Laue diffraction pattern - traduzione in russo
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Laue diffraction pattern - traduzione in russo

FAR-FIELD DIFFRACTION
Far-field diffraction pattern; Fraunhofer diffraction pattern; Fraunhoffer diffraction; Fraunhofer Diffraction; Fraunhofer limit; Frauenhofer Diffraction; Fraunhofer's Diffraction; Fraunhofer diffraction theory; Frauhoffer diffraction
  • Computer simulation of the Airy diffraction pattern
  • Diffraction of a laser beam by a grating
  • Diffraction glass with 300 lines per milimeter
  • A geometrical diagram used to derive Fraunhofer condition at which Fraunhofer diffraction is valid.
  • Example of far field (Fraunhofer) diffraction for a few aperture shapes.
  • Plane wave focused by a lens.
  • Computer simulation of Fraunhofer diffraction by a rectangular aperture
  • Continuous broadside array of point sources of length ''a''.
  • Double-slit fringes with sodium light illumination

Laue diffraction pattern      
[физ.] лауэграмма, рентгенограмма Лауэ
diffraction of light         
  • Diffraction of a red laser using a diffraction grating.
  • 2-slit (top) and 5-slit diffraction of red laser light
  • 2D Single-slit diffraction with width changing animation
  • A diffraction pattern of a 633 nm laser through a grid of 150 slits
  • The upper half of this image shows a diffraction pattern of He-Ne laser beam on an elliptic aperture. The lower half is its 2D Fourier transform approximately reconstructing the shape of the aperture.
  • Simulated diffraction spikes in hexagonal telescope mirrors
  • [[Diffraction spikes]] are diffraction patterns caused due to non-circular [[aperture]] in camera or support struts in telescope; In normal vision, diffraction through eyelashes may produce such spikes.
  • The bright spot ([[Arago spot]]) seen in the center of the shadow of a circular obstacle is due to diffraction
  • Infinitely many points (three shown) along length ''d'' project phase contributions from the [[wavefront]], producing a continuously varying intensity ''θ'' on the registering plate.
  • thumb
  • Circular waves generated by diffraction from the narrow entrance of a flooded coastal quarry
REFERS TO VARIOUS PHENOMENA THAT OCCUR WHEN A WAVE ENCOUNTERS AN OBSTACLE OR A SLIT
Knife-edge effect; Diffracted; Diffractive optics; Diffraction of light; Diffraction pattern; Light bend; Knife-edge diffraction; Diffraction Pattern; Diffract; Defraction; Laser Light Diffraction; Single slit diffraction; Single-slit experiment; Knife-Edge diffraction; Diffracts; Diffraction of Light; Knife-edge technique; Difraction; Edge diffraction; Single slit; Single-slit; Singleslit; Single slits; Single-slits; Single slitted; Single-slitted; Singleslitted; Single-slit diffraction; Singleslit diffraction; Single slit diffractions; Single-slit diffractions; Wedge fringe; Wedge fringes; Diffractogram; Diffractive; Diffractions; Knife edge effect; Diffractive optical element; Knife-Edge Diffraction

физика

дифракция света

Fresnel diffraction         
  • Fresnel diffraction of circular aperture, plotted with [[Lommel functions]]
  • Comparison between the diffraction pattern obtained with the Rayleigh–Sommerfeld equation, the (paraxial) Fresnel approximation, and the (far-field) Fraunhofer approximation
DIFFRACTION
Near-field diffraction pattern; Fresnel diffraction pattern; Fresnel Diffraction; Fresnel patterns; Fresnel pattern; Fresnel approximation; Fresnel diffraction integral; Fresnel transform; Fresnel diffraction theory

общая лексика

дифракция Френеля

Definizione

Diffractive
·adj That produces diffraction.

Wikipedia

Fraunhofer diffraction

In optics, the Fraunhofer diffraction equation is used to model the diffraction of waves when plane waves are incident on a diffracting object, and the diffraction pattern is viewed at a sufficiently long distance (a distance satisfying Fraunhofer condition) from the object (in the far-field region), and also when it is viewed at the focal plane of an imaging lens. In contrast, the diffraction pattern created near the diffracting object and (in the near field region) is given by the Fresnel diffraction equation.

The equation was named in honor of Joseph von Fraunhofer although he was not actually involved in the development of the theory.

This article explains where the Fraunhofer equation can be applied, and shows Fraunhofer diffraction patterns for various apertures. A detailed mathematical treatment of Fraunhofer diffraction is given in Fraunhofer diffraction equation.

Traduzione di &#39Laue diffraction pattern&#39 in Russo