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  • This article shows the possible utilization of Mathcad for the synthesis of the nonlinear circuits. Assuming that the mathematical model is given the entire process of developing the associated electronic realization can be done by using Mathcad build-in procedures and functions. This program is especially useful from the viewpoint of studying eigenvalue migration with respect to the parameters of the dynamical system, if making a tolerance analysis and circuit synthesis, calculating Ljapunov exponents, performing one or two-dimensional FFT, viewing Poincaré sections and one-dimensional bifurcation diagrams, etc. These routines will be described by means of the practical example, namely for the design of third-order chaotic oscillator.
  • This article shows the possible utilization of Mathcad for the synthesis of the nonlinear circuits. Assuming that the mathematical model is given the entire process of developing the associated electronic realization can be done by using Mathcad build-in procedures and functions. This program is especially useful from the viewpoint of studying eigenvalue migration with respect to the parameters of the dynamical system, if making a tolerance analysis and circuit synthesis, calculating Ljapunov exponents, performing one or two-dimensional FFT, viewing Poincaré sections and one-dimensional bifurcation diagrams, etc. These routines will be described by means of the practical example, namely for the design of third-order chaotic oscillator. (en)
Title
  • Nonlinear circuit synthesis using Mathcad
  • Nonlinear circuit synthesis using Mathcad (en)
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  • Nonlinear circuit synthesis using Mathcad
  • Nonlinear circuit synthesis using Mathcad (en)
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  • RIV/00216305:26220/09:PU79469!RIV10-MSM-26220___
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  • 329707
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  • RIV/00216305:26220/09:PU79469
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  • Bifurcation diagram, circuit synthesis, nonlinear oscillator, Mathcad. (en)
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  • [58BFF6A09809]
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  • Proceedings of 7th International Conference on Soft Computing Applied in Computer and Economic Environment
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  • Petržela, Jiří
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  • Neuveden
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  • 978-80-7314-163-9
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  • 26220
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