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Effects of helium massive gas injection level on disruption mitigation on EAST
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作者 abdullah zafar Ping ZHU +2 位作者 Ahmad ALI Shiyong ZENG Haolong LI 《Plasma Science and Technology》 SCIE EI CAS CSCD 2021年第7期31-38,共8页
In this study,NIMROD simulations are performed to investigate the effects of massive helium gas injection level on the induced disruption on EAST tokamak.It is demonstrated in simulations that two different scenarios ... In this study,NIMROD simulations are performed to investigate the effects of massive helium gas injection level on the induced disruption on EAST tokamak.It is demonstrated in simulations that two different scenarios of plasma cooling(complete cooling and partial cooling)take place for different amounts of injected impurities.For the impurity injection above a critical level,a single MHD activity is able to induce a complete core temperature collapse.For impurity injection below the critical level,a series of multiple minor disruptions occur before the complete thermal quench. 展开更多
关键词 massive gas injection MHD instabilities major disruption minor disruption
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Energy behavior of Boris algorithm
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作者 abdullah zafar Majid Khan 《Chinese Physics B》 SCIE EI CAS CSCD 2021年第5期492-498,共7页
Boris numerical scheme due to its long-time stability,accuracy and conservative properties has been widely applied in many studies of magnetized plasmas.Such algorithms conserve the phase space volume and hence provid... Boris numerical scheme due to its long-time stability,accuracy and conservative properties has been widely applied in many studies of magnetized plasmas.Such algorithms conserve the phase space volume and hence provide accurate charge particle orbits.However,this algorithm does not conserve the energy in some special electromagnetic configurations,particularly for long simulation times.Here,we empirically analyze the energy behavior of Boris algorithm by applying it to a 2D autonomous Hamiltonian.The energy behavior of the Boris method is found to be strongly related to the integrability of our Hamiltonian system.We find that if the invariant tori is preserved under Boris discretization,the energy error can be bounded for an exponentially long time,otherwise the said error will show a linear growth.On the contrary,for a non-integrable Hamiltonian system,a random walk pattern has been observed in the energy error. 展开更多
关键词 Boris algorithm invariant tori chaotic system Hénon-Heiles potential
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