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The Outer Pressure Problem for the Compressible Navier--Stokes System with Temperature-Dependent Transport Coefficients
We study global strong solutions and their large-time behavior for the one-dimensional outer pressure problem of a viscous, heat-conducting ideal polytropic gas. The viscosity and heat conductivity satisfy $μ=\tildeμθ^α$ and $κ=\tildeκθ^β$. For each prescribed nonnegative pressure and each fixed $β\
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