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Titlebook: A Route to Chaos Using FPGAs; Volume I: Experiment Bharathwaj Muthuswamy,Santo Banerjee Textbook 2015 Springer International Publishing Swi

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發(fā)表于 2025-3-21 17:01:59 | 只看該作者 |倒序?yàn)g覽 |閱讀模式
期刊全稱A Route to Chaos Using FPGAs
期刊簡(jiǎn)稱Volume I: Experiment
影響因子2023Bharathwaj Muthuswamy,Santo Banerjee
視頻videohttp://file.papertrans.cn/143/142083/142083.mp4
發(fā)行地址Course-tested introduction to this field.Contains many worked examples.Companion website includes videos with problem-solving sessions.Includes supplementary material:
學(xué)科分類Emergence, Complexity and Computation
圖書封面Titlebook: A Route to Chaos Using FPGAs; Volume I: Experiment Bharathwaj Muthuswamy,Santo Banerjee Textbook 2015 Springer International Publishing Swi
影響因子.The purpose of this introductory book is to couple the teaching of chaotic circuit and systems theory with the use of field programmable gate arrays (FPGAs). .As such, it differs from other texts on chaos: first, it puts emphasis on combining theoretical methods, simulation tools and physical realization to help the reader gain an intuitive understanding of the properties of chaotic systems. Second, the "medium" used for physical realization is the FPGA. These devices are massively parallel architectures that can be configured to realize a variety of logic functions. Hence, FPGAs can be configured to emulate systems of differential equations. .Nevertheless maximizing the capabilities of an FPGA requires the user to understand the underlying hardware and also FPGA design software. This is achieved by the third distinctive feature of this book: a lab component in each chapter. Here, readers are asked to experiment with computer simulations and FPGA designs, to further their understanding of concepts covered in the book..This text is intended for graduate students in science and engineering interested in exploring implementation of nonlinear dynamical (chaotic) systems on FPGAs. .
Pindex Textbook 2015
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Introduction,rical waves according to Huygen’s law. The electric field strength generated at a point P distant from the illuminated area results from the superposition of all these spherical waves. If an infinitely small area . is considered, and the electric field strength in this area is approximately constant
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Designing Hardware for FPGAs,at least a million Watts per cm. to achieve secure melting and evaporation of the workpiece, which are both necessary for nearly all production processes with lasers such as cutting, ablation, welding and coating. Secondly, the beam waist must have a diameter as small as a few tenths of a millimetre
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Chaotic DDEs: FPGA Examples and Synchronization Applications,peritoneally (ip) in mice. After 7 d, the membranes became coated with adherent cells of peritoneal origin. They then exposed the mice to 700 rad total body irradiation to reduce the stem cell pool, followed by injecting the membrane implanted mice with 10. bone marrow cells. Seven days later, the m
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Back Matterledge produced in developing countries forms part of international knowledge as it circulates in networks of collaboration. This perspective has enabled the production of narratives that go beyond the national framework through analysis of transnational participants and processes and has allowed new
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Front Matterce with internationally accepted human rights standards..Critical to the study’s usefulness was the selection of a standard that the international community considers legitimate. For this reason, the study selected the Universal Declaration of Human Rights, which the United Nations adopted in 1948.
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Introduction,tor . since the light intensity is given by the square of the electric field strength. There is also a phase difference between the waves arriving at P, and those at the origin ., given by ., due to the propagation time between . and P according to equation (2.1). Finally, the electric field strengt
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Designing Hardware for FPGAs,e workpiece material to avoid high reflectivity and to achieve an efficient production process. Therefore, for the treatment of metals, wavelengths up to one micrometre (μm) are most appropriate. Concerning the treatment of plastics, glass and similar materials, the wavelength of 10 μm is excellentl
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