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Bow shocks formed by a high-speed laser-driven plasma cloud interacting with a cylinder obstacle
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作者 李彦霏 李玉同 +21 位作者 袁大伟 李芳 朱保君 张喆 仲佳勇 韩波 魏会冈 裴晓星 赵家瑞 刘畅 原晓霞 廖国前 Yong-Joo Rhee 鲁欣 华能 朱宝强 朱健强 方智恒 黄秀光 傅思祖 赵刚 张杰 《Chinese Physics B》 SCIE EI CAS CSCD 2017年第5期279-283,共5页
A bow shock is formed in the interaction of a high-speed laser-driven plasma cloud with a cylinder obstacle. Its temporal and spatial structures are observed by shadowgraphy and interferometry. The width of the shock ... A bow shock is formed in the interaction of a high-speed laser-driven plasma cloud with a cylinder obstacle. Its temporal and spatial structures are observed by shadowgraphy and interferometry. The width of the shock transition region is - 50 μm, comparable to the ion–ion collision mean free path, which indicates that collision is dominated in the shock probably. The Mach-number of the ablating plasma cloud is ~ 15 at first, and decreases with time resulting in a changing shock structure. A two-dimension hydrodynamics code, USim, is used to simulate the interaction process. The simulated shocks can well reproduce the observed. 展开更多
关键词 cylinder interacting cloud obstacle collision interferometry hydrodynamics dominated upstream supersonic
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Magneto-Hydro-Convective Nanofluid Flow in Porous Square Enclosure
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作者 B.Ould Said F.Mebarek-Oudina M.A.Medebber 《Frontiers in Heat and Mass Transfer》 EI 2024年第5期1343-1360,共18页
In this work,a steady mixed convection in a two-dimensional enclosure filled viananoliquid Cu/H2O through a porous medium was numerically analyzed.The nanoliquid flow is designated utilizing the Brinkman-Forchheimer m... In this work,a steady mixed convection in a two-dimensional enclosure filled viananoliquid Cu/H2O through a porous medium was numerically analyzed.The nanoliquid flow is designated utilizing the Brinkman-Forchheimer model.The upper and the bottom horizontal walls are considered to be hot(Th)and cold temperature(Tc),respectively,whereas the other walls are thermally insulated.The impact of various dimensionless terms such as the Grashof number(Gr)in the ranges(0.01–20),the Reynolds number(Re)in the ranges(50–500),the Hartman number(Ha)in the ranges(0–20),and three different location cases(0.25,0.5,and 0.75)are carefully analyzed.The obtained outcomes are established in the form of isotherms,streamlines,and the average Nusselt number.It has been found that heat transport increases significantly through rising Reynolds number(Re).For the location cases L=0.25,Re=50,and Gr=105,the heat transfer is maximum. 展开更多
关键词 Magneto-hydro-dynamic CONVECTION Cu-water nanoliquid heat transfer inner obstacle cylinder location
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