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The Malyuzhinets theory for scattering from wedge boundaries: A review
A. V. Osipov,
A. N. Norris
School of Engineering, Mechanical & Aerospace Engineering
Research output
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Contribution to journal
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Article
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peer-review
71
Scopus citations
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Mathematics
Alternatives
9%
Arbitrary
8%
Background
13%
Bessel Functions
16%
Derivative
9%
Diffraction
17%
Equality
12%
Exterior angle
26%
Impedance
69%
Integral form
17%
Integral Representation
14%
Inversion Formula
17%
Laplace transform
14%
Neumann Boundary Conditions
15%
Relationships
9%
Review
67%
Scattering
85%
Series
9%
Special Functions
15%
Theorem
6%
Wedge
100%
Physics & Astronomy
Bessel functions
18%
boundary conditions
11%
derivation
13%
diffraction
8%
impedance
47%
inference
17%
inversions
12%
scattering
47%
theorems
13%
wedges
93%
Engineering & Materials Science
Acoustic impedance
68%
Bessel functions
33%
Boundary conditions
17%
Derivatives
19%
Diffraction
25%
Laplace transforms
27%
Scattering
88%