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Uniform Linear Inviscid Damping and Enhanced Dissipation Near Monotonic Shear Flows in High Reynolds Number Regime (I): The Whole Space Case
Hao Jia
Mathematics
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peer-review
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Scopus citations
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Dive into the research topics of 'Uniform Linear Inviscid Damping and Enhanced Dissipation Near Monotonic Shear Flows in High Reynolds Number Regime (I): The Whole Space Case'. Together they form a unique fingerprint.
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Mathematics
Shear Flow
98%
Reynolds number
80%
Monotonic
76%
Dissipation
76%
Damping
73%
Gevrey Spaces
39%
Rayleigh Equation
37%
Compact Perturbation
34%
Decay Estimates
28%
Term
27%
Viscosity
24%
Boundary Layer
23%
Navier-Stokes Equations
21%
Corollary
19%
Strictly
19%
Eigenvalue
16%
Operator
12%
Physics & Astronomy
high Reynolds number
87%
shear flow
76%
dissipation
62%
damping
61%
Rayleigh equations
37%
Navier-Stokes equation
25%
boundary layers
22%
eigenvalues
22%
viscosity
18%
operators
18%
perturbation
17%
estimates
15%
decay
14%
Engineering & Materials Science
Shear flow
100%
Reynolds number
65%
Damping
58%
Navier Stokes equations
25%
Boundary layers
24%
Viscosity
20%