Calculation of the binding energy for hydrogenic impurity in prolate quantum dot

碩士 === 國立交通大學 === 電子物理學系 === 82 === In this thesis we study the change of electronic binding energy of hydrogenic impurity in the QD(quantum dot) with infinite potential boundary barrier. We take three different cases to survey the tendency...

Full description

Bibliographic Details
Main Authors: Yueh-Chuan Lee, 李岳川
Other Authors: T. J. Yang
Format: Others
Language:zh-TW
Published: 1994
Online Access:http://ndltd.ncl.edu.tw/handle/24261598408723052698
id ndltd-TW-082NCTU0429006
record_format oai_dc
spelling ndltd-TW-082NCTU04290062016-07-18T04:09:35Z http://ndltd.ncl.edu.tw/handle/24261598408723052698 Calculation of the binding energy for hydrogenic impurity in prolate quantum dot 橢球形狀量子點內類氫雜質的束縛能的計算 Yueh-Chuan Lee 李岳川 碩士 國立交通大學 電子物理學系 82 In this thesis we study the change of electronic binding energy of hydrogenic impurity in the QD(quantum dot) with infinite potential boundary barrier. We take three different cases to survey the tendency of change of binding energy:(i) The QD is lengthened or shortened (ii) the position of impurity deviates from the center of the QD (iii) the volume of the QD is kept constant but the shape of the QD can be gradually chang. The calculational method used in this thesis is based on the theory proposed by Gorecki and Byers Brown in 1989. We improve the contour function so that we get better results. Besides, with our improvement, we can deal prolate QDs problems. No matter where the impurity is, the numerical results show that the binding energy converge quickly. If we fix the volumes of QDs, and lengthen or shorten them, we find that the binding energies change slowly. It reveals that the binding energy and the volume of the QD are closely correlated. T. J. Yang 楊宗哲 1994 學位論文 ; thesis 63 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 國立交通大學 === 電子物理學系 === 82 === In this thesis we study the change of electronic binding energy of hydrogenic impurity in the QD(quantum dot) with infinite potential boundary barrier. We take three different cases to survey the tendency of change of binding energy:(i) The QD is lengthened or shortened (ii) the position of impurity deviates from the center of the QD (iii) the volume of the QD is kept constant but the shape of the QD can be gradually chang. The calculational method used in this thesis is based on the theory proposed by Gorecki and Byers Brown in 1989. We improve the contour function so that we get better results. Besides, with our improvement, we can deal prolate QDs problems. No matter where the impurity is, the numerical results show that the binding energy converge quickly. If we fix the volumes of QDs, and lengthen or shorten them, we find that the binding energies change slowly. It reveals that the binding energy and the volume of the QD are closely correlated.
author2 T. J. Yang
author_facet T. J. Yang
Yueh-Chuan Lee
李岳川
author Yueh-Chuan Lee
李岳川
spellingShingle Yueh-Chuan Lee
李岳川
Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
author_sort Yueh-Chuan Lee
title Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
title_short Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
title_full Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
title_fullStr Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
title_full_unstemmed Calculation of the binding energy for hydrogenic impurity in prolate quantum dot
title_sort calculation of the binding energy for hydrogenic impurity in prolate quantum dot
publishDate 1994
url http://ndltd.ncl.edu.tw/handle/24261598408723052698
work_keys_str_mv AT yuehchuanlee calculationofthebindingenergyforhydrogenicimpurityinprolatequantumdot
AT lǐyuèchuān calculationofthebindingenergyforhydrogenicimpurityinprolatequantumdot
AT yuehchuanlee tuǒqiúxíngzhuàngliàngzidiǎnnèilèiqīngzázhìdeshùfùnéngdejìsuàn
AT lǐyuèchuān tuǒqiúxíngzhuàngliàngzidiǎnnèilèiqīngzázhìdeshùfùnéngdejìsuàn
_version_ 1718351634499633152