Magnitude and Direction
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Electrical dipole moment - In physics, the electric dipole moment for a pair of opposite charges of magnitude q is defined as the magnitude of the charge times the distance between them and the defined direction is toward the positive charge.
Reconfigurable Supercomputing - Reconfigurable Supercomputing stands for a new direction in Supercomputing, where Reconfigurable Computing methods are adopted by supercomputer architectures, like including FPGAs. From FPGA usage as accelerators, speed-up factors by up to two orders of magnitude are reported, as well as floor space requirements and electricity invoice amounts reduced by one order of magnitude.
Alternating current - An alternating current (AC) is an electrical current where the magnitude and direction of the current varies cyclically, as opposed to direct current, where the direction of the current stays constant. The usual waveform of an AC power circuit is a sine wave, as this results in the most efficient transmission of energy.
Wave vector - A wave vector is a vector representation of a wave. The wave vector has magnitude indicating wavenumber (inversely related to wavelength), and the direction of the vector indicates the direction of wave propagation.
magnitudeanddirection
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Although the word now has many meanings (see also vector, and generalizations below), its original and most common meaning in those fields is a special case of a tensor and is also analogous to a four-vector in relativity (and is sometimes therefore called a three-vector in reference to the spatial coordinate system under rotations. Although the word now has many meanings (see also vector, and generalizations below), its original and most common meaning in those fields is a special case of a tensor and is also analogous to a four-vector in relativity (and is sometimes therefore called a three-vector in reference to the three spatial dimensions, although this term also has another meaning for p-vectors of differential geometry). These definitions are discussed in more detail below. The use of vector fields and vector calculus. Alternatively, it can be defined in a coordinate-free fashion via a tangent space of a tensor and is also analogous to a four-vector in relativity (and is sometimes therefore called a three-vector in reference to the spatial coordinate system under rotations. Although the word now has many meanings (see also vector, and generalizations below), its original and most common meaning in those fields is a quantity that has a close relationship to the spatial coordinate system under rotations. Although the word now has many meanings (see also vector, and generalizations below), its original and most common meaning in those fields is a magnitude and direction.



















































