In synapses, a rise in presynaptic intracellular calcium leads to secretory vesicle fusion in less than a millisecond, as indicated by the short delay from excitation to postsynaptic signal. In nonsynaptic secretory cells, studies at high time resolution have been limited by the lack of a detector as fast and sensitive as the postsynaptic membrane. Electrochemical methods may be sensitive enough to detect catecholamines released from single vesicles. Here, we show that under voltage-clamp conditions, stochastically occurring signals can be recorded from adrenal chromaffin cells using a carbon-fibre electrode as an electrochemical detector. These signals obey statistics characteristic for quantal release; however, in contrast to neuronal transmitter release, secretion occurs with a significant delay after short step depolarizations. Furthermore, we identify a pedestal or 'foot' at the onset of unitary events which may represent the slow leak of catecholamine molecules out of a narrow 'fusion pore' before the pore dilates for complete exocytosis.
Recent experiments on a variety of neuroendocrine cells indicate that intense stimuli readily depress the secretory response. The most likely explanation for this depression is that a pool of release-ready granules is depleted. We present a two-step model of secretion that allows one to simulate the dynamics of such a pool for different time courses of free intracellular Ca concentration [Ca2+]i. We derive rate constants of the model from two types of experiment and find that, for the simplest type of model, not only the rate of consumption (exocytosis) but also the rate of vesicle supply to the pool of release-ready granules must be made Ca-dependent. Given these functional dependences a variety of results from the literature can be simulated. In particular, the model predicts the occurrence of secretory depression and augmentation under appropriate conditions.
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