自主神经系统对平衡因子的即时反应,它们的神经内分泌免疫伴随物和预测因子

I. Popovych
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引用次数: 2

摘要

介绍。在Truskavets的Balneology科学学院之前的研究中,已经表明,在使用生物活性水Naftussya (BAWN)的反应中,自主神经系统的活性发生了变化。然而,反应的性质是不明确的,并受到物体初始参数的星座的限制[15,16,24,28]。利尿、胃胰分泌、血流动力学等即时反应也有穿插[2,6,9,27,28,31]。在BAWN作用机制的适应原概念背景下[22],自主神经系统的多元反应也伴随着脑电图、血液免疫图及其中适应激素水平的一些参数的变化[14- 16,24,28]。然而,BAWN对神经系统、内分泌系统和免疫系统的直接影响的特异性问题仍然是相关的,这些系统的功能作为一个三重复合物相互关联[15,21,22,28]。这个问题的答案可以通过比较自主神经系统对BAWN的反应和对普通(日常)水的反应,以及对其他天然适应原的反应来得到。这就是本研究的目的。材料和方法。观察对象为15名男性志愿者(年龄26÷60岁,M±SD: 44±12岁),无任何临床诊断,但有中度神经内分泌免疫复合物功能障碍(适应不良)。首先,志愿者填写一份问卷,目的是估计特质焦虑的水平[29]。采用“NeuroCom Standard”(生产商KhAI Medica, Kharkiv,乌克兰)硬件-软件复核仪,在16个位点(Fp1, Fp2, F3, F4, F7, F8, C3, C4, T3, T4, P3, P4, T5, T6, O1, O2)用10-20国际制单极仪记录脑电图25秒,参考电极A和Ref在耳穗上。根据设备说明书,选取脑电平均幅值(μV)、模态频率(Hz)、频率偏差(Hz)、指数(%)、不对称系数(%)、绝对(μV2/Hz)和相对(%)功率谱密度(SPD)的各位点:β (35÷13 Hz)、α (13÷8 Hz)、θ (8÷4 Hz)和δ (4÷0,5 Hz)。此外,利用公式[18]计算各节律SPD的侧度指数(lateral Index, LI, % = Σ[200•(右-左)/(右+左)]/8。对于每个位点,采用经典CE Shannon公式[30]计算归一化SPD的熵(h): h= [SPDα•log2 SPDα + SPDβ•log2 SPDβ + SPDθ•log2 SPDθ + + SPDδ•log2 SPDδ]/log2 4
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Immediate responses of the autonomic nervous system to the balneofactors, their neuro-endocrine-immune accompaniments and predictors
Introduction. In previous studies of the Truskavets’ Scientific School of Balneology, it has been shown that in response to the use of Bioactive Water Naftussya (BAWN) the activity of the autonomic nervous system changes. However, the nature of the reaction is ambiguous and is conditioned by the constellation of the initial parameters of the body [15,16,24,28]. The immediate reactions of diuresis, gastric and pancreatic secretion, hemodynamics were also interspersed [2, 6, 9, 27, 28, 31]. In the context of the adaptogenic concept of the mechanism of action BAWN [22], it is also shown that the polyversive reactions of the autonomic nervous system are accompanied by changes in some parameters of the electroencephalogram, immunogram of blood and levels of adaptation hormones in it [14-16, 24, 28]. However, the issue of the specificity of immediate effects of BAWN on the nervous, endocrine and immune systems, that function interconnected as a triple complex [15, 21, 22, 28], is still relevant. The answer to this question can be obtained by comparing the reactions of the autonomic nervous system to BAWN with reactions to ordinary (daily) water on the one hand, and other natural adaptogens on the other hand. This is the objective of this study. Material and Methods. The objects of the observation were 15 volunteers-men (aged 26÷60 years, M±SD: 44±12 years) without any clinical diagnose but with a moderate dysfunction of neuroendocrine-immune complex (dysadaptation). At first volunteers filled in a questionnaire with the purpose of estimation of the level of the trait anxiety [29]. Then EEG was recorded for 25 sec by means of the hardware-software complex ‘NeuroCom Standard’ (producer KhAI Medica, Kharkiv, Ukraine) monopolar in 16 loci (Fp1, Fp2, F3, F4, F7, F8, C3, C4, T3, T4, P3, P4, T5, T6, O1, O2) by 10-20 international system, with the reference electrodes A and Ref on tassels of the ears. Among the options the average EEG amplitude (μV) was considered as well as the modal frequency (Hz), frequency deviation (Hz), index (%), coefficient of asymmetry (%), absolute (μV2/Hz) and relative (%) power spectrum density (SPD) of basic rhythms: β (35÷13 Hz), α (13÷8 Hz), θ (8÷4 Hz) and δ (4÷0,5 Hz) in all loci, according to the instructions of the device. In addition, the Laterality Index (LI) for SPD of each rhythm was calculated using the formula [18]: LI, % = Σ [200•(Right – Left)/(Right + Left)]/8. For each locus the Entropy (h) of normalized SPD was also calculated by using classical CE Shannon’s formula [30]: h= [SPDα•log2 SPDα + SPDβ•log2 SPDβ + SPDθ•log2 SPDθ + + SPDδ•log2 SPDδ]/log2 4
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