1997
DOI: 10.1523/jneurosci.17-18-06961.1997
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Linearized Buffered Ca2+Diffusion in Microdomains and Its Implications for Calculation of [Ca2+] at the Mouth of a Calcium Channel

Abstract: Immobile and mobile calcium buffers shape the calcium signal close to a channel by reducing and localizing the transient calcium increase to physiological compartments. In this paper, we focus on the impact of mobile buffers in shaping steadystate calcium gradients in the vicinity of an open channel, i.e. within its "calcium microdomain." We present a linear approximation of the combined reaction-diffusion problem, which can be solved explicitly and accounts for an arbitrary number of calcium buffers, either e… Show more

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Cited by 465 publications
(514 citation statements)
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“…Despite having similar affinities, EGTA binds to Ca 2ϩ about 100 -1,000 times more slowly than BAPTA (25,26) and thus allows Ca 2ϩ to rise longer and diffuse further. Fig.…”
Section: Sensitization To Repetitive Stimulation Results From the Relmentioning
confidence: 99%
“…Despite having similar affinities, EGTA binds to Ca 2ϩ about 100 -1,000 times more slowly than BAPTA (25,26) and thus allows Ca 2ϩ to rise longer and diffuse further. Fig.…”
Section: Sensitization To Repetitive Stimulation Results From the Relmentioning
confidence: 99%
“…S4). Similarly, [Ca 2+ ] drops to baseline levels (∼0 mM with BAPTA present) within microseconds once the channel shuts (10,11,16). Taking account of the duty cycle of channel opening and closing characterized by channel open probability (P O ), and the cooperativity of CDI reflected by Hill coefficient (n), the integrated gain (G, derived in SI Appendix, section III) is given by…”
Section: Significancementioning
confidence: 99%
“…These local Ca 2+ signals are the conduit that drives diverse activity-dependent events, such as synaptic transmission (3), neural plasticity (4)(5)(6), and cardiac excitation-contraction coupling (7). However, with regard to the Ca 2+ amplitude within nanometers of individual Ca 2+ channels, our knowledge is based predominantly on diffusion theory, which predicts ∼100 μM Ca 2+ signals per picoampere flux at a distance of ∼10 nm from the pore (8)(9)(10)(11). Although often quoted, this theory has been difficult to verify experimentally because diffusible Ca 2+ indicators report space-averaged [Ca 2+ ], and thus lack the spatial resolution needed for selective nanodomain reporting.…”
mentioning
confidence: 99%
“…The disadvantage of NP-EGTA is that its K d for Ca 2+ is 80 nM (Ellis-Davies and Kaplan, 1994), which means that at resting [Ca 2+ ] i of 100 nM, roughly 45% of the cage exists in the Ca 2+ -free form and acts as a mobile cytoplasmic Ca 2+ buffer. The excess buffering capacity contributed by NP-EGTA is unlikely to interfere with triggering of Ca 2+ release because slow buffers such as EGTA and its derivatives are ineffective in altering signaling processes on a local scale (Smith et al, 1996;Naraghi and Neher, 1997). The free NP-EGTA will, however, affect the spatial spread of released Ca 2+ and the time course of [Ca 2+ ] decay after release is triggered (Diaz et al, 2001).…”
Section: Discussionmentioning
confidence: 99%