Asian Journal of Research and Reviews in Physics, ..,Vol.: 1, Issue.: 2
Evaluation of Energy and Density of States of Two Dimensional Quantum Structure (Quantum Well)
J. Ilouno1*, I. J. Audu1, M. Y. Mafuyai1 and N. Okpara1 1Department of Physics, University of Jos, Jos, Nigeria.
J. Ilouno1*, I. J. Audu1, M. Y. Mafuyai1 and N. Okpara1
1Department of Physics, University of Jos, Jos, Nigeria.
(1) Dr. Pratima Parashar Pandey, Professor, Polymer composites, Nanotechnology Applied Sciences, College of Engineering & technology, Integrated Institutes of Learning, Dr. APJ Abdul Kalam Technical University, Greater Noida, India.
(2) Dr. Thomas F. George, Chancellor / Professor, Department of Chemistry and Physics, University of Missouri-St. Louis, Boulevard St. Louis, USA.
(3) Dr. Ravindra V. Saraykar, Professor, Department of Mathematics, RTM Nagpur University, India.
(1) Snehadri Bihari Ota, Institute of Physics, India.
(2) Bharat Raj Singh, Dr. APJ Abdul Kalam Technical University, India.
(3) Adel H. Phillips, Ain-Shams University, Egypt.
(4) Kruchinin Sergei, Bogolyubov Institute for Theoretical Physics, Ukraine.
(5) S. Saravanan, Jansons Institute of Technology, India.
Complete Peer review History: http://www.sciencedomain.org/review-history/25528
Quantum structures (e.g. quantum wells) are a critical part of optical system designs (lasers, modulators, switches etc.). In the quantum well, the motion of the particle is quantized in one direction while the particle moves freely in other two directions. The density of state of the quantum structure is the possible number of state an excited electron can occupy per unit volume. The density of state depends on the energy at which the electron moves when excited. In this paper, the energy and density of states of two-dimensional quantum structure (quantum well) were calculated. The results obtained revealed the density of state increases with the energy but exhibited maximum and minimum peaks. Maximum peaks occurred at 4 eV and 7.5 eV while the minimum peaks occurred at 5 eV and 8 eV. These show that energy of state for quantum wells neither varies linearly nor exponentially with a density of state because of high energy level. The findings are in agreement with published literature. Some applications of quantum wells include: bioconjugates, solar cells, photovoltaic, photo and electrochromic devices etc.
Confinement; density of state; energy of state; quantum structure; quantum well.
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