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Study of nonlinear evolution of tearing modes induced by anomalous electron viscosity

机译:电子异常粘度引起的撕裂模态非线性演化研究

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The nonlinear development of double tearing modes (DTMs) induced by anomalous electron viscosity, which may be present in magnetically confined plasmas due to electromagnetic turbulence and structures such as braiding of magnetic field lines, in a periodic cylinder is simulated. Comparing the evolution of the helical magnetic flux contours, the nonlinear development of magnetic reconnection of the DTMs is studied for different distances between the two resonant rational flux surfaces. There are three clear phases in the nonlinear evolution of DTMs when the distance between the two resonant flux surfaces is large: linear growing, nonlinearly driven growing, and saturation. There are four phases when the distance is medium: linear growing, nonlinearly driven growing, fast growing, and decaying. Finally, there are three phases of evolution when the distance is quite small, which are different from the phases when the distance is large: linear growing, nonlinearly driven growing, and decaying,. The coupling between the fastest-growing modes at the two resonant surfaces drives the nonlinear evolution of the system.
机译:模拟了由于周期性的圆柱体中的电磁湍流和诸如磁场线的编织等结构而可能存在于磁约束等离子体中的异常电子粘度引起的双撕裂模式(DTM)的非线性发展。比较螺旋形磁通量轮廓的演变,研究了DTM的磁重连的非线性发展,针对两个谐振有理磁通量表面之间的不同距离。当两个谐振通量表面之间的距离较大时,DTM的非线性演化中存在三个清晰的阶段:线性增长,非线性驱动增长和饱和。距离为中等时,分为四个阶段:线性增长,非线性驱动增长,快速增长和衰减。最后,当距离很小时,有三个演化阶段,与距离很大时的三个阶段不同:线性增长,非线性驱动增长和衰减。在两个共振表面上增长最快的模式之间的耦合驱动了系统的非线性发展。

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