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Coupling of paraxial and white-noise approximations of the Helmholtz equation in randomly layered media
Austin McDaniel,
Alex Mahalov
Mathematical and Statistical Sciences, School of (SoMSS)
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Article
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peer-review
3
Scopus citations
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Dive into the research topics of 'Coupling of paraxial and white-noise approximations of the Helmholtz equation in randomly layered media'. Together they form a unique fingerprint.
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Mathematics
Refractive Index
97%
Layered Media
94%
Helmholtz Equation
70%
White noise
68%
Fluctuations
64%
Correlation Length
64%
Propagation
62%
Atmospheric Turbulence
39%
Approximation
34%
Microwave
30%
Atmosphere
28%
Wavelength
26%
Regularization Parameter
24%
Small Parameter
21%
Scenarios
20%
Vary
19%
Engineering & Materials Science
Helmholtz equation
100%
Refractive index
89%
White noise
74%
Atmospheric turbulence
30%
Radio transmission
27%
Microwaves
19%
Wavelength
19%
Physics & Astronomy
Helmholtz equations
82%
white noise
72%
refractivity
47%
propagation
40%
approximation
35%
atmospheric turbulence
25%
atmospheres
16%
microwaves
15%
wavelengths
10%