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2D-Simulation Design of an Ignition Hohlraum
LI Xin, WU Changshu, ZOU Shiyang, ZHAO Yiqing, LI Jinghong, GU Peijun, ZHENG Wudi, PEI Wenbing
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 2013, 30 (
3
): 371-378.
Abstract
(
356
)
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(3324KB)(
1402
)
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We introduce an ignition hohlraum 2D-simulation design method with 2D code.A design sequence,in which X-rays drive tempetature is tuned before
P
2
asymmetry,is put forward.Details in designing laser power is studied.It indicates that control of
P
2
asymmetry during trough pulse limits the maximum of filling gas density and expansion of capsule ablator can be restrained by longer drive pulse.An ignition hohlraum 2D-simulation design is given.
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Extension of Kershaw Diffusion Scheme on Multi.block Grids
ZENG Qinghong, PEI Wenbing, CHENG Juan, YONG Heng
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 2011, 28 (
5
): 641-648.
Abstract
(
405
)
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(522KB)(
1185
)
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Based on physical flux Kershaw scheme is extended to multi-block glids and algorithms for degenerative connection or strong connection unstructured points are shown.Flux continuity condition is met in the extended Kershaw scheme on multi-block girds which keeps energy conservation.Three numerical examples show good agreement with exact solutions. It validates accuracy and robustness of the extended Kershaw scheme on multi-block grids.
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Grid Strategy for Distorted Meshes in a Hohlraum
YONG Heng, YUAN Guoxing, PEI Wenbing, GU Peijun
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 2007, 24 (
1
): 1-6.
Abstract
(
256
)
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(462KB)(
1033
)
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In order to untangle serious distortion in a hohlraum for ICF (Inertial Confinement Fusion),a nine-point rezone strategy is developed.The scheme is approximate to an elliptic or a parabolic equation,and preserves spherical symmetry.The scheme includes several forms of the nine-point rezone scheme according to different requirement in practical problems.The ALE (Arbitrary Lagrangian-Eulerian) method is used in code LARED-H. Suitable results for a hohlraum is illustrated.
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NUMERICAL SIMULATION FOR LASER-TARGET NONEQUILIBRIUM COUPLING
Chen Guangnan, Chang Tieqiang, Zhang Jun, Zhang Xinghong, Pei Wenbing, You Xiwen
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1998, 15 (
4
): 409-418.
Abstract
(
260
)
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(372KB)(
1361
)
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Main processes involved in the laser-target coupling are described,including the absorption of laser light,heat conduction of electron,plasma motion,nonequilibrium ionization,laser X-ray conversion and the radiation transport.It outlines the numerical simulation,presenting the partial differential equations,constructing the finite difference schemes and describing the solving methods.Finally,some calculated results are given.
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EL 1D2D METHOD FOR CALCULATING LASER CAVITY TARGET FLOW
Duan Qingsheng, Shen Longjun, Fu Hanqing, Pei Wenbing
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1997, 14 (
1
): 40-46.
Abstract
(
246
)
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(282KB)(
918
)
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In view of the complexities of laser cavity target flow, a numerical technique is presented that couples an Eulerian approximation with a Lagrangian approximation,onedimensional calculation with two dimensional calculation. We call it EL-1D2D method. On the basis of trace interface moving grid method, some particular technique is established mainly by setting an Eulerian line and by merging the zone adaptively beside the Eulerian line. Numerical results show that this method can calculated fairly complicated flow in the cavity and get reasonable physical image.
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INVESTIGATION OF NUMERICAL SIMULATIONS FOR LASER-PRODUCED X-RAY
Zhang Jun, Chen Guangnan, Chang Tieqiang, Pei Wenbing, You Xiwen, Sui Chengzhi, Xu Shaoze, Gu Peijun, Zhang Shi, Zhang Xinghong
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1994, 11 (
1
): 1-8.
Abstract
(
244
)
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(541KB)(
1112
)
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The paper presents the main processes of physics and the outline of the computational program related laser X-ray conversion, gives the typical pictures and numerical results. Based on numerical simulations, the laws of some important properies of physics are obtained, the results estimated by the scaling lasw are in comparison with the measurement values, they are coincident each other on quantitative tendency and quantitative results.
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