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  • rotational irradiation coach
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  • rotational irradiation coach
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  • driven equilibrium Fourier transform sequence
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  • Fourier transform (FT)
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  • rotational displacement
    ȸÀü¼º ÀüÀ§(üÞï®àõï®êÈ).
  • rotational energy level
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  • rotational irradiation coach
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  • driven equilibrium Fourier transform sequence
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  • fast Fourier transform
    °í¼Ó Fourier º¯È¯
  • fast Fourier transform
    °í¼Ó (ÍÔáÜ) Ǫ¸®¿¡ º¯È¯ (ܨüµ)
  • two dimensional Fourier transform
    ÀÌÂ÷¿ø Ç»¸®¾î º¯È¯
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  • Fourier transform infrared spectroscopy
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  • Fourier transform nuclear magnetic resonance
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  • rotational base substitution
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  • rotational diffusion
    ȸÀü È®»ê(üÞï®üªß¤)
  • rotational diffusion coefficient
    ȸÀü È®»ê°è¼ö(üÞï®üªß¤Ìõâ¦)
  • rotational frictional coefficient
    ȸÀü ¸¶Âû°è¼ö(üÞï®Ø¤óÍÌõâ¦)
  • rotational relaxation
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  • rotational relaxation time
    ȸÀü À̿Ͻð£(üÞï®ì¬èÐãÁÊà)
  • rotational strength
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  • rotational symmetry
    ȸÀü ´ëĪ(üÞï®Óßöà)
  • rotational transition
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  • twofold rotational symmetry
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PTCRA percutaneous transluminal coronary rotational ablation
DCT direct Coombs' test; discrete cosine transform; distal convoluted tubule; diurnal cortisol test; dyn...
2DFT two-dimensional Fourier transform
3DFT three-dimensional Fourier transform
DWT dichotic word test; discrete wave transform
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RAO Rotational acetabular osteotomy
RA Rotational atherectomy
REDOR Rotational echo double-resonance
ATR-FTIR Attenuated Total Reflectance Fourier-Transform Infrared
ATR-FTIR Attenuated total reflection Fourier transform infrared
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  • rotational path removable partial denture
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  • two dimensional Fourier transform
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CancerWEB ¿µ¿µ ÀÇÇлçÀü ¸ÂÃã °Ë»ö °á°ú : 1 ÆäÀÌÁö: 1
rotational transform <radiobiology> \iota = 2PI/q) Due to the combination of applied toroidal field and induced poloidal field, the magnetic field lines wind helically around the torus (and on most flux surfaces they fill the surface ergodically). The rotational transform is a measure of this helicity, and is defined as the average angle the field line shifts in the poloidal direction per complete circuit in the toroidal direction. The quantity q = 2\pi / \iota is known as the "safety factor'' because of its role in stability theory.
A magnetic field configuration is said to posses rotational transform if the lines of force, after one complete circuit around the configuration (for example, a torus) do not simply close exactly on themselves, but are instead rotated through some angle about the magnetic axies.
(13 Nov 1997)
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rotational axis An imaginary line around which a removable partial denture tends to rotate.
Synonym: rotational axis.
(05 Mar 2000)
rotational nystagmus Jerky nystagmus arising from stimulation of the labyrinth by rotation of the head around any axis and induced by change of motion.
(05 Mar 2000)
spectroscopy, fourier transform infrared A spectroscopic technique in which a range of wavelengths is presented simultaneously with an interferometer and the spectrum is mathematically derived from the pattern thus obtained.
(12 Dec 1998)
transform To be changed in form; to be metamorphosed. "His hair transforms to down." (Addison)
1. To change the form of; to change in shape or appearance; to metamorphose; as, a caterpillar is ultimately transformed into a butterfly. "Love may transform me to an oyster." (Shak)
2. To change into another substance; to transmute; as, the alchemists sought to transform lead into gold.
3. To change in nature, disposition, heart, character, or the like; to convert. "Be ye transformed by the renewing of your mind." (Rom. Xii. 2)
4. <mathematics> To change, as an algebraic expression or geometrical figure, into another from without altering its value.
Origin: L. Transformare, transformatum; trans across, over + formare to from: cf. F. Transformer. See Form.
Source: Websters Dictionary
(01 Mar 1998)
Fourier transform Analysis based on the mathematical function first formulated by jean-baptiste-joseph fourier in 1807. The function, known as the fourier transform, describes the sinusoidal pattern of any fluctuating pattern in the physical world in terms of its amplitude and its phase. It has broad applications in biomedicine, e.g., analysis of the X-ray crystallography data pivotal in identifying the double helical nature of DNA and in analysis of other molecules, including viruses, and the modified back-projection algorithm universally used in computerised tomography imaging, etc.
(12 Dec 1998)
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