Results 11 to 20 of about 20,710 (241)
Exact controllability problem of a wave equation in non-cylindrical domains
Let $\alpha: [0, \infty)\to(0, \infty)$ be a twice continuous differentiable function which satisfies that $\alpha(0)=1$, $\alpha'$ is monotone and ...
Hua Wang, Yijun He, Shengjia Li
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An extension of Rothe’s method to non-cylindrical domains [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kuliev, Komil, Persson, Lars-Erik
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Throat length effect on the flow patterns in off-design conical nozzles [PDF]
In the present work, a flow field study was performed for off-design conical nozzles with non-circular cylindrical throat sections such as those found in experimental sounding rocket motor applications. The flow field was simulated with the RANS model in
Tolentilo San Luis, Mirez Jorge
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New energy effect in non-cylindrical domains with a thermally insulated moving boundary
Objectives. To develop mathematical model representations of the energy effect in non-cylindrical domains having a thermally insulated moving boundary; to introduce a new boundary condition for thermal insulation of a moving boundary both for locally ...
E. M. Kartashov
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Magnetic Configurations in Modulated Cylindrical Nanowires
Cylindrical magnetic nanowires show great potential for 3D applications such as magnetic recording, shift registers, and logic gates, as well as in sensing architectures or biomedicine.
Cristina Bran +5 more
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Exact Null Controllability of a One-Dimensional Wave Equation with a Mixed Boundary
In this paper, exact null controllability of one-dimensional wave equations in non-cylindrical domains was discussed. It is different from past papers, as we consider boundary conditions for more complex cases.
Lizhi Cui, Jing Lu
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The paper deals with a stationary non-Newtonian flow of a viscous fluid in unbounded domains with cylindrical outlets to infinity. The viscosity is assumed to be smoothly dependent on the gradient of the velocity.
Grigory Panasenko +2 more
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The mutual interaction of thermal stratification and solutal stratification in mixed convection flow regimes claims many thermal engineering standpoints in daily life and so holds the interest of researchers in the thermal science of fluid flows.
Khalil Ur Rehman, Wasfi Shatanawi
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Weak solutions of parabolic equations in non-cylindrical domains [PDF]
In their classical work, Ladyzhenskaya and Ural ′ ’
Brown, Russell M. +2 more
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Logarithmic wave equations in non-cylindrical domains
This paper is devoted to studying a type of logarithmic wave equation in non-cylindrical domains. Firstly, by the penalty method, we prove the existence of weak solutions to such kind of equations. Secondly, different from the dissipative wave equation, the energy defined in this problem is not always positive.
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