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中國畜牧學會會誌

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篇名 心脈圖相關單子論的互衡太極雙相
卷期 46增刊
並列篇名 Sphygmocardiogram on monadology of counter-balancing Taijiforms
作者 張春梵黃友正王大為黃群耀高成炎
頁次 204-204
關鍵字 心脈圖單子學理論互衡太極雙相型態SphygmocardiogramMonadologyCounter-balancing Taijiforms
出刊日期 201712

中文摘要

心脈圖代表極高複雜度動態的心血管系統彈性案例,基於相較心電圖的半彈性案例與心音圖的僵性案例。萊布尼茲的單子學理論概念或可藉由複雜度降階,重整非線性動態系統成為階層型單子,範例即是經驗型暨瞬時型運算衍岀對偶因子型式的無可分割亞單子,意即生成與耗散相關陽陰互衡太極雙相型態。心脈圖的血壓脈波經驗地暨瞬時地運算衍生對偶因子型式的無可分割亞單子,意即雙相互衡相關陽生成相態血液流力與陰耗散相態血管阻抗。指端光積圖類型心脈圖擬血壓的脈波數據,運算衍出週期性二級單子僅具有限可數的至少八對陽陰生成耗散相態,相內同類相態因子似乎呈現特定型空間秩序,相間成對相態因子似乎呈現近線性時間秩序。同法,本例運算程序似可應用於心電圖暨心音圖相關數據。

英文摘要

The Sphygmocardiogram (SCG) may represent a flexible case with highest complexity along with Electrocardiogram (ECG) of a semi-flexible case and Phonocardiogram (PCG) of a rigid case within the nonlinear cardiovascular system (CVS). The theoretic concept of Leibniz’s Monadology may reorder nonlinear dynamics by complexity down-scaling towards hierarchical levels of the monads in which are empirically and instantaneously exemplified with the putative pair of inseparable submonad factors as of the counter-balancing Taijiforms of yan (generator) and yin (dissipator) phase formats. The SCG pulse wave of simulated blood pressure may empirically and instantaneously derive the paired inseparable putative submonad factors as of respective generator hydraulicity (yan) of blood flow and the dissipator impedance (yin) of cardiovascular movements in their numerical presence manifesting the volumetric (or displacement) values from original waveform measurements. The SCG data of fingertip photoplethysmography (PPG) may derive periodic second-level monads comprising at least 8 component pairs of finite and countable generators and dissipators among which may disclose the likely constant spatial order of respective intra-set generators and dissipators and as well the likely near-linear temporal order between intra-pair generators and dissipators of respective submonad sets. Likewise, the putative process of this study may be applicable to both ECG and PCG data.

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