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Page "Array data structure" ¶ 28
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For and two-dimensional
For example, a similar geometric system was published in 1987 by Kjell Gustafson, whose method represents a rhythm as a two-dimensional graph.
For convenience, pixels are normally arranged in a regular two-dimensional grid.
For example, Girih tiles in a medieval Islamic mosque in Isfahan, Iran, are arranged in a two-dimensional quasicrystalline pattern.
For example, the surface of the Earth is ( ideally ) a two-dimensional sphere, and latitude and longitude provide two-dimensional coordinates on it ( except at the poles and along the 180th meridian ).
For a two-dimensional situation with horizontal and vertical forces, the sum of the forces requirement is two equations: ΣH
For a simple visual explanation of a wormhole, consider spacetime visualized as a two-dimensional ( 2D ) surface.
For two-dimensional signals, e. g., images, the spectrum is reciprocal to f < sup > 2 </ sup >.
For two-dimensional rotational motion, Newton's second law can be adapted to describe the relation between torque and angular acceleration:
For example, is a meromorphic function on the two-dimensional complex affine space.
For a two-dimensional surface, the Bianchi identities imply that the Riemann tensor can be expressed as
For example, atmospheric cyclones are rotational but their substantially two-dimensional shapes do not allow vortex generation and so are not turbulent.
For example, the ordinary generating function of a two-dimensional array a < sub > m, n </ sub > ( where n and m are natural numbers ) is
For instance, a "< big > b </ big >" and a "< big > d </ big >" have a different shape, at least when they are constrained to move within a two-dimensional space like the page on which they are written.
For example, in the two-dimensional case, the normal line to a curve at a given point is the line perpendicular to the tangent line to the curve at the point.
For convex two-dimensional shapes, the centroid can be found by balancing the shape on a smaller shape, such as the top of a narrow cylinder.
For example, a monatomic gas with a fixed number of particles is a simple case of a two-dimensional system ().
For instance, in the BF model, the spacetime is a two-dimensional manifold M, the observables are constructed from a two-form F, an auxiliary scalar B, and their derivatives.
For a two-dimensional flow the vorticity acts as a measure of the local rotation of fluid elements.
For a two-dimensional analysis a plane stress or a plane strain condition can be assumed.
For example, Kahane uses Cantor sets to construct a Besicovitch set of measure zero in the two-dimensional plane.
For such models, economists often use two-dimensional graphs instead of functions.
For example, a two-dimensional real torus has a SL ( 2, Z ) group of large diffeomorphisms by which the one-cycles of the torus are transformed into their integer linear combinations.
For the graph of a two-dimensional function, this corresponds to a point on the graph where the tangent plane is parallel to the xy plane.

For and array
For circular fibers in a closely packed hexagonal array, the packing efficiency is given by: Af where Af, and 0.906 is the ratio of the area of a circle to that of the circumscribed hexagon.
For example, an array of 10 integer variables, with indices 0 through 9, may be stored as 10 words at memory addresses 2000, 2004, 2008, … 2036, so that the element with index i has the address 2000 + 4 × i.
For that reason, the elements of an array data structure are required to have the same size and should use the same data representation.
For example a two dimensional array with three rows and four columns might provide access to the element at the 2nd row and 4th column by the expression: ( in a row major language ) and ( in a column major language ) in the case of a zero-based indexing system.
For this reason, the C programming language specifies that array indices always begin at 0 ; and many programmers will call that element " zeroth " rather than " first ".
For example, if the array has five elements, indexed 1 through 5, and the base address B is replaced by B − 30c, then the indices of those same elements will be 31 to 35.
For the first element, this would be position 0 of the array.
For example, the Employee class has an attribute named activities implemented as an array of Strings.
For example, array elements producing a 5 degree phase shift for each wavelength across the array face will produce a beam pointed 5 degree away from the centerline perpendicular to the array face.
For example, many programming languages provide special syntax for referencing and updating array elements.
For example, a linear map can be represented by a matrix, a 2-dimensional array, and therefore is a 2nd-order tensor.
For example, interrupt mechanisms rely on an array of pointers to their handlers, such as I / O completion and page fault.
For very large wind tunnels several meters in diameter, a single large fan is not practical, and so instead an array of multiple fans are used in parallel to provide sufficient airflow.
For instance, the existence of pointers in C and C ++ makes it difficult to optimize array accesses ( see alias analysis ).
For information about active as well as passive phased array radars, see also active electronically scanned array.
For example, if three drives are arranged in RAID 3, this gives an array space efficiency of ( approximately 66 %); thus, if each drive in this example has a capacity of 250 GB, then the array has a total capacity of 750 GB but the capacity that is usable for data storage is only 500 GB.
For example, if each of three drives has a failure rate of 5 % over the next 3 years, and these drives are arranged in RAID 3, then this gives an array failure rate of over the next 3 years.
For example, the simple traversal of elements in a one-dimensional array, from the base address to the highest element would exploit the sequential locality of the array in memory.
For example a passive solar thermal array which does not rely on pumps and sensors will only start circulating when a certain amount of internal energy has built up in the system.

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