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Results: 1 to 20 of 144

1.

Inhomogeneous plane wave and the most energetic complex ray.

Deschamps M, Poncelet O.

Ultrasonics. 2002 May;40(1-8):293-6.

PMID:
12159950
[PubMed]
2.

Orthotomic systems of rays in inhomogeneous isotropic media.

Stavroudis ON.

Appl Opt. 1971 Feb 1;10(2):260-3. doi: 10.1364/AO.10.000260.

PMID:
20094436
[PubMed]
3.

Acoustic properties of wood in tridimensional representation of slowness surfaces.

Bucur V, Lanceleur P, Roge B.

Ultrasonics. 2002 May;40(1-8):537-41.

PMID:
12159997
[PubMed]
4.

Diffraction of homogeneous and inhomogeneous plane waves on a doubly corrugated liquid/solid interface.

Declercq NF, Degrieck J, Briers R, Leroy O.

Ultrasonics. 2005 Aug;43(8):605-18. Epub 2005 Apr 18.

PMID:
15913694
[PubMed]
5.

Transverse curvature of the acoustic slowness surface in crystal symmetry planes and associated phonon focusing cusps

Shuvalov AL, Every AG.

J Acoust Soc Am. 2000 Nov;108(5 Pt 1):2107-13.

PMID:
11108347
[PubMed - as supplied by publisher]
6.

Enhanced anisotropy in Paratellurite for inhomogeneous waves and its possible importance in the future development of acousto-optic devices.

Declercq NF, Polikarpova NV, Voloshinov VB, Leroy O, Degrieck J.

Ultrasonics. 2006 Dec 22;44 Suppl 1:e833-7. Epub 2006 Jun 6.

PMID:
16793089
[PubMed]
7.

Principal surface wave velocities in the point focus acoustic materials signature V(z) of an anisotropic solid.

Every AG, Deschamps M.

Ultrasonics. 2003 Sep;41(7):581-91.

PMID:
12919694
[PubMed - indexed for MEDLINE]
8.

The history and properties of ultrasonic inhomogeneous waves.

Declercq NF, Briers R, Degrieck J, Leroy O.

IEEE Trans Ultrason Ferroelectr Freq Control. 2005 May;52(5):776-91.

PMID:
16048178
[PubMed]
9.

Stokes-vector evolution in a weakly anisotropic inhomogeneous medium.

Kravtsov YA, Bieg B, Bliokh KY.

J Opt Soc Am A Opt Image Sci Vis. 2007 Oct;24(10):3388-96.

PMID:
17912336
[PubMed]
10.

General polarized ray-tracing method for inhomogeneous uniaxially anisotropic media.

Sluijter M, de Boer DK, Braat JJ.

J Opt Soc Am A Opt Image Sci Vis. 2008 Jun;25(6):1260-73.

PMID:
18516136
[PubMed]
11.

A stationary phase argument for the modal wave beam deviation in the time-space domain for anisotropic multilayered media.

Potel C, Gatignol P, de Belleval JF.

Ultrasonics. 2002 May;40(1-8):549-53.

PMID:
12159999
[PubMed]
12.

A feasibility study of the use of bounded beams resembling the shape of evanescent and inhomogeneous waves.

Declercq NF, Leroy O.

Ultrasonics. 2011 Aug;51(6):752-7. doi: 10.1016/j.ultras.2011.03.003. Epub 2011 Mar 21.

PMID:
21453948
[PubMed - indexed for MEDLINE]
13.

Dispersion and characteristic surfaces of waves in laminated composite circular cylindrical shells

Xi ZC, Liu GR, Lam KY, Shang HM.

J Acoust Soc Am. 2000 Nov;108(5 Pt 1):2179-86.

PMID:
11108356
[PubMed - as supplied by publisher]
14.

Complex unitary vectors for the direction of propagation and for the polarization of electromagnetic waves in uniaxial and absorbing dielectric media.

Diñeiro JM, Berrogui M, Alfonso S, Alberdi C, Hernández B, Sáenz C.

J Opt Soc Am A Opt Image Sci Vis. 2007 Jun;24(6):1767-75.

PMID:
17491647
[PubMed]
15.

Angular spectrum approach for the computation of group and phase velocity surfaces of acoustic waves in anisotropic materials

Pluta M, Schubert M, Jahny J, Grill W.

Ultrasonics. 2000 Mar;38(1-8):232-6.

PMID:
10829665
[PubMed - as supplied by publisher]
16.

Spherical wave propagation through inhomogeneous, anisotropic turbulence: log-amplitude and phase correlations.

Ostashev VE, Wilson DK, Goedecke GH.

J Acoust Soc Am. 2004 Jan;115(1):120-30.

PMID:
14759002
[PubMed]
17.

Modified geometrical optics of a smoothly inhomogeneous isotropic medium: the anisotropy, Berry phase, and the optical Magnus effect.

Bliokh KY, Bliokh YP.

Phys Rev E Stat Nonlin Soft Matter Phys. 2004 Aug;70(2 Pt 2):026605. Epub 2004 Aug 23.

PMID:
15447608
[PubMed]
18.

Vectorial complex ray model and application to two-dimensional scattering of plane wave by a spheroidal particle.

Ren KF, Onofri F, Rozé C, Girasole T.

Opt Lett. 2011 Feb 1;36(3):370-2. doi: 10.1364/OL.36.000370.

PMID:
21283193
[PubMed]
19.

Influence of attenuation on the behavior of refracted elastic waves at the interface between anisotropic media.

Ben Amor M, Rogé B, Ben Ghozlen MH, Lanceleur P.

Ultrasonics. 2002 May;40(1-8):561-5.

PMID:
12160002
[PubMed]
20.

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