Ming-Song Ding, Tao Jiang, Qing-Zong Liu, Wei-Zhong Dong, Tie-Suo Gao, Yang-Aoxiao Fu. An improved low magnetic Reynolds magnetohydrodynamic method based on computing induced magnetic vector potential by integrating induced current [J]. Acta Physica Sinica, 2020, 69(13): 134702-1
- Acta Physica Sinica
- Vol. 69, Issue 13, 134702-1 (2020)
Fig. 1. Distribution of electronic conductivity and annular electric current: (a) Conductivity; (b) current.
Fig. 2. Magnetic induction intensity in different locations: (a)
; (b)
; (b)
![Externally applied magnetic field: (a) BXF of this paper; (b) BXF[33]; (c) BYF of this paper; (d) BYF[33].](/Images/icon/loading.gif){kind=icon}
Fig. 3. Externally applied magnetic field: (a) BXF of this paper; (b) BXF[33]; (c) BYF of this paper; (d) BYF[33].
Fig. 5. Distribution of pressure in the flow computed by different method: (a) Low Re m method[33]; (b) full MHD method[33]; (c) low Re m method of this paper; (d)improved method of this paper.
Fig. 6. Distribution of electronic conductivity using M6: (a) Full contour map; (b) parameters along stagnation line.
Fig. 7. Induced magnetic field of RAM-C using improved method: (a) Component
; (b) component
.
; (b) component
. Fig. 8. Total magnetic field computed using improved method and externally applied magnetic field of RAM-C: (a) Total
; (b) total
; (c) externally
; (c) externally
.
; (b) total
; (c) externally
; (c) externally
. Fig. 9. Heat flux computed using Low Re m method or improvbed method.
Fig. 10. Heat flux and residual error computed using different modified method: (a) Heat flux; (b) residual error.
|
Table 1.
Drag coefficient of RAM-C.
钝锥RAM-C阻力系数
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