FRACTAL

作品数:974被引量:1491H指数:15
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相关领域:理学更多>>
相关作者:李后强赵华明谢和平盛京邢修三更多>>
相关机构:中国科学院北京理工大学四川大学武汉大学更多>>
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相关基金:国家自然科学基金国家重点基础研究发展计划中国博士后科学基金国家教育部博士点基金更多>>
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Features of Operation of Bifilar Cooper and Tesla Coils in Pulse Regime
《Applied Mathematics》2021年第12期1156-1165,共10页V. L. Busov Yu. V. Vasiliev 
The characteristic features of operation in a pulsed regime of bifilar Cooper and Tesla coils during magnetic pulse processing and heating of the environment are considered using the dependence of the maximum amplitud...
关键词:Cooper and Tesla Bifilar Coils Leading Edge of a Magnetic Pulse Deformation Fractal Space Nonlinear Electrodynamics 
Discrete Model of Plasticity and Failure of Crystalline Materials被引量:1
《Applied Mathematics》2021年第3期147-156,共10页V. L. Busov 
Within the framework of a discrete model of the nuclei of linear and planar defects, the variational principles of sliding in translational and rotational plasticity, fracture by separation (cleavage) and shear (shear...
关键词:Variational Principles of Plasticity and Destruction PHOTOELECTRONS Conduction Electrons Injected Electrons Fractal Space Fracture Criteria 
Self-Similarities of Pulmonary Arterial Tree and a New Integrated Model of Pulmonary Circulation with the Name of Fractal Phasic Perfusion (FPP) Model
《Applied Mathematics》2014年第12期1801-1809,共9页Kyongyob Min 
Pulmonary arterial hypertension (PAH) has become an important topic of basic and clinical research in recent years. Morphologic researches have shown that specific PAH-lesions are located in the lobular small muscular...
关键词:PULMONARY ARTERIAL Hypertension Weibel’s Number FRACTAL ARTERIAL Tree Asynchronous CONTRACTIONS of ARTERIOLES PAP Decay Curve 
Fractal Image Compression Using Self-Organizing Mapping被引量:1
《Applied Mathematics》2014年第12期1810-1819,共10页Rashad A. Al-Jawfi Baligh M. Al-Helali Adil M. Ahmed 
One of the main disadvantages of fractal image data compression is a loss time in the process of image compression (encoding) and conversion into a system of iterated functions (IFS). In this paper, the idea of the in...
关键词:FRACTAL IMAGE Compression ORGANIZING MAPPING 
Semilinear Venttsel’ Problems in Fractal Domains
《Applied Mathematics》2014年第12期1820-1833,共14页Maria Rosaria Lancia Paola Vernole 
We study a semilinear parabolic problem with a semilinear dynamical boundary condition in an irregular domain with fractal boundary. Local existence, uniqueness and regularity results for the mild solution, are establ...
关键词:Energy Forms FRACTAL DOMAINS Trace THEOREMS SEMIGROUPS SEMILINEAR PARABOLIC Equations 
Fractal Interpolation Functions: A Short Survey被引量:1
《Applied Mathematics》2014年第12期1834-1841,共8页María Antonia Navascués Arya Kumar Bedabrata Chand Viswanathan Puthan Veedu María Victoria Sebastián 
The object of this short survey is to revive interest in the technique of fractal interpolation. In order to attract the attention of numerical analysts, or rather scientific community of researchers applying various ...
关键词:FRACTAL CURVES FRACTAL FUNCTIONS INTERPOLATION APPROXIMATION 
Assessing Spatial Patterns of Plant Communities at Varying Stages of Succession
《Applied Mathematics》2014年第12期1842-1851,共10页Kevin Aagaard Gregg Hartvigsen 
There is a well known connection between the structural complexity of vegetative stands and ecosystem properties. Developing methods to quantify this structural complexity is an important goal for ecologists. We prese...
关键词:ECOLOGICAL SUCCESSION FRACTAL Dimension Vegetational CHRONOSEQUENCE CROWN Shape Statistical Modeling 
On the Fractal Design in Human Brain and Nervous Tissue被引量:1
《Applied Mathematics》2014年第12期1725-1732,共8页Gabriele A. Losa 
Digital imaging techniques have enabled to gain insight into complex structure-functional processes involved in the neo-cortex maturation and in brain development, already recognized in anatomical and histological pre...
关键词:COMPLEXITY FRACTAL DIMENSION SELF-SIMILARITY HEALTHY and Diseased Brain TISSUES 
Computation of Local Fractal Dimension Values of the Human Cerebral Cortex
《Applied Mathematics》2014年第12期1733-1740,共8页Richard D. King 
Objectives: The purpose of this paper is to describe a technique for computing the local fractal dimension of the human cerebral cortex as extracted from high-resolution magnetic resonance imaging scans. Methods: 3D m...
关键词:FRACTAL DIMENSION CORTEX Imaging Biomarkers LOCAL 
Assessment of Myogenic Power Expenditure Due to Arterial Wall Smooth Muscle Contraction Based upon the Fractal Nature of Vascular Trees
《Applied Mathematics》2014年第12期1750-1762,共13页Akira Kamiya Masahiro Shibata Kimiko Yamamoto 
The purpose of this study is 1) to present a biomechanical model for evaluating the myogenic power expended in an arterial segment due to vascular smooth muscle contraction (VSMC) and 2) to assess the total power expe...
关键词:MYOGENIC Active Stress BIOMECHANICS FRACTAL Integral Oxygen Consumption ALLOMETRIC Law 
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