strain. Consider a cubic single crystal thin film with a (001) film-substrate interface plane. The mismatch strain and mismatch stress in this film can be estimated using x-ray diffraction measurements along with (3.43) and (3.45) by noting that [Pg.188]


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D-Spacings

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