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Hydrogen Molecular Ion Energy Levels in Superstrong External Parallel Magnetic Field with B-spline Technology
HUI Ping
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2010, 27 (3): 451-456.  
Abstract319)      PDF (326KB)(1087)      
With interaction between atomic nucleus in a hydrogen molecular ion,one-center expansion method and B-splines basis technology are used to build radial wave function and angular wave function of a hydrogen molecular ion.Energy levels Eb (m=0,-1,-2,-3,-4,-5) and equilibrium internuclear separations 2R are calculated in superstrong external parallel magnetic fields.Strength of magnetic field changes from 2.35×106 T to 2.35×108 T.Compared with results by adiabatic variational approximation,the precision increases to a range between 0.00015 Ry and 0.0488 Ry;Compared with results by variational approximation,ours increases to a range between 0.0029 Ry and 0.0257 Ry.It shows that the duplicate B-splines basis function expansion method can get better completeness of wave functions and higher calculation precisions.
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Calculation of Exciton Ground State Energies in PbS Quantum Dots Using Properties of B-splines
HUI Ping
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2007, 24 (6): 753-756.  
Abstract245)      PDF (167KB)(1230)      
The exciton wave function is built to calculate the exciton ground state evergy E_g in PbS quantum dots using special properties of B-splines.The quantum size effect of PbS quantum dots is investigated.Compared to other calculations,the E_g calculated shows better agreement with experimental results.The effects of effective mass and barrier height of potential on E_g are investigated.
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CALCULATION OF THE ENERGY LEVELS FOR MULTI-WELL POTENTIAL BY MEANS OF B-SPLINE TECHNIQUE
HUI Ping, TAN Zhong-ming, SHI Ting-yun
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2001, 18 (3): 259-262.  
Abstract221)      PDF (183KB)(1135)      
The B splines method is used to calculate eigenvalues for one and two dimensional multi-well potential.Comparisons are made with calculations using Gaussian bases for one dimensional potential.The B splines bases is shown to be accurate,flexible,and efficient.
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