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A novel vision for mathematical model between electromagnetic radiation and thermodynamic parameters in biochemistry frame
Applied Nanoscience Pub Date : 2021-08-04 , DOI: 10.1007/s13204-021-01989-z
Saif Mohamed Baraa AL-Sabti 1 , Dogu Cagdas Atilla 1
Affiliation  

This paper shows a novel approach and a new model to find the relation of formulas between the thermodynamic parameters and electromagnetic parameters, directly and indirectly. Effectiveness of formulas is discussed by considering issues: no thermoregulation process (including body metabolism), no heat transfer consideration, and the Heating loss has not occurred and boundary conditions in a closed system. The enthalpy, internal energy, and Gibbs free energy are perfect indicators for describing bio-reaction in the human body. Because they are state functions (they are independent of intermediate steps, just first and final steps), they are affected by the SAR estimation that represents the absorption power throughout human tissue. These formulas brought in many features to control body reactions or Krebs cycle. Moreover, the derived formulas convert the reaction from non-spontaneous to spontaneous form by converting Gibbs free energy to a negative value. According to findings, the model can be applied in across many disciplines, such as medical treatment, lipid decomposition, cancer healing, and physical therapy. And in the end, as a result of an increase in the concentration of electromagnetic waves in the atmosphere due to technological development, which urges urgently to amend and update all equations to take into account the effect of magnetic waves in all disciplines affected by them.



中文翻译:

生化框架下电磁辐射与热力学参数数学模型的新构想

本文展示了一种直接或间接寻找热力学参数和电磁参数之间公式关系的新方法和新模型。通过考虑以下问题讨论公式的有效性:没有温度调节过程(包括身体新陈代谢),没有热传递考虑,没有发生热损失和封闭系统中的边界条件。焓、内能和吉布斯自由能是描述人体生物反应的完美指标。因为它们是状态函数(它们独立于中间步骤,只是第一步和最后一步),所以它们会受到代表整个人体组织吸收能力的 SAR 估计的影响。这些公式带来了许多功能来控制身体反应或克雷布斯循环. 此外,导出的公式通过将吉布斯自由能转换为负值,将反应从非自发形式转换为自发形式。根据研究结果,该模型可以应用于许多学科,例如医学治疗、脂质分解、癌症治愈和物理治疗。最后,由于技术发展导致大气中电磁波浓度的增加,迫切需要修改和更新所有方程,以考虑到磁波在受其影响的所有学科中的影响。

更新日期:2021-08-10
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