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Significance of the zero sum principle for circadian, homeostatic and allostatic regulation of sleep-wake state in the rat

机译:零和原则对大鼠睡眠唤醒状态的昼夜,稳态和同构调节的意义

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Sleep-wake behavior exhibits diurnal rhythmicity, rebound responses to acute total sleep deprivation (TSD), and attenuated rebounds following chronic sleep restriction (CSR). We investigated how these long-term patterns of behavior emerge from stochastic short-term dynamics of state transition. Male Sprague-Dawley rats were subjected to TSD (1 day x 24 h, N = 9), or CSR (10 days x 18 h TSD, N = 7) using a rodent walking-wheel apparatus. One baseline day and one recovery day following TSD and CSR were analyzed. The implications of the zero sum principle were evaluated using a Markov model of sleep-wake state transition. Wake bout duration (a combined function of the probability of wake maintenance and proportional representations of brief and long wake) was a key variable mediating the baseline diurnal rhythms and post-TSD responses of all three states, and the attenuation of the post-CSR rebounds. Post-NREM state transition trajectory was an important factor in REM rebounds. The zero sum constraint ensures that a change in any transition probability always affects bout frequency and cumulative time of at least two, and usually all three, of wakefulness, NREM and REM. Neural mechanisms controlling wake maintenance may play a pivotal role in regulation and dysregulation of all three states. (C) 2016 Elsevier Inc All rights reserved.
机译:觉醒行为表现出昼夜节律,对急性总睡眠剥夺(TSD)的反弹反应以及慢性睡眠受限(CSR)后的反弹减弱。我们调查了这些长期行为模式是如何从状态转变的随机短期动态中产生的。使用啮齿动物步行轮设备对雄性Sprague-Dawley大鼠进行TSD(1天x 24小时,N = 9)或CSR(10天x 18 h TSD,N = 7)。分析了TSD和CSR后的一个基准日和一个恢复日。零和原理的含义是使用睡眠-唤醒状态转换的马尔可夫模型进行评估的。唤醒回合持续时间(唤醒维持概率与短暂和长时间唤醒的比例表示的组合函数)是调解所有三个状态的基线昼夜节律和TSD后反应以及CSR后反弹衰减的关键变量。 NREM后的状态转变轨迹是REM反弹的重要因素。零和约束确保任何过渡概率的变化始终会影响唤醒,NREM和REM中至少两个(通常是三个)的回合频率和累积时间。控制尾流维持的神经机制可能在这三种状态的调节和失调中起关键作用。 (C)2016 Elsevier Inc保留所有权利。

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