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Figure 4 Steady-state inactivation of Ito and ICa and inactivation properties of Ito in myocytes from 9- to 12-month-old nontransgenic (Ntg) and transgenic (Tg) mice. Representative current tracings for voltage-dependence of steady-state inactivation of Ito are displayed from Ntg and Tg cardiac myocytes (A, right panel). Voltage dependence of Ito inactivation was assessed using a double-pulse-protocol (A, left panel). The data are normalized to the largest peak Ito and ICa currents measured using a prepulse of 100 mV versus 80 mV (Ito/Imax or ICa/Imax). The total peak outward current includes a steady-state component that may not represent Ito. Data were fit to Boltzmann equation as follows: I = Imax/1+exp (Vm-V0.5)/k, where I is recorded current, Imax is maximum current, Vm is membrane potential, V0.5 is potential where inactivation is 50%, and k is the slope factor. Mean voltage-dependent inactivation curve of ICa for Ntg and Tg myocytes, respectively (B). Inactivation decay courses of Ito recorded during 680 ms depolarizing voltage steps to test potential +40 mV. The time courses were determined in individual Ntg and Tg cells (9- to 12-month-old) using the double exponential fits (using the Chebyshev algorithm of CLAMPFIT) to the decay phases of the currents (C and D) by the equation I(t) = Afast[exp(t/
fast] + Aslow[exp(t/
slow)] + A: Afast and Aslow being the maximal amplitude;
fast and
slow being the time constants of the fast and slow components of inactivation, respectively. Time zero was set next to the peak of the outward current. C and D show the
fast and
slow components of Ito inactivation at different depolarization potentials in Ntg and Tg cardiac myocytes. Continued on next page. (E and F) Superimposed original current recordings showing time-course of recovery from inactivation of Ito in Ntg and Tg cells. Capacitive transients were partially removed for clarity. (G) Plots showing reactivation of Ito in Ntg and Tg myocytes. Both curves were well-fitted by double exponential function.