Gradient residual stress in transferred thin-film lithium niobate varies with orientation and thickness and can be partially compensated by a periodically poled piezoelectric bilayer.
From telephone cords to branched buckles: A phase diagram
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Dislocation pile-up theory yields a singular integro-differential equation whose numerical solutions show residual stress profiles in thin films depend strongly on thickness-to-width ratio and initial stress distribution, always requiring mixed-sign Burgers vectors.
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Gradient Residual Stress in Transferred Thin-Film Lithium Niobate and Its Compenstation Using Periodically Poled Piezoelectric Bilayers
Gradient residual stress in transferred thin-film lithium niobate varies with orientation and thickness and can be partially compensated by a periodically poled piezoelectric bilayer.
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Residual stress gradient in a thin film within the dislocation pile-up theory
Dislocation pile-up theory yields a singular integro-differential equation whose numerical solutions show residual stress profiles in thin films depend strongly on thickness-to-width ratio and initial stress distribution, always requiring mixed-sign Burgers vectors.