Results 91 to 100 of about 63,527 (207)

The Landweber Iterative Regularization Method for Solving the Cauchy Problem of the Modified Helmholtz Equation [PDF]

, 2022
Yong-Gang Chen, Fan Yang, Qian Ding
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Solution to the modified Helmholtz equation for arbitrary periodic\n charge densities [PDF]

, 2020
Miriam Hinzen, Edoardo Di Napoli, Daniel Wortmann, Stefan Blügel   +3 more
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Method of fundamental solutions for Neumann problems of the modified Helmholtz equation in disk domains

, 2021
Shin-Ichiro Ei, Hiroyuki Ochiai, Yoshitaro Tanaka   +2 more
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Revisiting stress propagation in a three-dimensional elastic sphere under diametric loading

Nihon Kikai Gakkai ronbunshu
The stress propagation for a three-dimensional elastic sphere under a diametric loading condition in the framework of the linear elastodynamics is revisited. By describing displacements in terms of scalar and vector potentials using the Helmholtz theorem,
Yosuke SATO, Satoshi TAKADA
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Correction: Zhang, H.; Zhang, X. Generalized Tikhonov Method and Convergence Estimate for the Cauchy Problem of Modified Helmholtz Equation with Nonhomogeneous Dirichlet and Neumann Datum. Mathematics 2019, 7, 667 [PDF]

, 2019
Hongwu Zhang, Xiaoju Zhang
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A Combined Separation of Variables and Fractional Power Series Approach for Selected Boundary Value Problems

Dynamics
Fractional modeling has emerged as an important resource for describing complex phenomena and systems exhibiting non-local behavior or memory effects, finding increasing application in several areas in physics and engineering.
Gabriel Antonio Felipe, Carlos Alberto Valentim, Sergio Adriani David   +2 more
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Precise modeling of eddy current-induced ohmic terms in underwater WPT applications with cylindrical coils

Frontiers in Energy Research
The conductive nature of seawater negatively affects inductive wireless power transfer (IWPT) systems by increasing power dissipation. The power loss appears as additional resistance in the real part of the impedances.
Sadjad Shafiei, Mehdi Bagheri
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Landweber iterative regularization method for reconstructing the unknown source of the modified Helmholtz equation

, 2021
Dun-Gang Li, Fan Yang, Ping Fan, Xiaoxiao Li, Can-Yun Huang   +4 more
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Formation of Optical Fractals by Chaotic Solitons in Coupled Nonlinear Helmholtz Equations

Fractal and Fractional
In the present research work, we construct and examine the self-similarity of optical solitons by employing the Riccati Modified Extended Simple Equation Method (RMESEM) within the framework of non-integrable Coupled Nonlinear Helmholtz Equations (CNHEs).
M. Mossa Al-Sawalha, Saima Noor, Mohammad Alqudah, Musaad S. Aldhabani, Rasool Shah   +4 more
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An interior inverse generalized impedance problem for the modified Helmholtz equation in two dimensions [PDF]

Olha Ivanyshyn, Gazi Özdemir
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