Existence and structural stability of radially symmetric supersonic Euler-Poisson flows with vorticity are established in convergent nozzles via coordinate rotation and a deformation-curl-Poisson reformulation.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.AP 2years
2025 2verdicts
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Establishes existence and uniqueness of smooth subsonic Euler-Poisson flows with nonzero vorticity in convergent nozzles via coordinate transformation and linearized elliptic estimates.
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Supersonic Euler-Poisson flows with nonzero vorticity in convergent nozzles
Existence and structural stability of radially symmetric supersonic Euler-Poisson flows with vorticity are established in convergent nozzles via coordinate rotation and a deformation-curl-Poisson reformulation.
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Subsonic Euler-Poisson flows with nonzero vorticity in convergent nozzles
Establishes existence and uniqueness of smooth subsonic Euler-Poisson flows with nonzero vorticity in convergent nozzles via coordinate transformation and linearized elliptic estimates.