spherical surface sentence in Hindi
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- "Spherical aberration " occurs because spherical surfaces are not the ideal shape for a lens, but are by far the simplest shape to which glass can be ground and polished, and so are often used.
- For according to [ propositions ] 6 & 7, there is as much light in the narrower spherical surface, as in the wider, thus it is as much more compressed and dense here than there.
- Swirsky's interactive media research also involved working with nerdcore rapper Monzy, then an intern at Walt Disney Imagineering, on a variety of cutting edge display technologies, including the display of digital data on a spherical surface.
- According to the company, the PLUS UP-800 projector also incorporates a proprietary optical engine which features a spherical surface lens that delivers a higher level of brightness, resolution, focus and colour uniformity compared to other projectors.
- Two bubbles together form a more complex shape : the outer surfaces of both bubbles are spherical; these surfaces are joined by a third spherical surface as the smaller bubble bulges slightly into the larger one.
- The military needs supercomputers to build ever more precise models of nuclear explosions as well as detailed three-dimensional models of the aging of bomb components, especially the plastic explosive wrapped around the spherical surface of a weapon.
- The cathode had a concave spherical surface which focused the electrons into a small spot around 1 mm in diameter on the anode, in order to approximate a point source of X-rays, which gave the sharpest radiographs.
- I also want to express my discontent about the way this discussion was started, as if the dispute were between two editors ( false ) and about the dimensionality of a spherical surface ( false too ).
- Just as the area of a circle is quadratically related to its diameter or radius, so is the area of the piece of a spherical surface cut out by a circular cone related to the angle across the patch.
- The rest of the canvas consists of a series of crescendos and diminuendos of greater or lesser abstraction, of convex and concave forms, of hyperbolic and spherical surfaces, that stem from the teachings of Georges Seurat and Paul C�zanne.
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