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<http://eprints.uny.ac.id/id/eprint/12174> <http://purl.org/ontology/bibo/abstract> "Telah dilakukan penelitian tentang penyelesaian numerik persamaan Schrodinger bergantung waktu dan visualisasi fungsi gelombang ()tx,ψ dan probabilitas ()tx,P dengan metode Crank-Nicolson menggunakan bahasa pemograman Matlab 7.0. Fungsi gelombang ()tx,ψ itu sendiri tidak mempunyai arti fisis apa-apa, tetapi probabilitas ()tx,P diinterpretasikan sebagai kerapatan probabilitas yaitu kemungkinan (peluang) untuk mendapatkan partikel yang program komputer tersebut diperoleh nilai numerik dan visualisasi fungsi gelombang ()tx,ψ dan probabilitas ()tx,P penyelesaian persamaan Schrodinger bergantung waktu dengan menggunakan pendekatan metode Crank-Nicolson. Metode Crank-Nicolson mempunyai taraf ketelitian (akurasi) dan kestabilan yang tinggi. Untuk step waktu )(dt yang semakin kecil diperoleh nilai numerik yang mendekati (hampir sama) dengan solusi analitik sehingga taraf ketelitiannya (akurasi) tinggi. Sehingga dapat digunakan sebagai intrumen untuk menyelesaikan persamaan Schrodinger bergantung waktu."^^<http://www.w3.org/2001/XMLSchema#string> .
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