Intracellular calcium ion concentration oscillation in a cell subjected to external noise and irradiated by an electromagnetic field is considered. The effects of the intensity E0, the polar angle θ and the frequency...Intracellular calcium ion concentration oscillation in a cell subjected to external noise and irradiated by an electromagnetic field is considered. The effects of the intensity E0, the polar angle θ and the frequency w of the external electric field on steady-state probability distribution and the mean Ca2＋ concentration, respectively, are investigated by a numerical calculation method. The results indicate that （i） variation of w cannot affect the intracellular calcium oscillation; （ii） the steady-state probability distribution presents a meaningful modification due to the variations of E0 and 0, while variation of 0 does not affect the steady-state probability distribution under the condition of a small E0, and E0 cannot affect the steady-state probability distribution either when θ=π/2; （iii） the mean Ca2＋ concentration increases as E0 increases when θ〈π/2 and, as 0 increases, it first increases and then decreases. However, it does not vary with E0 increasing when θ=π/2, but it increases with 0 increasing when E0 is small.展开更多
基金supported by the National Natural Science Foundation of China (Grant No. 10865006)the Science Foundation of Yunnan University,China (Grant No. 2009A001Z)
文摘Intracellular calcium ion concentration oscillation in a cell subjected to external noise and irradiated by an electromagnetic field is considered. The effects of the intensity E0, the polar angle θ and the frequency w of the external electric field on steady-state probability distribution and the mean Ca2＋ concentration, respectively, are investigated by a numerical calculation method. The results indicate that （i） variation of w cannot affect the intracellular calcium oscillation; （ii） the steady-state probability distribution presents a meaningful modification due to the variations of E0 and 0, while variation of 0 does not affect the steady-state probability distribution under the condition of a small E0, and E0 cannot affect the steady-state probability distribution either when θ=π/2; （iii） the mean Ca2＋ concentration increases as E0 increases when θ〈π/2 and, as 0 increases, it first increases and then decreases. However, it does not vary with E0 increasing when θ=π/2, but it increases with 0 increasing when E0 is small.
