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Numerical analysis of thin cylindrical shell vibrations with a weak nonlinearity 具有弱非线性的薄圆柱壳振动的数值分析
Q4 MATHEMATICS Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.01
Askat K. Kudaibergenov Analysis of Thin, Askar Kudaibergenov Shell Vibrations with a, Askar K. L.A. Khajiyeva, 1. Kudaibergenov
. In this paper, nonlinear vibrations of an infinite thin cylindrical shell as a limiting case of a nanotube are studied. The main relations of Sanders-Koiter’s nonlinear shell theory and the Hamilton variation principle are applied to obtain a nonlinear mathematical model of the shell vibrations and allow fully accounting for the influence of nonlinear effects. Using the method of multiple scales with specification of fast and slow times, high-order asymptotic relations taking into account quadratic and cubic nonlinearities are found. Based on the solution of the asymptotic scheme at fourth order and application of the inextensibility condition for the semi-membrane shell theory, the numerical analysis of tangential and radial displacements of the cylindrical shell at leading order relative to the Fourier coefficients is conducted. The impact of the wave number, polar angle, radius, and wall thickness of the shell on the amplitude and period of the arising vibrations is investigated. Numerical illustrations of the obtained solutions are presented for several cases.
. 本文研究了无限薄圆柱壳作为纳米管的极限情况下的非线性振动问题。利用Sanders-Koiter非线性壳理论的主要关系和Hamilton变分原理,得到了壳振动的非线性数学模型,充分考虑了非线性效应的影响。利用指定快慢时间的多尺度方法,得到了考虑二次非线性和三次非线性的高阶渐近关系。基于四阶渐近格式的解,应用半膜壳理论的不可拓性条件,对圆柱壳在阶上的切向位移和径向位移相对于傅里叶系数进行了数值分析。研究了波数、极角、半径和壳壁厚度对产生振动的振幅和周期的影响。给出了几种情况下所得解的数值说明。
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引用次数: 0
Theory of energy loss of charged projectiles in magnetized one-component plasmas 磁化单组分等离子体中带电弹丸的能量损失理论
Q4 MATHEMATICS Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.09
I. M. Tkachenko, V. M. Rylyuk
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引用次数: 0
Numerical study of flow srtucture (mixing process and rectivity) of diluted hydrogen non-premixed supersonic combustion system 稀氢非预混超声速燃烧系统流动结构(混合过程和响应率)的数值研究
Q4 MATHEMATICS Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.05
G. A. Ashirova
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引用次数: 0
A problem with impulse actions for nonlinear ODEs 非线性ode的脉冲作用问题
Q4 MATHEMATICS Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.04
M. Mukash, A. Assanova, O. Stanzhytskyi
. In the paper, we consider problem with impulse actions for system of nonlinear ordinary differential equations (ODEs) in the interval. For solving this problem we use a modification of parameterization method by Dulat Dzhumabaev. In the modification of the method we introduce the parameters as the values of the unknown function at the middle of the subintervals of the partition of the considered interval. The problem with impulse actions transfers to an equivalent problem system of nonlinear ODEs with parameters. Conditions for an existence of solution to the equivalent problem are obtained. Existence theorem for solutions this problem is established by one generalizes a theorem of Hadamard. We also constructed an algorithm for finding of solution to this problem. Finally, we found conditions for solvability to the problem with impulse actions for system of nonlinear ODEs in terms of special matrix composed by the initial data. This method can be applied to various types of nonlinear problems with impulse actions for ODEs.
. 研究区间内非线性常微分方程系统的脉冲作用问题。为了解决这个问题,我们采用了Dulat Dzhumabaev对参数化方法的改进。在对该方法的改进中,我们引入了参数作为未知函数在考虑区间划分的子区间中间的值。具有脉冲作用的问题转化为具有参数的非线性微分方程的等效问题系统。得到了等效问题解存在的条件。通过推广哈达玛尔定理,建立了该问题解的存在性定理。我们还构造了一个求解该问题的算法。最后,用由初始数据组成的特殊矩阵给出了非线性微分方程系统具有脉冲作用问题的可解条件。该方法可用于求解具有脉冲作用的非线性微分方程问题。
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引用次数: 0
Advances in quantum computing: A comprehensive review of quantum algorithms and applications in physics 量子计算的进展:量子算法及其在物理学中的应用的全面回顾
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i2a.60
Dr. Sushila Srivastava, Dr. Monika Malik, Shubham .
