27 research outputs found

    pH dependence of the multiline, manganese EPR signal for the ‘S2’ state in PS II particles Absence of proton release during the S1 → S2 electron transfer step of the oxygen evolving system

    Get PDF
    AbstractThe pH dependence of oxygen evolution rates, 2,6-dichlorophenolindophenol (DCIP) reduction rates and the intensity of the multiline manganese EPR signal associated with the S2 Kok state has been studied using oxygen-evolving spinach (PS) II particles. The oxygen evolution and DCIP reduction rates are found to be very sensitive to pH, with the maximal rates occuring at pH 6.5–7.0. Both the rate and yield of the S1 multiline manganese EPR signal intensity, produced by single flash excitation at room temperature or by continuous illumination at 200 K, are found to be independent of pH, indicating that no proton is released from this manganese site during the S1 → S1 electron transfer. These results agree with those from other laboratories showing no proton release on this transition, but using techniques monitoring other species

    Hexacoordinated Ternary Chelates of Cu(II) with Amino Acids

    Get PDF
    1038-104

    Stress Waves in Nonhomogeneous Elastic Rods

    No full text
    Longitudinal wave propagation in a nonhomogeneous semi infinite elastic rod is considered. The non homogeneity may be due to the axial variation of Young\u27s modulus or of density or of both. An arbitrary time dependent stress is applied at the end, x = 0, of the rod. The normal stress as a function of position and time is obtained using the theory of the propagating surfaces of discontinuity by expanding the stress as a Taylor series about the time of arrival of the wavefront. The coefficients of the Taylor expansion are obtained as solutions of linear ordinary differential equations with variable coefficients. For the case where the Young\u27s modulus E(x) varies as (1 + ax)2a, it is shown that the stress at the wavefront varies as (1 + ax)⋔±, where a and ⋔± are constants. © 1966, Acoustical Society of America. All rights reserved

    Propagation of Shear-Stress Waves in an Infinite Nonhomogeneous Elastic Medium with Cylindrical Cavity

    No full text
    The problem of the radial propagation of shear waves in a nonhomogeneous elastic medium with a cylindrical cavity is solved by the theory of propagating surfaces of discontinuity. Thus, numerical integration that is required in using method of characteristics is avoided. An analytical solution, in the form of a Taylor series expanded about the time of arrival of the wavefront, is obtained. Two numerical examples, which are shown to agree with previous results, are also presented. © 1969, Acoustical Society of America. All rights reserved
    corecore