Table 2. Kinetic Parameters of C2 Domain Activation and Deactivation Time Coursesa.
membrane dissociationc | Ca2+ dissociationd | |||||||||
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membrane associationb | kdiss (s−1) | kdiss (s−1) | ||||||||
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C2 domain | kform (s−1) | (n) | kdiss1(s−1) | kdiss2 (s−1) | (n) | kdiss1(s−1) | kdiss2 (s−1) | (n) | stoichiometry (mol/mol)e | (n) |
cPLA2-α | 26 ± 1 | (6) | 14 ± 1 | 2.5 ± 0.1 | (10) | 24 ± 8 | 2.9 ± 0.4 | (9) | 2.0 ± 0.2 | (5) |
PKC-β | 180 ± 10 | (6) | 132 ± 1 | (12) | 67 ± 3 | (10) | 3.0 ± 0.1 | (10) | ||
Syt-IA | 230 ± 20 | (7) | 520 ± 20 | (12) | 590 ± 30 | (11) | 3.1 ± 0.3 | (9) |
Results represent the average (±SEM) of the indicated n independent stopped-flow fluorescence experiments. Experimental conditions: 25 °C; 100 mM KCl, 20 mM HEPES, pH 7.4, 5 mM DTT.
The observed rate constant for equilibration of the membrane association reaction, initiated by rapidly mixing a solution of C2 domain and PS–PC–dPE vesicles (47.5%:47.5%:5%, 250 μM phospholipid final) with a solution of Ca2+ (200 μM final), as in Figure 6. The resulting time course was best fit by a monoexponential equation (eq 3) to yield kform as defined in the text.
The rate constant for C2 domain dissociation from membranes, measured by mixing a solution of C2 domain, Ca2+, and phospholipid vesicles (PS– PC–dPE, 47.5%:47.5%:5%) with a solution of EDTA, as in Figure 7A. The dissociation rate constants kdiss1 and kdiss2 were determined by best fitting the data with a biexponential equation (eq 4) representing a two-step mechanism (cPLA2-α) or a monoexponential equation (eq 3) representing a one-step mechanism (PKC-β, Syt-IA).
The rate constant for Ca2+ dissociation from the membrane-bound domain, measured by rapidly mixing a solution of C2 domain, Ca2+, and phospholipid vesicles (PS–PC, 50%:50%) with a solution of the fluorescent Ca2+ chelator Quin-2, as in Figure 7B. The dissociation rate constants kdiss1 and kdiss2 were extracted as in the previous footnote.
Ca2+ stoichiometry (mol of Ca2+ bound/mol of C2 domain) was determined at pH 7.0.