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Stages in the normal development of Rana pipiens larvae.北美豹蛙幼体的正常发育阶段。
Anat Rec. 1946 Jan;94:7-13. doi: 10.1002/ar.1090940103.
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Transistor analogs of emergent iono-neuronal dynamics.新兴离子-神经元动力学的晶体管类似物。
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Failure in distinguishing colored noise from chaos using the "noise titration" technique.使用“噪声滴定”技术区分有色噪声和混沌时失败。
Phys Rev E Stat Nonlin Soft Matter Phys. 2009 Mar;79(3 Pt 2):035201. doi: 10.1103/PhysRevE.79.035201. Epub 2009 Mar 3.
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Chaotic signatures of heart rate variability and its power spectrum in health, aging and heart failure.健康、衰老及心力衰竭状态下心率变异性的混沌特征及其功率谱
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Effects of inspiratory loading on the chaotic dynamics of ventilatory flow in humans.吸气负荷对人体通气气流混沌动力学的影响。
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Pacemakers handshake synchronization mechanism of mammalian respiratory rhythmogenesis.哺乳动物呼吸节律产生的起搏器握手同步机制。
Proc Natl Acad Sci U S A. 2008 Nov 18;105(46):18000-5. doi: 10.1073/pnas.0809377105. Epub 2008 Nov 13.
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Source of human ventilatory chaos: lessons from switching controlled mechanical ventilation to inspiratory pressure support in critically ill patients.人类通气紊乱的根源:危重症患者从控制机械通气转换为吸气压力支持的经验教训。
Respir Physiol Neurobiol. 2008 Apr 30;161(2):189-96. doi: 10.1016/j.resp.2008.02.006. Epub 2008 Feb 29.
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Respiratory network complexity in neonatal rat in vivo and in vitro.新生大鼠体内和体外的呼吸网络复杂性
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Heart rate variability in pediatric obstructive sleep apnea.
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成熟和酸中毒对离体牛蛙脑干神经呼吸输出混沌复杂性的影响。

Effects of maturation and acidosis on the chaos-like complexity of the neural respiratory output in the isolated brainstem of the tadpole, Rana esculenta.

机构信息

Service Central d'Explorations Fonctionnelles Respiratoires, Groupe Hospitalier Pitie-Salpetriere, 47-83 Boulevard de l'Hôpital, Paris Cedex 13, France.

出版信息

Am J Physiol Regul Integr Comp Physiol. 2011 May;300(5):R1163-74. doi: 10.1152/ajpregu.00710.2009. Epub 2011 Feb 16.

DOI:10.1152/ajpregu.00710.2009
PMID:21325645
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC3094042/
Abstract

Human ventilation at rest exhibits mathematical chaos-like complexity that can be described as long-term unpredictability mediated (in whole or in part) by some low-dimensional nonlinear deterministic process. Although various physiological and pathological situations can affect respiratory complexity, the underlying mechanisms remain incompletely elucidated. If such chaos-like complexity is an intrinsic property of central respiratory generators, it should appear or increase when these structures mature or are stimulated. To test this hypothesis, we employed the isolated tadpole brainstem model [Rana (Pelophylax) esculenta] and recorded the neural respiratory output (buccal and lung rhythms) of pre- (n = 8) and postmetamorphic tadpoles (n = 8), at physiologic (7.8) and acidic pH (7.4). We analyzed the root mean square of the cranial nerve V or VII neurograms. Development and acidosis had no effect on buccal period. Lung frequency increased with development (P < 0.0001). It also increased with acidosis, but in postmetamorphic tadpoles only (P < 0.05). The noise-titration technique evidenced low-dimensional nonlinearities in all the postmetamorphic brainstems, at both pH. Chaos-like complexity, assessed through the noise limit, increased from pH 7.8 to pH 7.4 (P < 0.01). In contrast, linear models best fitted the ventilatory rhythm in all but one of the premetamorphic preparations at pH 7.8 (P < 0.005 vs. postmetamorphic) and in four at pH 7.4 (not significant vs. postmetamorphic). Therefore, in a lower vertebrate model, the brainstem respiratory central rhythm generator accounts for ventilatory chaos-like complexity, especially in the postmetamorphic stage and at low pH. According to the ventilatory generators homology theory, this may also be the case in mammals.

摘要

人类在休息时的通气表现出类似于数学混沌的复杂性,可以描述为长期不可预测性,由一些低维非线性确定性过程介导(全部或部分)。尽管各种生理和病理情况都可能影响呼吸的复杂性,但潜在的机制仍不完全清楚。如果这种类似混沌的复杂性是中枢呼吸发生器的固有特性,那么当这些结构成熟或受到刺激时,它应该出现或增加。为了验证这一假设,我们采用了孤立的蝌蚪脑干模型[Pelophylax esculenta],并记录了生理(7.8)和酸性(7.4)条件下前(n=8)和后(n=8)变态期蝌蚪的神经呼吸输出(口咽和肺节律)。我们分析了颅神经 V 或 VII 神经图的均方根。发育和酸中毒对口咽周期没有影响。肺频率随发育而增加(P<0.0001)。它也随酸中毒而增加,但仅在后变态期蝌蚪中(P<0.05)。噪声滴定技术证明了所有后变态期脑干在两种 pH 值下都存在低维非线性。通过噪声极限评估的类似混沌的复杂性从 pH 7.8 增加到 pH 7.4(P<0.01)。相比之下,在 pH 7.8 时,除了一个前变态期制剂外,所有制剂的线性模型都能最好地拟合通气节律(P<0.005 比后变态期),而在 pH 7.4 时有四个制剂(与后变态期相比无显著差异)。因此,在一种较低等脊椎动物模型中,脑干呼吸中枢节律发生器解释了通气的类似混沌复杂性,特别是在后变态期和低 pH 值时。根据通气发生器同源性理论,在哺乳动物中也可能如此。