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متن کامل


اطلاعات دوره: 
  • سال: 

    1395
  • دوره: 

    4
تعامل: 
  • بازدید: 

    355
  • دانلود: 

    199
کلیدواژه: 
چکیده: 

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نویسندگان: 

Tian Yi

اطلاعات دوره: 
  • سال: 

    2021
  • دوره: 

    7
  • شماره: 

    1
  • صفحات: 

    128-138
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    85
  • دانلود: 

    0
چکیده: 

In this paper, the Lie symmetries and similarity Reduction of a class of wave equations are investigated. First, Lie algorithm is used to get the determining equations of symmetry for the given equations which are complicated and difficult to be solved. Next, differential form of Wu’ s method is used to solve this problem. Moreover, a special case of differential invariant method is used to get similarity Reduction of the given equations.

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نویسندگان: 

LI XIN | QIAN SUPING

نشریه: 

MATHEMATICAL SCIENCES

اطلاعات دوره: 
  • سال: 

    2012
  • دوره: 

    6
  • شماره: 

    -
  • صفحات: 

    1-5
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    238
  • دانلود: 

    0
چکیده: 

Purpose: The purpose of this paper is to research the solution of the perturbed coupled Korteweg-de Vries (KdV) equations.Methods: The results are obtained through researching a system of corresponding partial differential equations which approximates the perturbed coupled KdV equations and the symmetry method.Results: The symmetry structure and the corresponding general approximate symmetry Reduction are derived. Then, using the symmetry Reduction, the infinite series solutions are obtained.Conclusions: The approximate symmetry Reduction approach can be used to search for similar results of other perturbed nonlinear differential equations with small parameters.

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بازدید 238

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اطلاعات دوره: 
  • سال: 

    1401
  • دوره: 

    26
  • شماره: 

    104
  • صفحات: 

    77-85
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    115
  • دانلود: 

    6
چکیده: 

Inertial Navigation System (INS) is one of the navigation systems widely used in various land-based, aerial, and marine applications. Among all types of INS, Microelectromechanical System (MEMS)-based INS can be widely utilized, owing to their low cost, lightweight, and small size. However, due to the manufacturing technology, MEMS-based INS suffers from deterministic and stochastic errors, which increase positioning errors over time. In this paper, a new effective noise Reduction method is proposed that can provide more accurate outputs of MEMS-based inertial sensors. The intelligent method in this paper is a combined denoising method that combines Wavelet Transform (WT), Permutation Entropy (PE), Support Vector Regression (SVR), and Genetic Algorithm (GA). Firstly, WT is employed to obtain a time-frequency representation of raw data. Secondly, a four-element feature vector is formed. These four features are (1) amplitude of frequency, (2) its ratio to mean of amplitudes of all frequencies, (3) location of frequency in time-frequency representation, and (4) judgment on behaviors of frequency that is obtained by utilizing PE. Thirdly, based on the feature vector, the GA-SVR algorithm predicts amplitudes of all frequencies in the time-frequency representation of the denoised signal. Finally, by employing inverse WT the denoised signal is obtained. In this work, the outputs of the Inertial Measurement Unit (IMU) in ADIS16407 sensor, as a low-cost and MEMS-based INS, have been utilized for data collection. The proposed method has been compared with other noise Reduction methods and the achieved results verify superior improvement than other methods.

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نویسندگان: 

Zhang Sheng | ZHANG Yue | XU BO

اطلاعات دوره: 
  • سال: 

    2021
  • دوره: 

    7
  • شماره: 

    1
  • صفحات: 

    102-108
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    102
  • دانلود: 

    0
چکیده: 

A pair of rogue wave solutions of the Davey-Stewartson (DS) equations are obtained by using the exp-function method and Reduction transformations. Firstly, the Davey-Stewartson equations are transformed into two easy-to-solve equations, one of which is the deformed nonlinear Schrö dinger (NLS) equation and the other is a polynomial equation. Secondly, based on the existing known solutions of the deformed NLS equation constructed by the exp-function method, rogue wave solutions of the DS equations are obtained. Finally, some spatial and spatiotemporal structures and dynamical evolutionary plots of the obtained rogue wave solutions are shown.

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بازدید 102

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نویسنده: 

BAGHERYAN F. | KARIMI F.

اطلاعات دوره: 
  • سال: 

    2016
  • دوره: 

    4
تعامل: 
  • بازدید: 

    182
  • دانلود: 

    0
چکیده: 

ADOMAIN DECOMPOSITION METHOD HAS BEEN APPLIED TO SOLVE MANY FUNCTIONAL equations SO FAR. IN THIS ARTICLE, WE APPLY THIS METHOD TO SOLVE THE SECOND ORDER FUZZY DIFFERENTIAL equations UNDER GENERALIZED DIFFERENTIABILITY. IN ADDITION THE METHOD IS ILLUSTRATED BY SOLVING SEVERAL NUMERICAL EXAMPLES.

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نویسندگان: 

BUCKLEY J.J. | FEURING T.

اطلاعات دوره: 
  • سال: 

    2002
  • دوره: 

    10
  • شماره: 

    4
  • صفحات: 

    1011-1024
تعامل: 
  • استنادات: 

    1
  • بازدید: 

    166
  • دانلود: 

    0
کلیدواژه: 
چکیده: 

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بازدید 166

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نویسندگان: 

KANDEL A. | BYATT W.J.

اطلاعات دوره: 
  • سال: 

    1978
  • دوره: 

    -
  • شماره: 

    -
  • صفحات: 

    1213-1216
تعامل: 
  • استنادات: 

    2
  • بازدید: 

    287
  • دانلود: 

    0
کلیدواژه: 
چکیده: 

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نویسندگان: 

ARYANEJAD YADOLLAH

اطلاعات دوره: 
  • سال: 

    2022
  • دوره: 

    10
  • شماره: 

    3
  • صفحات: 

    789-798
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    48
  • دانلود: 

    0
چکیده: 

We examine the diffusion equation on the sphere. In this sense, we answer the question of the symmetry classification. We provide the algebra of symmetry and build the optimal system of Lie subalgebras. We prove for one-dimensional optimal systems of Eq. (1. 4), space is expanding Ricci solitons. Reductions of similarities related to subalgebras are classified, and some exact invariant solutions of the diffusion equation on the sphere are presented.

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نشریه: 

امیرکبیر

اطلاعات دوره: 
  • سال: 

    1387
  • دوره: 

    18
  • شماره: 

    هـ - 67 (گروه علوم پایه و مهندسی کاربردی)
  • صفحات: 

    29-36
تعامل: 
  • استنادات: 

    0
  • بازدید: 

    655
  • دانلود: 

    0
چکیده: 

با تاکید بر استفاده از روش های کاهش و تعدیل بی پاسخی؛ که در اکثر آمارگیری ها روی می دهند، و با استفاده از معادلات برآوردگر وزنی، که راهکاری موثر برای تعدیل اریبی بی پاسخی است، به بررسی عوامل موثر بر وضعیت اشتغال افراد در ایران پرداخته شده است. به منظور بهبود برآوردها، از تعدیل وزن در چند مرحله؛ که از اطلاعات وزن پایه، وزن بی پاسخی و پیش بینی های جمعیتی بهره می برد، استفاده شده است. برآوردهای حاصل از معادلات برآوردگر غیروزنی؛ که از تعدیل های بی پاسخی و پیش بینی های جمعیتی چشم پوشی می کند، با برآوردهای حاصل از معادلات برآوردگر وزنی نیز مقایسه شده اند.

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بازدید 655

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