Calculating the Eigenvalues of the Quantum Dot Operator Method and Exact Diagonalization Method

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GHASEMI MAHDIYEH; SHOKOUHI MOHAMMAD REZA

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Journal Paper

Paper Information

Journal: International Journal of Smart Electrical Engineering Year:2020 | Volume:9 | Issue:4 Page(s): 159-164

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Title

Calculating the Eigenvalues of the Quantum Dot Operator Method and Exact Diagonalization Method

Author(s)

GHASEMI MAHDIYEH | SHOKOUHI MOHAMMAD REZA | Issue Writer Certificate

Keywords

Quantum

Hamiltonian

dipole

Abstract

In this paper, first, we introduced a Quantum system and how to create a Quantum dot-paid and then with regard to the calculation of a Quantum system uses Quantum dots define a Hamiltonian for a Coulomb potential is caused by an electric dipole special functions particularly well as it could have obtained the relevant amounts. Finally, using a numerical method to compare the two discussed.

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APA: Copy

GHASEMI, MAHDIYEH, & SHOKOUHI, MOHAMMAD REZA. (2020). Calculating the Eigenvalues of the Quantum Dot Operator Method and Exact Diagonalization Method. INTERNATIONAL JOURNAL OF SMART ELECTRICAL ENGINEERING, 9(4), 159-164. SID. https://sid.ir/paper/1002193/en

Vancouver: Copy

GHASEMI MAHDIYEH, SHOKOUHI MOHAMMAD REZA. Calculating the Eigenvalues of the Quantum Dot Operator Method and Exact Diagonalization Method. INTERNATIONAL JOURNAL OF SMART ELECTRICAL ENGINEERING[Internet]. 2020;9(4):159-164. Available from: https://sid.ir/paper/1002193/en

IEEE: Copy

MAHDIYEH GHASEMI, and MOHAMMAD REZA SHOKOUHI, “Calculating the Eigenvalues of the Quantum Dot Operator Method and Exact Diagonalization Method,” INTERNATIONAL JOURNAL OF SMART ELECTRICAL ENGINEERING, vol. 9, no. 4, pp. 159–164, 2020, [Online]. Available: https://sid.ir/paper/1002193/en

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