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MHD equilibria in a spheromak sustained by coaxial helicity injection

机译:通过同轴螺旋注射维持的球形瘤中的MHD平衡

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Spheromaks sustained by coaxial helicity injection differ from unsustained spheromaks in the profiles of the ratio of current to magnetic field and of the safety factor. Ideal MHD modelling with Taylor relaxed profiles in the injector predicts that the safety factor in the confined region will generally lie between 0.5 and 1, with a divergence on the separatrix since the open field lines carry current from the injector. The safety factor can be single or double valued, depending on the current profile. The modelling predicts that there are no mode rational surfaces with m = 1 except very near the separatrix; this is expected to determine the unstable resistive tearing modes associated with the dynamo which drives the discharge current. The resulting low magnetic shear has a beta (~2%) at the Mercier limit, which can be improved by current profiles differing significantly from the Taylor state or by other effects such as plasma flow. Examples are presented for the Sustained Spheromak Physics Experiment recently constructed at LLNL.
机译:通过同轴螺旋注射维持的球状体与未维持的球状体在电流与磁场之比和安全系数方面有所不同。在注入器中具有泰勒松弛轮廓的理想MHD建模预测,在受限区域中的安全系数通常将在0.5到1之间,并且在分离点上会有差异,因为开放的磁场线会从注入器中带出电流。安全系数可以是单值或双值,具体取决于当前曲线。该模型预测,除了非常靠近分离线以外,没有其他任何模式的有理曲面,其中m = 1。预期这将确定与驱动放电电流的发电机相关的不稳定的电阻撕裂模式。产生的低磁切变在Mercier极限处具有beta(〜2%),可以通过与泰勒状态明显不同的电流曲线或通过其他效应(例如等离子流)来改善。为最近在LLNL建立的“持续球体物理实验”提供了示例。

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