Archives of Nuclear Energy Science and Technology(ANEST)

Morgan State University, Baltimore, USA

Publications

• Research Article   
  Quantum Energy of a Nanoparticle in Superposition Two States on R2
  Author(s): Papa M Seck* and Dereje Seifu
  
  We explore the probability distribution of a nanoparticle through the two-state linear combination wave function system. A mathe- matical function represents the superposition wave function of the particle, in which the potential energy is described in (R2 ). This is typically done in an infinite rectangular well function where we define the boundary condition states of the nanoparticle moving between the two walls. We perform an eigenstate energy analysis using a time-dependent Schrödinger equation of a Hamiltonian operation wavefunction. We use computer programming to determine the energy of the nanoparticle given by E =< Ψ|H|Ψ >, the probability of finding the two states |Ψ(x,y,t)|2 . It will be carried out within the framework density functional theory by solving the Kohn-Sham equation with a spin-polarized calculation, where the density of nanoparticles is .. Read More»
  

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