%0 Journal Article
%T Quantum Mechanical Example of Anti-Tunneling
%A Tim Mitchell
%J Undergraduate Journal of Mathematical Modeling : One + Two
%D 2010
%I University of South Florida
%R 10.5038/2326-3652.2.2.6
%X The probability of a particle being reflected by a semi-infinite energy barrier was solved using Schr dinger's equations that describe the quantum mechanical behavior of the particle. The continuity of the functions at the origin allowed the wave functions and their respective derivatives to be equated. Solution of the resulting system yielded values A1 and B1 which were used to calculate the reflection coefficient, (B1/A1)2. The conclusions obtained from these results stated that the particle would be reflected by the barrier when E Keywords Quantam Anti Tunneling --- Schrodinger¡¯s Equation --- Reflection Coefficient
%K Quantam Anti Tunneling
%K Schrodinger¡¯s Equation
%K Reflection Coefficient
%U http://scholarcommons.usf.edu/ujmm/vol2/iss2/6