VIBRATIONAL FREQUENCIES OF FUNCTIONAL ERYTHROCYTES USING SYMMETRY-ADAPTED LIE ALGEBRAIC APPROACH

Abstract

This study contributes to our understanding of vibrational frequencies in functional erythrocytes by applying the U(2) Lie algebraic model. The central objective of this research revolves around a comprehensive exploration of Raman spectra, particularly concerning the higher overtone vibrational frequencies. These investigations are conducted within the unique physiological contexts of oxygenated and deoxygenated erythrocytes. The Hamiltonian operator, which is related to the Lie algebraic model, is at the core of this framework. This operator plays a vital role in understanding the complex vibrational modes within these specialized cells, particularly those related to C-H and C-C stretching. This study improves our understanding of the vibrational dynamics within erythrocytes by applying the U(2) Lie algebraic model and sheds light on how their vibrational modes may vary under different oxygenation states.