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25 Sentences With "superposing"

How to use superposing in a sentence? Find typical usage patterns (collocations)/phrases/context for "superposing" and check conjugation/comparative form for "superposing". Mastering all the usages of "superposing" from sentence examples published by news publications.

This investigates the consequences that superposing gravitational fields has for causality—the idea that one event can truly be said to cause another.
A quantum computer, by contrast, can deal with the intertwined fates of the electrons under study by superposing and entangling its own quantum bits.
An undated marginal note indicates that the two coupled prisms were later replaced by a single "parallelepiped in glass"—now known as a Fresnel rhomb. This was the memoir whose "supplement", dated January 1818, contained the method of superposing sinusoidal functions and the restatement of Malus's law in terms of amplitudes.
Buchwald, 1989, p. 386. Moreover, Fresnel could deal only with special cases, because he had not yet solved the problem of superposing sinusoidal functions with arbitrary phase differences due to propagation at different velocities through the lamina.Buchwald, 1989, pp. 216,384. He solved that problem in a "supplement" signed on 15 January 1818 (mentioned above).
Line moiré is one type of moiré pattern; a pattern that appears when superposing two transparent layers containing correlated opaque patterns. Line moiré is the case when the superposed patterns comprise straight or curved lines. When moving the layer patterns, the moiré patterns transform or move at a faster speed. This effect is called optical moiré speedup.
Line moiré is one type of moiré pattern; a pattern that appears when superposing two transparent layers containing correlated opaque patterns. Line moiré is the case when the superposed patterns comprise straight or curved lines. When moving the layer patterns, the moiré patterns transform or move at a faster speed. This effect is called optical moiré speedup.
Figure 1. Two layers with parallel lines Simple moiré patterns can be observed when superposing two transparent layers comprising periodically repeating opaque parallel lines as shown in Figure 1. The lines of one layer are parallel to the lines of the second layer. The superposition image does not change if transparent layers with their opaque patterns are inverted.
The building where Eforia Civil Hospitals functioned was located on Elisabeth Boulevard in Bucharest and built between 1885–1886 in neoclassical style. During the 1944 bombing, the building lost its roof, being renovated and upgraded after the war. Starting with 1950, the building hosted the People's Council of V. I Lenin District. The superposing works were started, however they were completed only in the western wing.
Elastic instability of a rigid beam supported by an angular spring. Elastic instability is a form of instability occurring in elastic systems, such as buckling of beams and plates subject to large compressive loads. There are a lot of ways to study this kind of instability. One of them is to use the method of incremental deformations based on superposing a small perturbation on an equilibrium solution.
Sakti- vikasa is a method to dissolve duality (vikalpa ksaya) out of the stream of sensorial impressions. While being engaged in the sense activity, the yogi should remain centered in Atman (his heart), thus superposing the external perceptions onto the light of is revealed heart. This mental attitude is also called Bhairavi Mudra. Its effect is the realization of the nonduality of the external reality by recognizing the same essential nature (Atman, or Śiva) in all cognitions.
In the 1990s he abandoned tapping replacing it with so- called speed painting techniques. He became closer to the basis of abstract expressionism reproducing persons or situations in a spontaneous, automatic and almost subconscious way. In the first decade of the 21st century he moved back to the graffiti technique superposing multicolor stencils of human shapes on monochromatic background (cycle «Pokolenia» (Generations)). In 2010 in Olsztyn he exhibited a series of 44 female nudes painted in several short sessions mixing up speed painting and realistic techniques.
Then a particular solution of the inhomogeneous equation is :x (t)=\int_0^t x_s (t)\,ds, the result of linearly superposing the infinitesimal homogeneous solutions. There are generalizations to higher order linear differential operators. In practice, variation of parameters usually involves the fundamental solution of the homogeneous problem, the infinitesimal solutions x_s then being given in terms of explicit linear combinations of linearly independent fundamental solutions. In the case of the forced dispersionless spring, the kernel \sin(t-s)=\sin t\cos s - \sin s\cos t is the associated decomposition into fundamental solutions.
Solutions to wave propagation problems in linear elastic transversely isotropic media can be constructed by superposing solutions for the quasi-P wave, the quasi S-wave, and a S-wave polarized orthogonal to the quasi S-wave. However, the equations for the angular variation of velocity are algebraically complex and the plane-wave velocities are functions of the propagation angle \theta are. The direction dependent wave speeds for elastic waves through the material can be found by using the Christoffel equation and are given byG. Mavko, T. Mukerji, J. Dvorkin.
Duhamel's principle is the result that the solution to an inhomogeneous, linear, partial differential equation can be solved by first finding the solution for a step input, and then superposing using Duhamel's integral. Suppose we have a constant coefficient, mth order inhomogeneous ordinary differential equation. : P(\partial_t)u(t) = F(t) : \partial_t^j u(0) = 0, \; 0 \leq j \leq m-1 where : P(\partial_t) := a_m \partial_t^m + \cdots + a_1 \partial_t + a_0,\; a_m eq 0. We can reduce this to the solution of a homogeneous ODE using the following method.
Bohm maintained that relativity and quantum theories are in basic contradiction in these essential respects, and that a new concept of order should begin with that toward which both theories point: undivided wholeness. This should not be taken to mean that he advocated such powerful theories be discarded. He argued that each was relevant in a certain context—i.e., a set of interrelated conditions within the explicate order—rather than having unlimited scope, and that apparent contradictions stem from attempts to overgeneralize by superposing the theories on one another, implying greater generality or broader relevance than is ultimately warranted.
Interferometry increases the total signal collected, but its primary purpose is to vastly increase the resolution through a process called Aperture synthesis. This technique works by superposing (interfering) the signal waves from the different telescopes on the principle that waves that coincide with the same phase will add to each other while two waves that have opposite phases will cancel each other out. This creates a combined telescope that is equivalent in resolution (though not in sensitivity) to a single antenna whose diameter is equal to the spacing of the antennas furthest apart in the array.
