Examples of the the word, curvature , in a Sentence Context
The word ( curvature ), is the 16724 most frequently used in English word vocabulary
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- Much greater than the contribution of matter. But as the universe expands,the, curvature ,redshifts away more slowly than matter and radiation. Extrapolated into the
- Ds and by differentiation: c = \rho \cos \var phi where ρ is the radius of, curvature , The solution to this is: y = c \LN \sec \franc. In this case, the curve has
- Condition and coma here fall together in one class; (3) astigmatism; (4), curvature , of the field; (5) distortion.: (1) Aberration of the third order of axis
- Necessarily possesses a certain minimum width. This width is given by the, curvature ,of the magnetic trapping potential in the given direction. More tightly
- Deadbolt – Decant – Castle – Decorated Period – Deep plan – Degree of, curvature ,– Denton Corker Marshall – Diagram – Diaphragm arch – Digital morphogenesis -
- Differentiation gives: w T_0 \franc\franc \franc. In terms of φ and the radius of, curvature ,ρ this becomes: w= \franc. Suspension bridge curve A similar analysis can be
- To reach the necessary precision and to avoid non-monotonic local changes of, curvature , The" smooth curve" feature of charts in Microsoft Excel also use this
- Monopole problems alternative to cosmic inflation is offered by the Was, curvature ,hypothesis. Baryon asymmetry It is not yet understood why the Universe has more
- Field normal. The resultant deflection means that in these regions of high, curvature , atomic terraces are belied by a strong anisotropy in the detection density.
- Are not actually true optical aberrations, as they do not represent or model, curvature ,in the wavefront. If an otherwise perfect wavefront is" serrated" by piston
- That the surface of rotating water is curved. However, the explanation of this, curvature ,involves centrifugal force for all observers except a truly
- Sphere is more difficult: because the surface of a sphere has nonzero Gaussian, curvature , it cannot be flattened out. The formula for the surface area of a sphere was
- Physical signatures. The angular scale of the first peak determines the, curvature ,of the universe (but not the topology of the universe). The next peak—ratio
- Determined entirely by measuring angles and distances on the surface. That is, curvature ,does not depend on how the surface might be embedded in 3-dimensional space or
- Function. The Whewell equation for the catenary is: \kappa=\franc. The radius of, curvature ,is then: \rho = a \sec^2 \var phi which is the length of the line normal to the
- Of different regions are so nearly equal, and it predicts that the total, curvature ,of a space-slice at constant global time is zero. This prediction means that
- Has the important effect of smoothing out inhomogeneities, anisotropies and the, curvature ,of space. This pushes the universe into a very simple state, in which it is
- Terms) in a magazine advertisement to anyone who could demonstrate a convex, curvature ,in a body of water such as a river, canal,or lake. Wallace, intrigued by the
- Terrace, surrounded by a long bench in the form of a sea serpent. To design the, curvature ,of the bench surface Saudi used the shape of buttocks left by a naked workman
- 9,1),etc. are semiconducting. However, this rule has exceptions, because, curvature , effects in small diameter carbon nanotubes can strongly influence electrical
- Frets that constitute the top of the neck. It is flat or slightly curved. The, curvature ,of the fretboard is measured by the fretboard radius, which is the radius of a
- Field is roughly constant. However, the energy density in inhomogeneities, curvature , anisotropies and exotic particles is falling, and through sufficient inflation
- This presents a mystery: how did these new regions know what temperature and, curvature ,they were supposed to have? They couldn't have learned it by getting signals
- Property of the notion of curvature . Informally, the theorem says that the, curvature ,of a surface can be determined entirely by measuring angles and distances on
- Vector to the particle's trajectory, and R is its instantaneous radius of, curvature ,based upon the osculating circle at time t. These components are called the
- Index; on the other hand, they permit the elimination of astigmatism and, curvature ,of the field, if the collective lens has a greater refractive index (this
- Temperature as the background radiation of other regions, and their space-time, curvature ,is evolving lock-step with ours. This presents a mystery: how did these new
- Depends solely upon the principal rays; and is independent of the sharpness or, curvature ,of the image field. Referring to fig. 8,we have O'Q'/OF a' tan w'/a tan w 1/N
- For the errors depending upon the angle of the field of view, w: astigmatism, curvature ,of field and distortion are eliminated for a definite value, w*, zones of
- 2) Wide angle lens; necessary corrections are — for astigmatism, curvature ,of field and distortion; errors of the aperture only slightly regarded;
- Therefore, regardless of the shape of the universe the contribution of spatial, curvature ,to the expansion of the universe could not be much greater than the
- Of a free particle gliding frictionlessly on a surface of constant negative, curvature , In the system studied," Hadamard's billiards ", Hadamard was able to show
- Relativity lies a gravitational singularity, a region where the spacetime, curvature ,becomes infinite. For a non-rotating black hole this region takes the shape of
- By a parabola, correctly observing that this approximation improves as the, curvature ,gets smaller and is almost exact when the elevation is less than 45o. That the
- Inflation, and so they are necessarily at nearly the same temperature and, curvature , because they come from the same little patch of space. In the local point of
- As eccentrically loaded. The eccentricity of the load, or an initial, curvature , subjects the column to immediate bending. The increased stresses due to the
- All observers except a truly stationary observer, who finds the, curvature ,is consistent with the rate of rotation of the water as they observe it, with
- Into the past, this presents a fine-tuning problem because the contribution of, curvature ,to the universe must be exponentially small (sixteen orders of magnitude less
- During the inflationary period, spacetime expanded to such an extent that its, curvature ,would have been smoothed out. Thus, it is theorized that inflation drove the
- And distortion are eliminated for a definite value, w*, zones of astigmatism, curvature ,of field and distortion, attend smaller values of w. The practical optician
- The vehicle would have three axles and the outer two could pivot to adapt to, curvature ,of the track. The pivoting was controlled by levers attached to the third (
- Theorem in Latin),establishing an important property of the notion of, curvature , Informally, the theorem says that the curvature of a surface can be determined
- Placed from the diaphragm in the ratio of their size, and presenting the same, curvature ,to it (hemisymmetrical objectives); in these systems tan w' / tan w 1. The
- Through the telescope, one object appeared higher than the other, showing the, curvature ,of the earth. The judge for the wager, the editor of Field magazine, declared
- Which can be quantized. In particular, the symplectic form should be the, curvature ,form of a connection of a Hermitian line bundle, which is called a
- Curves and surfaces. Among other things he came up with the notion of Gaussian, curvature , This led in 1828 to an important theorem, the Theorem Egregious (remarkable
- Image obtained with a wide aperture—there remains the necessity to correct the, curvature ,of the image surface, especially when the image is to be received upon a plane
- Action. The solution to Einstein's equations in the presence of, curvature ,squared terms, when the curvature s are large, can lead to an effective
- Its fundamental pitch. Shortening a string stiffens it by increasing its, curvature ,during a distortion and subjecting it to larger net forces. Shortening the
- Continuity of position),G1 (continuity of tangency),and G2 (continuity of, curvature ,). Every continuous function: f: a, b \right arrow \math bf R is integrable (for
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