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Cutting–Edge Physics Driven Advancements in Medical Industry 尖端物理学推动医疗行业进步
Pub Date : 2024-07-09 DOI: 10.11648/j.ajmp.20241302.13
Wubshet Mengesha
Science contributed to technology by serving as a direct source and creation of ideas for new knowledge. Technology emerged from the application of this knowledge in terms of products, processes and services. Nowadays, due to the multidisciplinary application of physics, medical technology and radiation treatment has begun and widely accompanied within a technology based medical diagnosis and treatment due to the development of physics. In this paper a detailed description and analysis of scientific achievement and technological advancements of physics in medical industry has been clearly reviewed. The application of physics principles to medical sector has made an outstanding contribution in the diagnosis and treatment of diseases. Many extraordinary tools, those could have played a great role in diagnostic and treatment methods, have appeared as a result of physics discoveries in the last century. This description of physics applications in medical technology and principles has mainly based on comprehensive review of the literature, contributes to suggest the novel ideas used for the innovation of modern medical technologies. This journal paper anecdote the fundamental physical principles used for the innovation of these technological advances, emphasizing their applications to the practice of modern medical industry based on comprehensive review of the literature.
科学是新知识的直接来源和创造者,对技术做出了贡献。在产品、工艺和服务方面应用这些知识,就产生了技术。如今,由于物理学的多学科应用,医疗技术和放射治疗已经开始并广泛伴随着以物理学发展为基础的医疗诊断和治疗技术。本文对物理学在医疗行业的科学成就和技术进步进行了详细描述和分析。物理学原理在医学领域的应用为疾病的诊断和治疗做出了杰出贡献。在上个世纪,由于物理学的发现,出现了许多非凡的工具,这些工具本可以在诊断和治疗方法中发挥巨大作用。本文对物理学在医疗技术和原理中的应用的描述主要基于对文献的全面回顾,有助于提出用于现代医疗技术创新的新思路。这篇期刊论文在全面回顾文献的基础上,轶事式地介绍了用于这些技术进步创新的基本物理原理,强调了这些原理在现代医疗行业实践中的应用。
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引用次数: 0
Characteristics of Two-Electron Atoms Examined Using the Hartree-Fock Approximation Difficulties 利用哈特里-福克近似困难检验双电子原子的特性
Pub Date : 2024-06-03 DOI: 10.11648/j.ajmp.20241302.11
Enass Hasan, S. Abood
The investigation examines the presence and properties of Holomorphic restricted Hartree–Fock (h-RHF) solutions within (2-electron) systems. Through the utilization of (algebraic geometry), the specific ways of solutions associated with n basis functions is formally determined as ½(3n-1), providing clear evidence that states are compulsory for all molecular configurations. A thorough analysis of the h-RHF states of HZ (STO-3G) subsequently highlights both the continuation of Holomorphic solutions amidst variations in geometry or atomic charges, and the emergence of complex h-RHF solutions at points of convergence. By employing "catastrophe theory", these theory converging ways are elaborated upon, certainly the effect of molecular symmetry. We have been two ways getting of result the h-RHF states of HHeH2+ and HHeH (STO-3G), explanation the structural similarity between systems featuring 2-electrons and 2-holes. Eventually, a realization is executed on the h-RHF states of "ethane" (STO-3G) by considering the π-electrons as a two–electron problem, and utilizing NOCI to select an intersection between the ground state energy "singlet and triplet" states at vertical structure. The utilization of the "4-h-RHF" and "4-h-UHF" levels has been employed like a fundamental for "NOCI" in order to detect a junction between "the lowest energy singlet and triplet states" occurring at a curvature "angle of 90◦". This is achieved by approaching the "π electrons" in ethylene as a 2-electron dilemma. Subsequently, this outcome is validated within the context of the basis set approximation through variance within the precise "STO-3G energies" calculated using FCIQMC, showcasing the ability of integrating "Holomorphic Hartree–Fock theory and NOCI".
