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首页> 外文会议>IEEE International Conference on Smart Cloud >Linger Thermo Theory: Simplifying the Finding of the Entropy of Mediums with Applications that Span from Astrophysics to Human Lifespan
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Linger Thermo Theory: Simplifying the Finding of the Entropy of Mediums with Applications that Span from Astrophysics to Human Lifespan

机译：灵热理论：通过从天体物理学到人类寿命的应用，简化了介质熵的发现

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A new, simple, method is revealed to yield the entropy of mediums such as a black-hole, a photon gas, and a flexible phase. These mediums span the scale of application from astrophysics to the derivation of lifespan bounds for organisms. The offered scheme surfaced through linger thermo theory (LTT), a novel, powerful, and emergent theory of thermal physics that integrates thermodynamics with its recently discovered time-dual named lingerdynamics. The origin of LTT can be traced to the Universal Cybernetics Duality Principle (UCDP), discovered in the late 1970s in Kalman Linear Quadratic Gaussian (LQG) 'continuous' control, with its first application being Matched Processors, a practical parallel processing methodology for 'quantized' control whose development was also motivated by biofeedback research on neural networks computational strategies. Although UCDP based entropies for the aforementioned mediums are now available, a simple scheme guiding as well as enlightening their derivation via the novel LTT has not yet been offered. The revelation of this scheme, a medium degrees of freedom (DoF) dependent one, is studied here. In a cybernetics application, the method is found to simplify the finding of the entropy of a flexible phase water medium, leading to theoretical lifespan bounds for humans that sensibly support the Harman free radical theory of aging. The offered scheme relates in one simple equation four basic physical quantities of a homogenous medium. They are: 1) its entropy, 2) its total mass-energy, 3) its temperature, and 4) its DoF number.
机译：揭示了一种新的，简单的方法来产生诸如黑洞，光子气体和柔性相之类的介质的熵。这些介质的应用范围从天体物理学到生物体的寿命极限的推导。所提供的方案通过“绕射热理论”（LTT）浮出水面，该理论是一种新颖，强大且新兴的热物理学理论，将热力学与其最近发现的时间对偶即“绕射动力学”相结合。 LTT的起源可以追溯到通用控制论对偶原理（UCDP），该原理于1970年代后期在Kalman线性二次高斯（LQG）“连续”控制中发现，其第一个应用是“匹配处理器”，这是一种适用于“量化控制，其发展也受到神经网络计算策略的生物反馈研究的推动。尽管现在可以使用上述介质的基于UCDP的熵，但尚未提供一种通过新颖的LTT指导和启发其推导的简单方案。在此研究了该方案的启示，即依赖于中自由度（DoF）的方案。在控制论应用中，发现该方法可简化对柔性相水介质熵的发现，从而为人类提供理论上的寿命界限，从而合理地支持哈曼自由基衰老理论。所提供的方案在一个简单的方程式中涉及均匀介质的四个基本物理量。它们是：1）它的熵，2）它的总质量能，3）它的温度，和4）它的DoF数。

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