1994
DOI: 10.1111/j.1751-1097.1994.tb03941.x
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COMPUTER SIMULATION OF EXCITON JUMPING STATISTICS AND ENERGY FLOW IN C‐PHYCOCYANIN OF ALGAE Agmenellum quadruplicatum IN THE PRESENCE OF TRAPS

Abstract: Energy migration has been studied in C-phycocyanin (C-PC) rods with traps located in the terminal trimer disc, using the Monte Carlo method and the system of differential equations. It has been found that jump time statistics can be described by the function F = C(t/), where C is the constant, t and < t , , > are, respectively, the exciton jump time and its averaged value for chromophores of the corresponding spectral types ((~84,084 or j3l 55). The values were calculated for the cases of… Show more

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Cited by 3 publications
(3 citation statements)
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“…Using the data presented above and Eq. A2.1, we calculate t1 = 21.3 ps, t2 = 47 ps, and t3 = 1500 ps (Demidov and Borisov, 1994c). These values match well the theoretical evaluations by Sauer et al (1988): 21 ps, 45 ps, and 1500 ps; experimental data (Tf-r = 46 ps) by Holzwarth et al (1987); and Monte-Carlo simulation (rTfa,t 33-48 ps) by Demidov and Borisov (1993).…”
Section: Excitationsupporting
confidence: 84%
See 1 more Smart Citation
“…Using the data presented above and Eq. A2.1, we calculate t1 = 21.3 ps, t2 = 47 ps, and t3 = 1500 ps (Demidov and Borisov, 1994c). These values match well the theoretical evaluations by Sauer et al (1988): 21 ps, 45 ps, and 1500 ps; experimental data (Tf-r = 46 ps) by Holzwarth et al (1987); and Monte-Carlo simulation (rTfa,t 33-48 ps) by Demidov and Borisov (1993).…”
Section: Excitationsupporting
confidence: 84%
“…In particular, it is obvious that the absorption anisotropy (investigated by both groups) should depend on the excitation distribution over the monomer chromophores, and as soon as quasi-equilibrium is established (t < 1 ns), the anisotropy should be stable. Sauer et al (1988) and Demidov and Borisov (1994c) have calculated that there are two characteristic timescales for excitation equilibration in C-PC monomers: ti = 21 ps and t2 = 47 ps. Thus, at times greater than 100 ps the value of the absorption anisotropy should be stable.…”
Section: Application To C-phycocyanin Aggregatesmentioning
confidence: 99%
“…1) is equally distributed among them. Thus, the original system of nine equations can be reduced to a system of three (29):…”
Section: Methodsmentioning
confidence: 99%