reflection and refraction of plane waves pdf

Reflection And Refraction Of Plane Waves Pdf

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This paper analyses reflection and refraction of plane waves at a perfect interface between two anisotropic piezoelectric media. The equations of elastic waves, quasi-static electric field, and constitutive relationships for the piezoelectric media are derived. A solution based on the inhomogeneous wave theory is developed to address the inconsistency between the numbers of independent wave modes in the media and the numbers of interfacial boundary conditions to obtain accurate reflection and refraction coefficients in case of strong piezoelectric media, where all the elastic and electric continuity conditions across the interface are satisfied simultaneously.

Reflection and refraction of acoustic waves at poroelastic ocean bed

This paper analyses reflection and refraction of plane waves at a perfect interface between two anisotropic piezoelectric media. The equations of elastic waves, quasi-static electric field, and constitutive relationships for the piezoelectric media are derived. A solution based on the inhomogeneous wave theory is developed to address the inconsistency between the numbers of independent wave modes in the media and the numbers of interfacial boundary conditions to obtain accurate reflection and refraction coefficients in case of strong piezoelectric media, where all the elastic and electric continuity conditions across the interface are satisfied simultaneously. These waves can be treated as pseudo surface waves. In addition, the analysis also reveals that the reflection and refraction elastic waves can turn into pseudo surface waves at some critical incident angles.

Refraction is defined as bending of light wave when it passes from one medium to other. The amount of bending of light depends upon the change in speed of light and the angle at which the light ray falls on the surface. We are not able to focus light onto the retina without the bending of light. The laws of refraction states that the incident ray, the refracted ray and the normal drawn perpendicular lie in the same plane. The ratio of sine of angle of incidence and angle of refraction is a constant. When the ray of light passes from rare medium to denser medium, the refracted ray inclines closer to the normal in denser medium. If the light ray goes from denser medium to rarer medium the refracted ray departs away from the normal.

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Metrics details. Ocean bottom is considered as a plane interface between non-viscous liquid and anisotropic dissipative poroelastic solid. The dissipation comes from the viscosity of pore-fluid as well as the anelasticity of the porous frame. The non-trivial solution of this system is ensured by a determinantal equation. This equation is solved into a polynomial equation of degree eight, whose roots represent the vertical slowness values for the waves propagating upward and downward in a porous medium. The eight, numerically obtained, slowness values are identified with the four waves propagating towards or away from the boundary in the porous medium.

In physics , a ripple tank is a shallow glass tank of water used to demonstrate the basic properties of waves. It is a specialized form of a wave tank. The ripple tank is usually illuminated from above, so that the light shines through the water. Some small ripple tanks fit onto the top of an overhead projector , i. The ripples on the water show up as shadows on the screen underneath the tank. All the basic properties of waves, including reflection , refraction , interference and diffraction , can be demonstrated.

Reflection and refraction of plane waves at interface between two piezoelectric media

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Phenomena of reflection and refraction of plane harmonic waves at a plane interface between an elastic solid and double-porosity dual-permeability material are investigated. The elastic solid behaves non-dissipatively, while double-porosity dual-permeability materials behave dissipatively to wave propagation due to the presence of viscosity in pore fluids. All the waves i. The coefficients of reflection and refraction for a given incident wave are obtained as a non-singular system of linear equations.

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Refraction and Reflection of Plane waves using Huygens’s Principles

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5 comments

Irish09

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The simplest case of wave reflection is when a uniform plane wave is incident nor​- mally on tions of propagation of the incident, reflected, and refracted waves.

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Benedicto S.

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