Maran Selva K, Sieling Fred H, Demla Kavita, Prinz Astrid A, Canavier Carmen C
Neuroscience Center of Excellence, LSU Health Sciences Center, New Orleans, LA 70112, USA.
J Comput Neurosci. 2011 Oct;31(2):419-40. doi: 10.1007/s10827-011-0319-y. Epub 2011 Mar 1.
Central pattern generators (CPGs) frequently include bursting neurons that serve as pacemakers for rhythm generation. Phase resetting curves (PRCs) can provide insight into mechanisms underlying phase locking in such circuits. PRCs were constructed for a pacemaker bursting complex in the pyloric circuit in the stomatogastric ganglion of the lobster and crab. This complex is comprised of the Anterior Burster (AB) neuron and two Pyloric Dilator (PD) neurons that are all electrically coupled. Artificial excitatory synaptic conductance pulses of different strengths and durations were injected into one of the AB or PD somata using the Dynamic Clamp. Previously, we characterized the inhibitory PRCs by assuming a single slow process that enabled synaptic inputs to trigger switches between an up state in which spiking occurs and a down state in which it does not. Excitation produced five different PRC shapes, which could not be explained with such a simple model. A separate dendritic compartment was required to separate the mechanism that generates the up and down phases of the bursting envelope (1) from synaptic inputs applied at the soma, (2) from axonal spike generation and (3) from a slow process with a slower time scale than burst generation. This study reveals that due to the nonlinear properties and compartmentalization of ionic channels, the response to excitation is more complex than inhibition.
中枢模式发生器(CPGs)通常包含作为节律产生起搏器的爆发性神经元。相位重置曲线(PRCs)可以深入了解此类电路中锁相的潜在机制。针对龙虾和螃蟹口胃神经节幽门电路中的起搏器爆发复合体构建了PRCs。该复合体由前爆发神经元(AB)和两个幽门扩张神经元(PD)组成,它们均通过电耦合连接。使用动态钳将不同强度和持续时间的人工兴奋性突触电导脉冲注入AB或PD体细胞之一。此前,我们通过假设一个单一的缓慢过程来表征抑制性PRCs,该过程使突触输入能够触发在发生放电的上状态和不发生放电的下状态之间的转换。兴奋产生了五种不同的PRC形状,用这样一个简单的模型无法解释。需要一个单独的树突区室,将产生爆发包络上下阶段的机制(1)与施加在体细胞上的突触输入、(2)与轴突放电产生以及(3)与比爆发产生时间尺度更慢的缓慢过程分开。这项研究表明,由于离子通道的非线性特性和区室化,对兴奋的反应比抑制更复杂。