In the actomyosin ATPase reaction, ATP is hydrolyzed via two routes: direct decomposition of acto-MPADP without dissociation of actomyosin, and the route proposed by Lymn and Taylor.
The study demonstrates that in the actomyosin ATPase reaction, ATP is hydrolyzed via two routes, primarily via direct decomposition of acto-MPADP without dissociation of actomyosin at low ionic strength.
The extent of binding of myosin heads with F-actin was estimated by a light-scattering and an ultracentrifugal separation method, using well-homogenized F-actin. The extent of binding of HMM or S-1 with F-actin during the ATPase reaction was estimated in 2 mM K-PEP, 1 mM MgCl2 and 1 mM MgCl2 K-P1 at pH 7.4 and compared with the rate of the acto-HMM ATPase or acto-S-1 ATPase EC 3.6.1.3 reaction in the steady state. The apparent first- order rate constant for recombination of the HMM-P-ADP complex, HMMPADP, or the S-l P-ADP complex, S-1PADP, with F-actin was also determined. At 20°C, the extent of binding (1—α) increased with increase in the F-actin concentration and approached 1.0 at a sufficiently high concentration of F-actin. The steady-state rate constant of the F-actin-dependent ATPase reaction, Δvo, was proportional to the value of (l-α). On the other hand, the apparent first-order rate constant for recombination of HMMPADP or S-1PADP with F-actin, vrecomb, was found to be 1/5–1/13 of Δvo. Therefore, we concluded that the main route of ATP hydrolysis at low ionic strength at 20°C is the one via direct decomposition of acto-MPADP and that the ATP hydrolysis cycle does not involve the dissociation step of actomyosin. This conclusion was supported by our finding that a high ATPase activity was observed immediately after adding ATP to acto-HMM, while a high ATPase rate in the steady state was observed after a lag phase required for binding of HMMPADP with F-actin, when the acto-HMM ATPase reaction was started by adding F-actin to a solution containing HMM and ATP. At 12°C, the rate constant of the acto-HMM ATPase reaction, Δvo was not proportional to the extent of binding of HMM with F-actin, 1-α, and Δvo was given by the equation Δ=(1-α)Δvo+αvrecomb;, where ΔVo is the value at sufficiently high concentrations of F-actin. The rate constant of the acto-HMM Mn2+ reaction at low ionic strength at 25°C was also accounted for by the above equation. The results obtained in this study, together with those described in one of the preceding papers (Ikebe, M., Inoue, A., & Tonomura, Y. (1980) J. Biochem. 88, 1653-1662), clearly demonstrate that in the actomyosin ATPase reaction, ATP is hydrolyzed via two routes: one via direct decomposition of acto-MPADP without dissociation of actomyosin and the othervia the route proposed by Lymn and Taylor (Lymn, R.W. & Taylor, E.W. (1971) Biochemistry 10, 4617-4624). The rate of the latter route is limited by the steps for recombination of MPADP with F-actin. The F-actin-concentration dependence of the apparent first-order rate constant for recombination of HMMPADP with F-actin could be accounted for by the Michaelis-Menten equation. Therefore, HMMPADP produced by the reaction of HMM with ATP may exist largely in a refractory state and may recombine with F-actin only after transformation into a nonrefractory state.
Inoue et al. (1980) studied this question. Acto-H-Meromyosin and Acto-Subfragment-1 ATPase reactions was evaluated on ATP hydrolysis mechanism and rate constants. In the actomyosin ATPase reaction, ATP is hydrolyzed via two routes: direct decomposition of acto-MPADP without dissociation of actomyosin, and the route proposed by Lymn and Taylor.