这项研究考察了(2 电子)系统中全形受限哈特里-福克(h-RHF)解的存在和性质。通过利用(代数几何),与 n 个基函数相关的解的具体方式被正式确定为 ½(3n-1),为所有分子构型都必须存在状态提供了明确的证据。随后,对 HZ (STO-3G) 的 h-RHF 状态进行的深入分析突出显示了全态解在几何或原子电荷变化中的持续性,以及在收敛点出现的复杂 h-RHF 解。通过运用 "灾难理论",这些理论收敛方式得到了详细阐述,当然还有分子对称性的影响。我们通过两种方法得出了 HHeH2+ 和 HHeH 的 h-RHF 状态(STO-3G),解释了以 2 电子和 2 孔为特征的系统之间的结构相似性。最后,通过将 π 电子视为双电子问题,并利用 NOCI 在垂直结构上选择基态能量 "单重态和三重态 "之间的交点,对 "乙烷"(STO-3G)的 h-RHF 状态进行了实现。利用 "4-h-RHF "和 "4-h-UHF "电平作为 "NOCI "的基础,以检测发生在曲率 "90◦角 "的 "最低能量单重态和三重态 "之间的交点。这是通过将乙烯中的 "π 电子 "作为 2 电子困境来实现的。随后,通过使用 FCIQMC 计算的精确 "STO-3G 能量 "的差异,在基集近似的背景下验证了这一结果,展示了 "全形哈特里-福克理论和 NOCI "的整合能力。
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引用次数: 0
Analytical Study of the Behavioral Trend of Klein-Gordon Equation in Different Potentials 不同电位下克莱因-戈登方程行为趋势的分析研究
Pub Date : 2024-02-28 DOI: 10.11648/j.ajmp.20241301.12
Emmanuel Ifeanyi Ugwu, I. H. Kevin
In this work, we present the analysis of behavioral trend of Klein-Gordon Equation involving potential as regards when it comes to the study of particle, it has been observed that in every case of handling of KGE with potential of any type, it is made clear here that the equation has to first off all be transformed into a particular standard differential equation with a well-known solution which appears in form of implicitly defined transcendental equation. The equation on the other hand is to be solved analytically since the exact solution is not easily attainable without the use of mathematical tool especially when it comes to the consideration of the energy eigenvalue and the corresponding wave function because the solution is also always accompanied with a normalization constant often coupled with a condition that requires an arbitrarily chosen quantum number that come up when (l=0) and so on. In general, the analysis reveals the fact that the of trend of KGE involving potential gives a good understanding in the study of inter-molecular structure, diatomic crystals, and such case that involves inter-atomic interaction which is gives very nice idea in the study of bound state in atom.
在这项研究中,我们分析了涉及粒子研究的克莱因-哥顿方程(Klein-Gordon Equation)的势能行为趋势,我们发现,在处理任何类型势能的克莱因-哥顿方程(KGE)时,首先必须将该方程转化为一个特定的标准微分方程,其已知解以隐含定义的超越方程的形式出现。另一方面,该方程需要分析求解,因为如果不使用数学工具,就很难得到精确的解,特别是在考虑能量特征值和相应的波函数时,因为解总是伴随着一个归一化常数,通常还加上一个条件,要求在(l=0)时出现一个任意选择的量子数,等等。总之,分析表明,涉及势的 KGE 趋势在研究分子间结构、双原子晶体和涉及原子间相互作用的情况时能很好地理解,这在研究原子束缚态时提供了很好的思路。
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引用次数: 0
Strongly Coupled Fermions in Odd Dimensions and the Running Cut-off Λd 奇次元中的强耦合费米子与运行截止值Λd
Pub Date : 2024-01-11 DOI: 10.11648/j.ajmp.20241301.11
E. Filothodoros
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引用次数: 0
Annular Axisymmetric Stagnation Flow of a Casson Fluid Through Porous Media in a Moving Cylinder 卡松流体在移动圆筒中通过多孔介质的环形轴对称停滞流
Pub Date : 2023-12-14 DOI: 10.11648/j.ajmp.20231203.12
M. Farooq, Abdul Rehman, Naveed Sheikh
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引用次数: 0
The Increasing of the Heat Transfer Coefficient of Short Linear Heat Pipes 提高短直线热管的传热系数
Pub Date : 2023-11-17 DOI: 10.11648/j.ajmp.20231203.11
Seryakov Arkady Vladimirovich
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引用次数: 0
Approximation of the Sum of a Power Series by Its First Four Terms 幂级数前四项之和的近似值
Pub Date : 2023-06-20 DOI: 10.11648/j.ajmp.20231202.12
Konstantin Ludanov
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引用次数: 0
The Thermodynamics Cycles with a Reversible Chemical Reaction 可逆化学反应的热力学循环
Pub Date : 2023-06-09 DOI: 10.11648/j.ajmp.20231202.11
Kanysh Sabdenov
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引用次数: 0
Impact of Variant Fibre Blend Ratios, pH Levels and Finishing Types on Comfort Properties of Polyester/Cotton Knitted Fabric 不同纤维混纺比、pH值及整理类型对涤棉针织物舒适性的影响
Pub Date : 2023-01-17 DOI: 10.11648/j.ajmp.20231201.12
Muhammad Qamar Tusief, Muhammad Hussain Sabir
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引用次数: 0
Numerical Study of the Dynamics of a Cyclone Modeled by a Vertical Vorticity Vector Considering a Radial Velocity as a Function of Time 考虑径向速度随时间变化的垂直涡量矢量模拟气旋动力学的数值研究
Pub Date : 2023-01-17 DOI: 10.11648/j.ajmp.20231201.11
Alioune Faye, Mamadou Bamba Sene, C. Mbow
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引用次数: 0
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American Journal of Modern Physics
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