Tuckwell Henry C, Penington Nicholas J
Max Planck Institute for Mathematics in the Sciences, Inselstr. 22, 04103 Leipzig, Germany; School of Electrical and Electronic Engineering, University of Adelaide, Adelaide, South Australia 5005, Australia.
Department of Physiology and Pharmacology, State University of New York, Downstate Medical Center, Box 29, 450 Clarkson Avenue, Brooklyn, NY 11203-2098, USA; Program in Neural and Behavioral Science and Robert F. Furchgott Center for Neural and Behavioral Science, State University of New York, Downstate Medical Center, Box 29, 450 Clarkson Avenue, Brooklyn, NY 11203-2098, USA.
Prog Neurobiol. 2014 Jul;118:59-101. doi: 10.1016/j.pneurobio.2014.04.001. Epub 2014 Apr 29.
Serotonergic neurons of the dorsal raphe nucleus, with their extensive innervation of limbic and higher brain regions and interactions with the endocrine system have important modulatory or regulatory effects on many cognitive, emotional and physiological processes. They have been strongly implicated in responses to stress and in the occurrence of major depressive disorder and other psychiatric disorders. In order to quantify some of these effects, detailed mathematical models of the activity of such cells are required which describe their complex neurochemistry and neurophysiology. We consider here a single-compartment model of these neurons which is capable of describing many of the known features of spike generation, particularly the slow rhythmic pacemaking activity often observed in these cells in a variety of species. Included in the model are 11 kinds of ion channels: a fast sodium current INa, a delayed rectifier potassium current IKDR, a transient potassium current IA, a slow non-inactivating potassium current IM, a low-threshold calcium current IT, two high threshold calcium currents IL and IN, small and large conductance potassium currents ISK and IBK, a hyperpolarization-activated cation current IH and a leak current ILeak. In Sections 3-8, each current type is considered in detail and parameters estimated from voltage clamp data where possible. Three kinds of model are considered for the BK current and two for the leak current. Intracellular calcium ion concentration Cai is an additional component and calcium dynamics along with buffering and pumping is discussed in Section 9. The remainder of the article contains descriptions of computed solutions which reveal both spontaneous and driven spiking with several parameter sets. Attention is focused on the properties usually associated with these neurons, particularly long duration of action potential, steep upslope on the leading edge of spikes, pacemaker-like spiking, long-lasting afterhyperpolarization and the ramp-like return to threshold after a spike. In some cases the membrane potential trajectories display doublets or have humps or notches as have been reported in some experimental studies. The computed time courses of IA and IT during the interspike interval support the generally held view of a competition between them in influencing the frequency of spiking. Spontaneous activity was facilitated by the presence of IH which has been found in these neurons by some investigators. For reasonable sets of parameters spike frequencies between about 0.6Hz and 1.2Hz are obtained, but frequencies as high as 6Hz could be obtained with special parameter choices. Topics investigated and compared with experiment include shoulders, notches, anodal break phenomena, the effects of noradrenergic input, frequency versus current curves, depolarization block, effects of cell size and the effects of IM. The inhibitory effects of activating 5-HT1A autoreceptors are also investigated. There is a considerable discussion of in vitro versus in vivo firing behavior, with focus on the roles of noradrenergic input, corticotropin-releasing factor and orexinergic inputs. Location of cells within the nucleus is probably a major factor, along with the state of the animal.
中缝背核的5-羟色胺能神经元,通过其对边缘系统和高级脑区的广泛神经支配以及与内分泌系统的相互作用,对许多认知、情感和生理过程具有重要的调节作用。它们与应激反应以及重度抑郁症和其他精神疾病的发生密切相关。为了量化其中的一些影响,需要此类细胞活动的详细数学模型,以描述其复杂的神经化学和神经生理学特性。我们在此考虑这些神经元的单室模型,该模型能够描述许多已知的动作电位产生特征,特别是在多种物种的这些细胞中经常观察到的缓慢节律性起搏活动。模型中包括11种离子通道:快速钠电流INa、延迟整流钾电流IKDR、瞬态钾电流IA、缓慢非失活钾电流IM、低阈值钙电流IT、两种高阈值钙电流IL和IN、小电导和大电导钾电流ISK和IBK、超极化激活阳离子电流IH和泄漏电流ILeak。在第3 - 8节中,详细考虑了每种电流类型,并尽可能根据电压钳数据估计参数。对BK电流考虑了三种模型,对泄漏电流考虑了两种模型。细胞内钙离子浓度Cai是一个额外的组成部分,第9节讨论了钙动力学以及缓冲和泵浦作用。文章的其余部分包含了对计算解的描述,这些解揭示了在几种参数设置下的自发和驱动动作电位。重点关注通常与这些神经元相关的特性,特别是动作电位的持续时间长、动作电位前沿的陡峭上升、起搏器样动作电位、持久的超极化后电位以及动作电位后向阈值的斜坡样恢复。在某些情况下,膜电位轨迹显示出双峰或有驼峰或缺口,正如一些实验研究中所报道的那样。动作电位间隔期间IA和IT的计算时间进程支持了它们在影响动作电位频率方面存在竞争的普遍观点。一些研究人员在这些神经元中发现的IH促进了自发活动。对于合理的参数集,可获得约0.6Hz至1.2Hz的动作电位频率,但通过特殊的参数选择可获得高达6Hz的频率。研究并与实验比较的主题包括肩部、缺口、阳极断裂现象、去甲肾上腺素能输入的影响、频率与电流曲线、去极化阻滞、细胞大小的影响以及IM的影响。还研究了激活5-HT1A自身受体的抑制作用。对体外与体内放电行为进行了大量讨论,重点关注去甲肾上腺素能输入、促肾上腺皮质激素释放因子和食欲素能输入的作用。细胞在核内的位置可能是一个主要因素,与动物的状态一起。