<p>Special Cases of the Present Model.</p>

A general one-dimensional analysis of photo-thermoelastic diffusive wave propagation in quantum-modified semiconductor media incorporating microconcentration effects. The dataset, published by Amsawrah M. Mohammed on figshare, contains results from an analytical model solved via Laplace transform and numerical inversion. The 5.5 KB Excel file was last updated on June 1, 2026.

Use Cases

• Modeling wave attenuation and phase behavior based on the coupled dual-transport mechanism described.
• Analyzing carrier diffusion and thermodiffusion based on the quantum-modified carrier transport formulation.
• Simulating field redistribution within a medium based on the interaction between thermal, mechanical, and microconcentration fields.
• Benchmarking numerical solvers against the analytically derived physical fields for displacement, temperature, carrier density, and microconcentration.

Strengths

• Model extends classical theory by introducing a coupled dual-transport mechanism for quantum-modified carrier diffusion and thermodiffusion.
• Governing equations are formulated within a unified continuum framework and solved analytically.
• Dataset is openly available under a CC-BY-4.0 license.

Limitations

• Dataset is very small at 5.5 KB, indicating limited scope.
• Row count and specific column-level documentation are unknown.
• Description metadata is limited; actual data quality and structure require manual inspection after download.

Provenance

Source

figshare

Collection Method

Analytical model results derived from solving dimensionless governing equations using Laplace transform and numerical inversion.

Freshness

Last updated 2026-06-01 17:43:46