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2D full-wave simulations of conventional reflectometry using 3D gyro-fluid plasma turbulence

机译:使用3D陀螺液等离子体湍流的常规反射率的2D全波模拟

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摘要

A synthetic reflectometer based on the 2D finite-difference time-domain full-wave code REFMUL is applied to data from 3D numerical simulations of edge and scrape-off layer plasma turbulence obtained with the GEMR code. Full-wave simulations are performed using the conventional reflectometry set-up with O-mode waves, fixed frequency probing and an equivalent I/Q detection scheme. Results show a significant spectral broadening of the synthetic reflectometry complex amplitude A(t)e(i phi)(t) with increasing probing frequency. The reflectometry response displays +/- 2 pi phase jumps which are due to the self-consistent evolution of turbulent density structures. The range similar to 3%-6% of moderate turbulence amplitude is studied here, in the transition from the linear to nonlinear regimes of conventional reflectometry. While a phase jump removal algorithm is applied, spectral broadening of the phase with increasing probing frequency is nevertheless observed. Linear scaling of phase fluctuations with delta n(e)/n(e) is also retrieved. REFMUL simulations with turbulence data rendered on both the GEMR field aligned coordinates (drift planes, neglecting circular magnetic flux surfaces) and on polar geometry (poloidal planes, taking into account plasma curvature) are carried out revealing similar trends on both coordinate systems. However, phase fluctuations obtained from poloidal planes display higher root mean square values, compared to drift planes. This could be expected from an increased sensitivity of the reflectometer to higher wavenumbers, due to plasma curvature effects.
机译:基于2D有限差分时间域全波代码RECMUL的合成反射仪应用于使用GEMR码获得的边缘和刮削层等离子体湍流的3D数值模拟数据。使用具有O形模式波,固定频率探测和等效I / Q检测方案的传统反射测定法进行全波模拟。结果表明,随着探测频率的增加,合成反射测定仪复合幅度A(T)(IP)(IP)的显着光谱宽度。反射率响应显示+/- 2 pi相跳,这是由于湍流密度结构的自洽进化。这里研究了类似于3%-6%的中等湍流幅度的范围,在从线性到常规反射率的非线性方案的过渡中。虽然施加相位跳转算法,但仍观察到随着探测频率的增加的阶段的光谱扩展。还检索了用ΔN(e)/ n(e)的相位波动的线性缩放。在GEMR场对准坐标(漂移平面,忽略圆形磁通表面)和极性几何形状(考虑等离子体曲率上的漂移平面,忽略圆形磁通表面)和在极性几何上进行的湍流数据进行了REEMUL模拟,揭示了两个坐标系上的类似趋势。然而,与漂移平面相比,从单色平面获得的相波动显示较高的根均方值。由于等离子体曲率效应,这可以从反射仪对更高波兰的敏感性增加。

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