Why the study?
Does amiodarone or dronedarone inhibit the Na+-K+ pump in rabbit cardiac myocytes, and is this effect thyroid-dependent?
Does amiodarone or dronedarone inhibit the Na+-K+ pump in rabbit cardiac myocytes, and is this effect thyroid-dependent?
The inhibitory effect of amiodarone on the Na+-K+ pump is thyroid-dependent, whereas dronedarone does not affect pump activity.
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Amiodarone's Na-K pump effects appear thyroid-dependent in rabbits; leaves open clinical relevance and dronedarone comparisons.
OBJECTIVE: To examine the thyroid-dependence of the effect of amiodarone on the sarcolemmal Na(+)-K(+) pump, and the effect on the pump of dronedarone, a deiodinated amiodarone congener without influence on thyroid status. METHODS: New Zealand white rabbits underwent total thyroidectomy, sham thyroidectomy or thyroidectomy and concomitant oral amiodarone therapy. After 5 weeks, Na(+)-K(+) pump current was measured using the whole-cell patch-clamp technique in isolated ventricular myocytes. Pump current was also measured in myocytes isolated from a separate group of rabbits not subjected to thyroidectomy but treated with dronedarone, or placebo for 3 weeks. RESULTS: Treatment of thyroidectomised rabbits with amiodarone caused a significant prolongation of the corrected QT interval (QT(c)) and sinus cycle length. Na(+)-K(+) pump current measured in myocytes isolated from thyroidectomised rabbits was significantly lower than pump current in myocytes from sham-operated controls. However, treatment of thyroidectomised rabbits with amiodarone did not cause any additional decrease in pump current. Treatment with dronedarone caused prolongation of QT(c). However, it had no effect on Na(+)-K(+) pump current. CONCLUSIONS: The inhibitory effect of amiodarone on Na(+)-K(+) pump current is thyroid-dependent, whereas the effects on heart rate and QT(c) are at least partially mediated by thyroid-independent mechanisms. In contrast to its parent compound, dronedarone has no significant effects on the activity of the Na(+)-K(+) pump.
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Andrew D Pitt (2002) studied this question.
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