The Passage of Bound state and Resonance across a Barrier - Boakye-Yiadom, Daniel
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The passage of a composite object across a barrier is very important for reaction physics in areas such as nuclear physics, condensed matter physics and other fields. In this report, we approach the problem of the passage a composite object across a barrier by addressing the state of a particle and its dynamics in a potential well or hitting a barrier. We provide a numerical solution to the one dimensional time-dependent Schrödinger equation using the Crank-Nicolson method. The Bound state of a proton is demonstrated. We also demonstrate a proton hitting a rectangular potential barrier. The…mehr

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Produktbeschreibung
The passage of a composite object across a barrier is very important for reaction physics in areas such as nuclear physics, condensed matter physics and other fields. In this report, we approach the problem of the passage a composite object across a barrier by addressing the state of a particle and its dynamics in a potential well or hitting a barrier. We provide a numerical solution to the one dimensional time-dependent Schrödinger equation using the Crank-Nicolson method. The Bound state of a proton is demonstrated. We also demonstrate a proton hitting a rectangular potential barrier. The tunneling phenomenon is observed. Transmission and Reflection probabilities were determined. Finally, the model for a composite object across a barrier is formulated.
Autorenporträt
Daniel Boakye-Yiadom, a native of Kumasi, Ghana, holds a robust academic background encompassing an MSc in Mathematical Sciences specializing in Physics, a PGDE, and a BSc in Applied Physics.