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nonlinear    音标拼音: [nɑnl'ɪn,iɚ]
a. 非线性的

非线性的

non-linear
非线性


nonlinear
非线性

nonlinear
adj 1: designating or involving an equation whose terms are not
of the first degree [ant: {additive}, {linear}]

nonlinear \nonlinear\ adj.
1. (Math.) Not depictable graphically as a straight line; not
changing by a constant amount for each unit of time,
distance, or other independent variable. Opposite of
{linear}.
[WordNet 1.5 PJC]

2. (Math.) Containing variables of greater than the first
degree; -- of an equation. Opposite of {linear}.
[PJC]

3. (Physics) Represented by equations containing variables of
greater than the first degree; -- of physical processes or
relationships. Opposite of {linear}.
[PJC]

(Scientific computation) A property of a system whose output
is not proportional to its input. For example, a {transistor}
has a region of input voltages for which its output voltage is
found by multiplying the input voltage by the gain of the
transistor. Outside this region though, the transistor
behaves non-linearly, meaning that it does not obey this
simple equation. The behaviour of a system containing
non-linear components is thus harder to model and to predict.

[{Jargon File}]


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  • Home | Nonlinear Dynamics | Springer Nature Link
    Nonlinear Dynamics is a hybrid journal publishing original content at the forefront of nonlinear dynamic research across diverse systems and scales The journal covers nonlinear dynamics in mechanical, structural, civil, aeronautical, ocean, electrical, control, and hybrid systems Review articles, feature articles and original contributions based on analytical, computational, experimental
  • Nonlinear nonlocal metasurfaces | eLight | Springer Nature Link
    Nonlinear metasurfaces have been enabling unprecedented control over light generation and wave mixing, demonstrating enhanced wavefront control, beam shaping and steering of nonlinear light waves However, the design and operation of nonlinear metasurfaces have been for the most part limited to localized modes, fundamentally limiting the overall nonlinearity enhancement of such devices
  • Articles | Nonlinear Dynamics | Springer Nature Link
    Nonlinear Dynamics is a hybrid journal publishing original content at the forefront of nonlinear dynamic research across diverse systems and scales The
  • Volumes and issues | Nonlinear Dynamics | Springer Nature Link
    Nonlinear Dynamics is a hybrid journal publishing original content at the forefront of nonlinear dynamic research across diverse systems and scales The
  • Nonlinear Acoustics | Springer Nature Link
    An authoritative and comprehensive graduate textbook on nonlinear acoustics and a reference for scientists and engineers This is an open access book
  • Nonlinear Systems: Analysis, Stability, and Control - Springer
    Nonlinear controllaws have been implemented for sophisticated flight control systems on board helicopters, and vertical take offand landing aircraft; adaptive, nonlinearcontrollaws havebeen implementedfor robot manipulators operating either singly, or in cooperation on a multi-fingered robot hand; adaptive control laws have been implemented
  • Review of Modern Nonlinear Control Methods - Springer
    Nonlinear control methods are essential for effective control of complicated dynamic systems, particularly when conventional linear techniques are ineffective The paper presents an extensive review of contemporary nonlinear control techniques, paying particular attention to their categorization, theoretical backgrounds, and real-world applications The study starts with the introduction of
  • Methods in Nonlinear Analysis | Springer Nature Link
    Nonlinear analysis has developed rapidly in the last three decades Theories, techniques and results in many different branches of mathematics have been combined in solving nonlinear problems This book collects and reorganizes up-to-date materials scattered throughout the literature from the methodology point of view, and presents them in a systematic way It contains the basic theories and
  • Comprehensions in Nonlinear Mathieu Oscillator: Analytic and Chaotic . . .
    Purpose Scrutinizing the nonlinear Mathieu oscillator is significant in realizing intricate behavior in practical systems, offering insights into engineering, physics, and applied mathematics, such as mechanical vibrations and structural stability The point of this study is to acquire the frequency amplitude of parametric non-linear problems Methodology The basic methodology is established





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