Quantum computing, an innovative fusion of quantum mechanics and computer science, has emerged as a transformative force in the field of physics research. This comprehensive review article explores the advancements in quantum computing, focusing on quantum algorithms and their applications in various areas of physics. The review begins with an introduction to the fundamentals of quantum computing, elucidating the principles of qubits, quantum gates, and quantum algorithms. Subsequently, the article delves into the latest developments in quantum algorithms, including Shor's algorithm for factoring large numbers, Grover's algorithm for quantum search, and quantum phase estimation for simulating quantum systems. Furthermore, the review explores the practical applications of quantum computing in physics, encompassing quantum simulations of complex systems, quantum chemistry calculations, and quantum optimization for problem-solving. Additionally, the article presents case studies that demonstrate the practical implications of quantum computing in specific physics applications. The review also addresses the challenges and prospects of quantum computing in physics, including quantum error mitigation, hardware scalability, and quantum-classical interfaces. Ethical and societal considerations related to quantum computing's cryptographic impact, access, and responsible development are also discussed. Furthermore, the review explores the future directions of quantum computing in physics, from quantum supremacy to quantum machine learning and quantum gravity. The article concludes with reflections on the transformative potential of quantum computing in physics research and the importance of collaborative efforts, interdisciplinary research, and responsible development in shaping the future of quantum technologies. Overall, this comprehensive review offers valuable insights into the current state of quantum computing in physics and the exciting possibilities that lie ahead for unravelling the mysteries of the universe.
量子计算是量子力学和计算机科学的创新融合,已经成为物理研究领域的一股变革力量。这篇全面的综述文章探讨了量子计算的进展,重点是量子算法及其在物理各个领域的应用。回顾开始介绍量子计算的基础知识,阐明量子比特,量子门和量子算法的原理。随后,文章深入研究了量子算法的最新进展,包括用于大数分解的short '算法、用于量子搜索的Grover'算法和用于模拟量子系统的量子相位估计。此外,本文还探讨了量子计算在物理学中的实际应用,包括复杂系统的量子模拟、量子化学计算和解决问题的量子优化。此外,本文还介绍了案例研究,展示了量子计算在特定物理应用中的实际含义。该综述还讨论了量子计算在物理学中的挑战和前景,包括量子误差缓解、硬件可扩展性和量子经典接口。还讨论了与量子计算的密码学影响、访问和负责任的开发相关的伦理和社会考虑。此外,本文还探讨了量子计算在物理学中的未来发展方向,从量子霸权到量子机器学习和量子引力。文章最后反思了量子计算在物理研究中的变革潜力,以及协作努力、跨学科研究和负责任发展在塑造量子技术未来中的重要性。总的来说,这篇全面的综述为物理学中量子计算的现状提供了宝贵的见解,并为解开宇宙之谜提供了令人兴奋的可能性。
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引用次数: 0
Rearview of medical laser application in neuro-tumor operations 医学激光在神经肿瘤手术中的应用回顾
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i2a.65
Nada Basheer, Murtadha La Shaghnab, Mohmmed Ahmed
The effectiveness of endoscopic therapy to the NEURO Co2 laser path utilizing the Nd:YAG laser file was the subject of a medical study done as part of the medical diagnostic study for physicians receiving training in curative surgery and neurology. Discovering the ELANA system's initial application. whereby eight patients with ischemia and 26 patients with big aneurysms were examined. As a result, diagnostic findings from frozen biopsies and frozen section biopsies seemed to be comparable. In neurosurgery, exogenous fluorescent dyes have been utilized in conjunction with LSCE to enhance morphological features. The ability to proliferate is stronger in SR101 astrocytoma cells.