Between times t=s and t=s+ds, the momentum corresponding to the solution has a net change F(s)\,ds (see: Impulse (physics)). A solution to the inhomogeneous equation, at the present time , is obtained by linearly superposing the solutions obtained in this manner, for going between 0 and . The homogeneous initial-value problem, representing a small impulse F(s)\,ds being added to the solution at time t=s, is :x(t)+x(t)=0,\quad x(s)=0,\ x'(s)=F(s)\,ds. The unique solution to this problem is easily seen to be x(t) = F(s)\sin(t-s)\,ds.
The presence of these features is strongly indicative of a glacial origin. Some researchers have proposed that portions of the Phlegra Montes region were covered by a kilometers-thick glacier in the late Amazonian (within the last few hundreds of millions of years), with the retreat of the glacier responsible for the concentric crater fill and lineated valley fill morphologies. It is possible but not necessary to evoke the presence of a regional ice sheet when explaining these morphologies. There is also evidence of later, superposing lineated valley fills originating from far thinner localized Alpine-like glaciation events that occurred after the retreat of this extremely thick glacial event.
The opening chords present all the pitch materials of the piece. They are of two kinds: (1) "resonant" chords made by superposing two major, minor, augmented, diminished triads (sometimes with an added seventh or ninth), to form basically "harmonic" structures, and (2) "anti-resonant" or "noisy" chords based on chromatic relationships and containing a large number of seconds and fourths, giving them a more "inharmonic" character . These chords are progressively horizontalised, creating "a syntactic flux between structurally opposite and intermediate constituents" . The resulting opposition between chords and fast, single-voice chromatic figures resembles the compositional alternation of clusters and melodic gestures in Karlheinz Stockhausen's Klavierstück X .
The light is recombined by bouncing the two components off a pair of corner cubes (CC) that return the two components to the beam splitter again to be reassembled. The corner cube serves to displace the incident from the reflected beam, which avoids some complications caused by superposing the two beams. The distance between the left-hand corner cube and the beam splitter is compared to that separation on the fixed leg as the left-hand spacing is adjusted to compare the length of the object to be measured. In the top panel the path is such that the two beams reinforce each other after reassembly, leading to a strong light pattern (sun).
Two other groups had also detected circular polarization at about the same time (David Martyn in Australia and Edward Appleton with James Stanley Hey in the UK). Modern radio interferometers consist of widely separated radio telescopes observing the same object that are connected together using coaxial cable, waveguide, optical fiber, or other type of transmission line. This not only increases the total signal collected, it can also be used in a process called aperture synthesis to vastly increase resolution. This technique works by superposing ("interfering") the signal waves from the different telescopes on the principle that waves that coincide with the same phase will add to each other while two waves that have opposite phases will cancel each other out.
Superposed turrets on The US Navy tried to save weight and allow the much faster firing 8-inch to shoot during the long reload time necessary for 12-inch guns by superposing secondary gun turrets directly on top of the primary turrets (as in the and s), but the idea proved to be practically unworkable and was soon abandoned. With the advent of the s in 1908, the main battery turrets were designed so as to superfire, to improve fire arcs on centerline mounted weapons. This was necessitated by a need to move all main battery turrets to the vessel's centerline for improved structural support. The 1906 , while revolutionary in many other ways, had retained wing turrets due to concerns about muzzle blast affecting the sighting mechanisms of a turret below.
This process is known as Very Long Baseline Interferometry (VLBI). Interferometry does increase the total signal collected, but its primary purpose is to vastly increase the resolution through a process called aperture synthesis. This technique works by superposing (interfering) the signal waves from the different telescopes on the principle that waves that coincide with the same phase will add to each other while two waves that have opposite phases will cancel each other out. This creates a combined telescope that is equivalent in resolution (though not in sensitivity) to a single antenna whose diameter is equal to the spacing of the antennas furthest apart in the array. Atacama Large Millimeter Array in the Atacama desert consisting of 66 12-metre (39 ft), and 7-metre (23 ft) diameter radio telescopes designed to work at sub-millimeter wavelengths A high-quality image requires a large number of different separations between telescopes.
In special relativity, the observer measures events against an infinite latticework of synchronized clocks. First it is necessary to carefully consider the methods for measuring the lengths of resting and moving objects. Here, "object" simply means a distance with endpoints that are always mutually at rest, i.e., that are at rest in the same inertial frame of reference. If the relative velocity between an observer (or his measuring instruments) and the observed object is zero, then the proper length L_0 of the object can simply be determined by directly superposing a measuring rod. However, if the relative velocity > 0, then one can proceed as follows: Length contraction: Three blue rods are at rest in S, and three red rods in S'. At the instant when the left ends of A and D attain the same position on the axis of x, the lengths of the rods shall be compared.
They then extended this study by superposing their data atop other models of stress created around the Tharsis Rise, whose globally influential stress field would have affected any compressional or extensional features created by the formation of Elysium. The north-south- oriented wrinkle ridges of the Phlegra Montes region were best-predicted by a superposed model that the researchers prepared involving Tharsis, Elysium, and Hecates Tholus (which is thought to predate the rise of Elysium Mons). In 1993, Kenneth L. Tanaka (United States Geological Survey) and Richard A. Schultz (University of Nevada, Reno) published a conference paper in which a series of parallel rises in the Thaumasia Plateau around the Coprates Rise and proposed based on its geomorphological indicators that the region was a fold and thrust belt. Similar parallel compressional features were observed in the vicinity of the Phlegra Montes, and the authors proposed that this region may also be a fold and thrust belt.

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