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- W3100283615 endingPage "115204" @default.
- W3100283615 startingPage "115204" @default.
- W3100283615 abstract "In this study, approximate analytical solution of Schrodinger, Klein-Gordon and Dirac equations under the Tietz-Wei (TW) diatomic molecular potential are represented by using an approximation for the centrifugal term. We have applied three types of eigensolution techniques; the functional analysis approach (FAA), supersymmetry quantum mechanics (SUSYQM) and asymptotic iteration method (AIM) to solve Klein-Gordon Dirac and Schrodinger equations, respectively. The energy eigenvalues and the corresponding eigenfunctions for these three wave equations are obtained and some numerical results and figures are reported. It has been shown that these techniques yielded exactly same results. some expectation values of the TW diatomic molecular potential within the framework of the Hellmann-Feynman theorem (HFT) have been presented. The probability distributions which characterize the quantum-mechanical states of TW diatomic molecular potential are analysed by means of complementary information measures of a probability distribution called the Fishers information entropy. This distribution has been described in terms of Jacobi polynomials, whose characteristics are controlled by the quantum numbers." @default.
- W3100283615 created "2020-11-23" @default.
- W3100283615 creator A5007562288 @default.
- W3100283615 creator A5042848550 @default.
- W3100283615 creator A5075713711 @default.
- W3100283615 creator A5091142532 @default.
- W3100283615 date "2014-10-21" @default.
- W3100283615 modified "2023-10-15" @default.
- W3100283615 title "Eigensolution techniques, their applications and Fisherʼs information entropy of the Tietz–Wei diatomic molecular model" @default.
- W3100283615 cites W1140129513 @default.
- W3100283615 cites W1517745011 @default.
- W3100283615 cites W1522243197 @default.
- W3100283615 cites W1670395052 @default.
- W3100283615 cites W1738089450 @default.
- W3100283615 cites W190006759 @default.
- W3100283615 cites W1965688333 @default.
- W3100283615 cites W1967564460 @default.
- W3100283615 cites W1969637066 @default.
- W3100283615 cites W1970712168 @default.
- W3100283615 cites W1973228831 @default.
- W3100283615 cites W1973360927 @default.
- W3100283615 cites W1973411176 @default.
- W3100283615 cites W1979491408 @default.
- W3100283615 cites W1980039675 @default.
- W3100283615 cites W1985082731 @default.
- W3100283615 cites W1989328291 @default.
- W3100283615 cites W1989821903 @default.
- W3100283615 cites W1990043299 @default.
- W3100283615 cites W1992358653 @default.
- W3100283615 cites W1993094338 @default.
- W3100283615 cites W1993883068 @default.
- W3100283615 cites W1995421500 @default.
- W3100283615 cites W1995837563 @default.
- W3100283615 cites W1996308924 @default.
- W3100283615 cites W1996578855 @default.
- W3100283615 cites W1997367430 @default.
- W3100283615 cites W1997537564 @default.
- W3100283615 cites W2000353912 @default.
- W3100283615 cites W2003301106 @default.
- W3100283615 cites W2003690651 @default.
- W3100283615 cites W2004026241 @default.
- W3100283615 cites W2006686119 @default.
- W3100283615 cites W2009427008 @default.
- W3100283615 cites W2009447234 @default.
- W3100283615 cites W2010785223 @default.
- W3100283615 cites W2012031300 @default.
- W3100283615 cites W2013564845 @default.
- W3100283615 cites W2013832438 @default.
- W3100283615 cites W2014803238 @default.
- W3100283615 cites W2016876783 @default.
- W3100283615 cites W2022035734 @default.
- W3100283615 cites W2022162059 @default.
- W3100283615 cites W2025805632 @default.
- W3100283615 cites W2026399618 @default.
- W3100283615 cites W2026823432 @default.
- W3100283615 cites W2027390984 @default.
- W3100283615 cites W2030575450 @default.
- W3100283615 cites W2030976617 @default.
- W3100283615 cites W2031592213 @default.
- W3100283615 cites W2031842061 @default.
- W3100283615 cites W2033057669 @default.
- W3100283615 cites W2037741379 @default.
- W3100283615 cites W2038742532 @default.
- W3100283615 cites W2039093367 @default.
- W3100283615 cites W2039554429 @default.
- W3100283615 cites W2043831265 @default.
- W3100283615 cites W2044029248 @default.
- W3100283615 cites W2044194768 @default.
- W3100283615 cites W2045640279 @default.
- W3100283615 cites W2046435236 @default.
- W3100283615 cites W2051200163 @default.
- W3100283615 cites W2051580191 @default.
- W3100283615 cites W2053565514 @default.
- W3100283615 cites W2053853194 @default.
- W3100283615 cites W2053906506 @default.
- W3100283615 cites W2058256148 @default.
- W3100283615 cites W2060829372 @default.
- W3100283615 cites W2062159230 @default.
- W3100283615 cites W2062372889 @default.
- W3100283615 cites W2062964358 @default.
- W3100283615 cites W2062970896 @default.
- W3100283615 cites W2064309395 @default.
- W3100283615 cites W2065259660 @default.
- W3100283615 cites W2067191094 @default.
- W3100283615 cites W2067996928 @default.
- W3100283615 cites W2076126576 @default.
- W3100283615 cites W2080565676 @default.
- W3100283615 cites W2081479485 @default.
- W3100283615 cites W2083986630 @default.
- W3100283615 cites W2084724493 @default.
- W3100283615 cites W2088530472 @default.
- W3100283615 cites W2089127621 @default.
- W3100283615 cites W2089514563 @default.
- W3100283615 cites W2089525630 @default.
- W3100283615 cites W2089808464 @default.
- W3100283615 cites W2089845395 @default.
- W3100283615 cites W2090106567 @default.
- W3100283615 cites W2090637693 @default.