تفاصيل الرسالة العلمية

In this thesis, we extend the approximation methods (variational method, perturbation theory, and WKB approximation) which are applied in quantum mechanics to approximately solve Schrodinger's equation using the conformable fractional derivative concept, so that it would be valid for quantum systems containing the conformable fractional form. This extension is done by following the same methods byGriffiths &Schroeter[1], but only using conformable fractional quantum mechanics by Chung et.al.[2]. To demonstrate this extension, we furnish the work with some illustrative examples for each method separately. It is observed that the standard values obtained by the traditional theories are recovered when ?=1