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Global strong solutions to the aligned 2.5D non-resistive full MHD system with high temperature and a strong magnetic field
We study the Cauchy problem for an aligned vertical-field reduction of the full compressible non-resistive MHD equations in two space variables. The shear and bulk viscosities are proportional to $θ^α$, and the heat conductivity is proportional to $θ^β$. For $2<α<β<α+2$, we prove global existence an
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