A generalized energy eigenvalue problem for effectively solving the confined electron states in quantum semiconductor structures via boundary integral analysis DOI Creative Commons

Jerrick Phan,

A.‐V. Phan

Published: Feb. 16, 2024

This paper introduces a novel approach for the efficient determination of confined electron states in quantum semiconductor structures through introduction generalized energy eigenvalue problem formulated within framework boundary integral analysis. The proposed method enables direct eigenvalues and normalized wavefunctions bound states. technique aims to address challenges associated with efficiently modeling behavior electrons regions, offering insights into optimizing performance wide range structures. By employing techniques, establishes comprehensive numerical that accommodates complexity confinement effects. methodology is demonstrated simulations, showcasing its effectiveness accuracy predicting different wire

Language: Английский

A generalized energy eigenvalue problem for effectively solving the confined electron states in quantum semiconductor structures via boundary integral analysis DOI Creative Commons

Jerrick Phan,

A.‐V. Phan

Published: Feb. 8, 2024

This paper introduces a novel approach for the efficient determination of confined electron states in quantum semiconductor structures through introduction generalized energy eigenvalue problem formulated within framework boundary integral analysis. The proposed method enables direct eigenvalues and normalized wavefunctions bound states. technique aims to address challenges associated with efficiently modeling behavior electrons regions, offering insights into optimizing performance wide range structures. By employing techniques, establishes comprehensive numerical that accommodates complexity confinement effects. methodology is demonstrated simulations, showcasing its effectiveness accuracy predicting different wire

Language: Английский

Citations

0
A generalized energy eigenvalue problem for effectively solving the confined electron states in quantum semiconductor structures via boundary integral analysis DOI Creative Commons

Jerrick Phan,

A.‐V. Phan

Published: Feb. 8, 2024

This paper introduces a novel approach for the efficient determination of confined electron states in quantum semiconductor structures through introduction generalized energy eigenvalue problem formulated within framework boundary integral analysis. The proposed method enables direct eigenvalues and normalized wavefunctions bound states. technique aims to address challenges associated with efficiently modeling behavior electrons regions, offering insights into optimizing performance wide range structures. By employing techniques, establishes comprehensive numerical that accommodates complexity confinement effects. methodology is demonstrated simulations, showcasing its effectiveness accuracy predicting different wire

Language: Английский

Citations

0
A generalized energy eigenvalue problem for effectively solving the confined electron states in quantum semiconductor structures via boundary integral analysis DOI Creative Commons

Jerrick Phan,

A.‐V. Phan

Published: Feb. 16, 2024

This paper introduces a novel approach for the efficient determination of confined electron states in quantum semiconductor structures through introduction generalized energy eigenvalue problem formulated within framework boundary integral analysis. The proposed method enables direct eigenvalues and normalized wavefunctions bound states. technique aims to address challenges associated with efficiently modeling behavior electrons regions, offering insights into optimizing performance wide range structures. By employing techniques, establishes comprehensive numerical that accommodates complexity confinement effects. methodology is demonstrated simulations, showcasing its effectiveness accuracy predicting different wire

Language: Английский

Citations

0