Electronic Thesis and Dissertation

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    THE MAGNETIC FIELD GENERATED BY TWO ELECTRONS BOUND IN SOME AN GULAR MOMENTUM EIGENSTATES
    (Neelain University, 2003) AMANI SALAH MOHAMMED
    Abstract Application of a direct general method for calculating the magnetic field gen- erated by two electrons bound in angular momentum eigenstates is presented, illustrated and applied to the ground states of the tripositive ions Pr“ and V3+. The ground state wave functions are written as a four components spinor and the operators for the orbital current and spin densities as a 4 x 4 matrices. Analytical expressions for the expectation values of these opera- tors are presented by making use of hydrogenic wave function. The resulttent expressions of the current densities are substituted in the components of the magnetic field which gives unexpected results. 7
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    THE MAGNETIC FIELD GENERATED BY TWO ELECTRONS BOUND IN SOME ANGULAR MOMENTUM EIGENSTATES
    (Al Neelain University, 2003-03) AMANI SALAH MOHAMMED
    Application of a direct general method for calculating the magnetic field gen- erated by two electrons bound in angular momentum eigenstates is presented, illustrated and applied to the ground states of the tripositive ions Pr“ and V3+. The ground state wave functions are written as a four components spinor and the operators for‘ the orbital current and spin densities as a 4 >< 4 matrices. Analytical expressions for the expectation values of these opera- tors are presented by making use of hydrogenic wave function. The resulttent expressions of the current densities are substituted in the components of the magnetic field which gives unexpected results.
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    Item
    THE MAGNETIC FIELD GENERATED BY TWO ELECTRONS BOUND IN SOME ANGULAR MOMENTUM EIGENSTATES
    (Al Neelain University, 2003-03) AMANI SALAH MOHAMMED
    Application of a direct general method for calculating the magnetic field gen- erated by two electrons bound in angular momentum eigenstates is presented, illustrated and applied to the ground states of the tripositive ions Pr“ and V3+. The ground state wave functions are written as a four components spinor and the operators for‘ the orbital current and spin densities as a 4 >< 4 matrices. Analytical expressions for the expectation values of these opera- tors are presented by making use of hydrogenic wave function. The resulttent expressions of the current densities are substituted in the components of the magnetic field which gives unexpected results.