Oxygen evolution in photosynthesis: simple analytical solution for the Kok model期刊界 All Journals 搜尽天下杂志传播学术成果专业期刊搜索期刊信息化学术搜索

Oxygen evolution in photosynthesis: simple analytical solution for the Kok model

Authors:	Shinkarev Vladimir P

Affiliation:	Department of Biochemistry, University of Illinois at Urbana-Champaign, Urbana, Illinois 61801, USA. vshinkar@uiuc.edu

Abstract:

Keywords:	a, b, c miss, hit, and double hit in the Kok model n, number of the flashes PQ, plastoquinone PSII, Photosystem II p_i(n), is the probability to find the oxygen evolving complex of PSII in the S_i state (i=0,1,2,3) after the n^th flash (n=0,1,2, …) boldFont" >p(n), (p₀(n), p₁(n), p₂(n), and p₃(n)), the row vector of probabilities of S-states after n^th flash Q, {qij}, matrix of transition probabilities, each element of which, q_ij (i, j=1, 2, 3, 4), is the probability for flash-induced transfer of the oxygen-evolving complex from state S_i−1 to state S_j−1 mmlsi5" onclick=" submitCitation('/science?_ob=MathURL& _method=retrieve& _eid=1-s2.0-S0006349503744889& _mathId=si5.gif& _pii=S0006349503744889& _issn=00063495& _acct=C000053510& _version=1& _userid=1524097& md5=d17b60a0dfda3800e50da8d5e0fd7249')" style=" cursor:pointer " alt=" Click to view the MathML source" title=" Click to view the MathML source" > 16" border=" 0" style=" vertical-align:bottom" width=" 22" alt=" View the MathML source" title=" View the MathML source" src=" http://ars.els-cdn.com/content/image/1-s2.0-S0006349503744889-si5.gif" >, , semiquinone form of secondary acceptor quinone r, [(a-c)²+b²]^1/2 S_i, S-states of oxygen-evolving complex s₀, p₀(0), s₁=p₁(0), s₂=p₂(0), s₃=p₃(0), initial conditions for S-states s_b=, s₀-s₁+s₂-s₃ s_ij, s_i-s_j where i and j are congruent modulo 4 indexes V-, and W-cycles, correlated cycles of transitions of donor and acceptor sides of PSII U, unitary matrix, transforming matrix Q to diagonal form Y(n), oxygen yield after nth flash λ₁λ₂, λ₃, and λ₄, eigenvalues of matrix Q Λ, is the diagonal matrix with eigenvalues λ₁, λ₂, λ₃, and λ₄ of matrix Q φ, arcsin(b/r) ρ, mmlsi6" onclick=" submitCitation('/science?_ob=MathURL& _method=retrieve& _eid=1-s2.0-S0006349503744889& _mathId=si6.gif& _pii=S0006349503744889& _issn=00063495& _acct=C000053510& _version=1& _userid=1524097& md5=c86d4c11e6834a79e1b15c12b8bbc756')" style=" cursor:pointer " alt=" Click to view the MathML source" title=" Click to view the MathML source" > 23" border=" 0" style=" vertical-align:bottom" width=" 88" alt=" View the MathML source" title=" View the MathML source" src=" http://ars.els-cdn.com/content/image/1-s2.0-S0006349503744889-si6.gif" > θ_k, arcsin[(s_k-s_k+2)/ρ]
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