利用Nd:YAG激光文件对NEURO Co2激光路径进行内窥镜治疗的有效性是一项医学研究的主题,该研究是接受治疗性外科和神经病学培训的医生的医学诊断研究的一部分。发现ELANA系统的初始应用。其中对8例局部缺血患者和26例大动脉瘤患者进行了检查。因此,冷冻活检和冷冻切片活检的诊断结果似乎是相似的。在神经外科中,外源性荧光染料已与LSCE结合使用,以增强形态学特征。SR101星形细胞瘤细胞的增殖能力更强。
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引用次数: 0
LRS Bianchi type II string magnetized barotropic perfect fluid cosmological model in Rosen’s biometric theory of gravitation LRS Bianchi型弦磁化正压性完美流体宇宙学模型在Rosen生物计量引力理论中的应用
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i2a.56
NP Gaikwad
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引用次数: 0
Estimation of percentile score based on marks obtained in an examination: A simple mathematical model 根据考试成绩估计百分位分数:一种简单的数学模型
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i1a.48
Sudipto Roy
In order to find whether a student is eligible for admission to higher academic institutions, it is often necessary to estimate the percentile score of the student, based on the marks obtained in a competitive examination. In the present article, we have discussed a very simple mathematical model to calculate the percentile score based on marks. For this purpose, we have defined a function representing the probability that a certain fraction of the syllabus has been studied by a candidate before appearing for the examination. Another function has been derived, in terms of that fraction, representing the probable percentage of marks obtained by the candidate. Using these functions, we have derived expressions for the expected percentile score and the rank of the candidate in terms of the percentage of marks. To determine the values of the constant parameters involved in the present model, one is supposed to use the marksversus-percentile-versus-rank data obtained from the results of previous years. Due to the unavailability of these data, we have used different combinations of values of the parameters to show graphically how the percentile score and rank of a candidate vary as functions of the percentage of marks obtained in the examination.
为了确定一个学生是否有资格进入高等院校,通常有必要根据学生在竞争性考试中获得的分数来估计学生的百分位分数。在本文中,我们讨论了一个非常简单的数学模型来计算基于分数的百分位分数。为此,我们定义了一个函数,表示考生在参加考试之前已经学习了教学大纲的某一部分的概率。根据这个分数,推导出另一个函数,表示候选人获得的分数的可能百分比。使用这些函数,我们推导出期望值百分位分数和候选人的分数百分比的表达式。为了确定本模型中涉及的常数参数的值,人们应该使用从前几年的结果中获得的分数-百分位数-排名数据。由于这些数据的不可获得性,我们使用了参数值的不同组合,以图形方式显示候选人的百分位分数和排名如何作为考试中获得的分数百分比的函数变化。
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引用次数: 0
Excess lifetime cancer risk assessment of radiographers at some radiography facilities in Warri, Delta state 三角洲州瓦里一些放射设施放射技师的过量终身癌症风险评估
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i2a.64
Ukerun-Akpesiri Avwerosuoghene Amanda, Agbajor Godwin Kparobo, Akpolile Anita Franklin, Ovwasa Sylvester Obakpororo, Mokobia Chukwuma Emmanuel
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引用次数: 0
Rolle's Theorem and its application in Tharu's traditional house 罗勒定理及其在塔鲁传统住宅中的应用
Q4 MATHEMATICS Pub Date : 2023-01-01 DOI: 10.33545/26648636.2023.v5.i2a.61
Parshu Ram Chaudhary, Dinesh Panthi, Chet Raj Bhatta
The indigenous people Tharu's have a distinctive culture and way of life. While performing daily tasks, they practice their own mathematical concepts and thinking. The study of mathematical ideas and skills that are common within a population but are often not included in the formal curriculum. This study intends to reveal the secret mathematical expertise and knowledge used in Tharu's traditional House. The observation and documentation analysis approach was utilized in this study's data collection to attain its objectives. This study is intended to uncover the mathematical concepts embedded in the construction of traditional Tharu houses. The resketching of the image of the traditional houses obtained in the field is carried out to facilitate the mathematical ideas in the construction of the traditional house. This finding demonstrates that Rolle's Theorem is applicable in practice and is clear enough to comprehend its principles from Tharu's traditional home.
塔鲁土著人民有着独特的文化和生活方式。在执行日常任务时,他们练习自己的数学概念和思维。数学:对在人群中普遍存在但通常不包括在正式课程中的数学思想和技能的研究本研究旨在揭示塔鲁传统房屋中使用的秘密数学专业知识和知识。本研究的数据收集采用观察和文献分析方法,以达到其目的。本研究旨在揭示嵌入传统塔鲁房屋建筑中的数学概念。对在野外获得的传统房屋图像进行重新绘制,以方便传统房屋建造中的数学思想。这一发现表明罗尔定理在实践中是适用的,并且足够清晰,可以从塔鲁的传统家园中理解其原理。
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International Journal of Mathematics and Physics
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