1999
DOI: 10.1021/jp991163g
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Dependence of NO Recombination Dynamics in Horse Myoglobin on Solution Glycerol Content

Abstract: The recombination dynamics of NO with horse heart myoglobin (Mb) following photolysis with a 570 nm excitation pulse were measured by time-resolved absorption with 250 fs temporal resolution. These measurements were carried out in room-temperature solutions in which the glycerol concentration was varied from 0 to 90% (w/v). The recombination of NO is nonsingle exponential in all cases, but becomes faster as the glycerol concentration is increased. The interpretation of these results is aided by a maximum entro… Show more

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Cited by 36 publications
(97 citation statements)
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“…Protein relaxation slows as well and both protein relaxation and geminate CO recombination become nonexponential (10,16,(24)(25)(26). However, the average time constant for the intrinsic geminate CO recombination process remains close to 1 s.NO recombination is biphasic and occurs with time constants of NO Ϸ 10 ps and NO Ϸ 200 ps under ambient conditions (3,14,15,27). The bimolecular yield for NO is small ⌽bi Ͻ Ϸ0.01.…”
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“…Protein relaxation slows as well and both protein relaxation and geminate CO recombination become nonexponential (10,16,(24)(25)(26). However, the average time constant for the intrinsic geminate CO recombination process remains close to 1 s.NO recombination is biphasic and occurs with time constants of NO Ϸ 10 ps and NO Ϸ 200 ps under ambient conditions (3,14,15,27). The bimolecular yield for NO is small ⌽bi Ͻ Ϸ0.01.…”
mentioning
confidence: 99%
“…In the present study, the ground state potential energy surfaces for the potential energy surfaces of all possible spin states are calculated by using density functional theory (DFT) and compared within the context of a Landau-Zener (L-Z) model for the intrinsic recombination process of each of the ligands. The observed recombination kinetics of CO, NO, and O 2 can be influenced by protein dynamics if the intrinsic recombination rate constant is slower than these dynamics (10,(13)(14)(15)(16). When a combination of temperature and viscosity dependence is used, the general time scale for the intrinsic rate constants can be extracted, and it is these rate constants that are compared in the present work.…”
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