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首页> 外文期刊>Journal of pharmacokinetics and pharmacodynamics >Competition between acetylcholine and a nondepolarizing muscle relaxant for binding to the postsynaptic receptors at the motor end plate: simulation of twitch strength and neuromuscular block.
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Competition between acetylcholine and a nondepolarizing muscle relaxant for binding to the postsynaptic receptors at the motor end plate: simulation of twitch strength and neuromuscular block.

机译:乙酰胆碱和非去极化肌肉松弛剂之间的竞争,以结合在运动终板的突触后受体:抽搐强度和神经肌肉阻滞的模拟。

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摘要

The goal of the study was to simulate twitch strength and neuromuscular block produced by nondepolarizing muscle relaxants. METHODS: In the proposed model, affinities of the two binding sites at a single postsynaptic receptor for acetylcholine (A) and the muscle relaxant (D) define the formation of three complexes with A only, three complexes with D only, and two complexes with both A and D. Twitch strength was postulated to be a function of the receptors with both binding sites occupied by A, and two constants. Neuromuscular block (NMB) was calculated from NMB = 1-twitch. RESULTS: Stimulus-induced release of A results in rapid, but transient, changes in the concentrations of free A, the eight complexes, and the unoccupied receptors. Muscle relaxants that display either a congruous or an inverse pattern of affinities for the binding sites relative to those of A produce NMB vs. [D] curves with slightly different slopes but markedly different estimates for IC50. Depending on the number of activated receptors at the end plates of muscle fibers, the simulations represent the distributions of contracting fibers in a whole muscle. CONCLUSION: Simulations of competition between A and D for binding to two sites at a receptor reveal that the potencies of muscle relaxants, defined by IC50, and the slopes of the NMB vs. [D] curves depend on (1) the affinities of D for the two binding sites, (2) the orientation of the affinities relative to those of A, and (3) the affinities of A for the same two sites.
机译:该研究的目的是模拟由非去极化肌肉松弛剂产生的抽搐强度和神经肌肉阻滞。方法:在所提出的模型中,在单个突触后受体上乙酰胆碱(A)和肌肉松弛剂(D)的两个结合位点的亲和力定义了仅具有A的三个复合物,仅具有D的三个复合物和具有D的两个复合物的形成。推定强度被认为是受体的函数,两个结合位点都被A占据,并且具有两个常数。由NMB = 1次抽搐计算神经肌肉阻滞(NMB)。结果:刺激诱导的A释放导致游离A,八种复合物和未占据受体的浓度快速但短暂地变化。相对于A的结合位点,无论表现出亲和力的亲和力还是反向关系的肌肉松弛剂,产生的NMB与[D]曲线的斜率略有不同,但IC50的估算值却明显不同。根据肌肉纤维终板上活化受体的数量,模拟代表收缩纤维在整个肌肉中的分布。结论:A和D竞争结合受体两个位点的竞争模拟表明,肌肉松弛剂的效力由IC50定义,NMB与[D]曲线的斜率取决于(1)D的亲和力对于两个结合位点,(2)亲和力相对于A的亲和力方向,(3)A对相同两个位点的亲和力。

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