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Better and more compact deposition of ITO films was observed at higher substrate temperature, though the material distribution was predominantly inhomogeneous.
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Utilitarians face a greater problem than this theoretical one in determining what material distribution is prescribed by their theory.
What constitutes a just material distribution is to be determined by the result of a thought experiment designed to model fair distribution.
The material distribution is in the direction of the curvature of the curved beam.
The effects both of the value of Q and bi-modulus behavior of material on the final material distribution are studied.
The comparison between layouts of isotropic and bi-modulus materials also shows that the final bi-modulus material distribution is sensitive to loading directions in practical designs.
The pseudo-densities describing the piezoelectric material distribution are taken as the design variables, and a penalization model on the structural stiffness and piezoelectric effect is employed.
The material distribution is optimized by a gradient-based optimization scheme using adjoint sensitivities to compute the derivatives of the objective and constraints.
Two well-known distribution laws of material distribution are considered and compared with the spline interpolation of material distribution when spatially sampled material properties are used as design variables.
The symmetric material distribution is defined to be C0 continuous at the material interface and thereby yields a more accurate description for symmetric BDFG beam types.
The method developed in this work combines both optimization techniques, where the shape of the shell structure and material distribution are optimized simultaneously, with the aim of finding the optimum design that maximizes the stiffness of the shell.
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