Normalisation Condition | Santa Fe College - Edubirdie

University:
Santa Fe College
Course:
PHY 2048 | General Physics 1 with Calculus
Academic year:

2024
Views:

59

Pages:

2
Author:

Jabin F.

The writing is in black ink on a light blue background. The text is centered and aligned in various ways, suggesting different sections or topics. The quality of the image and the handwriting make some parts of the text difficult to decipher. There might be errors in the transcription due to these limitations. \[\sum_{i}\sum_{j}C_{i}^{*}C_{j}\delta_{ij}=1\] for i = j, \(\delta_{ij}=1\) for i ≠ j, \(\delta_{ij}=0\) ⇒\sum \(|c_{j}|^{2}=1\) The content suggests it might be related to physics or engineering, possibly involving integration (due to the "dz" term) and summation (due to the implied sum in "allem"). \[\sum_{j}\sum_{i}g^{*}G_{i}\int_{dinimi}\phi_{j}^{*}(\vec{\sigma})\phi_{i}dz=1\] Sij=1 j∑ j*ci. Sij = 1. \[\sum_{i}|cj|^{2}=1\] Normalization Conth.

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