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  • ¿µ¹®
    ÇѱÛ
  • rotational irradiation coach
    ȸÀü¹æ»ç¼±Ä¡·á´ë
  • bilateral symmetry
    Á¿ì´ëĪ
  • helical symmetry
    ³ª¼±´ëĪ
  • radial symmetry
    ¹æ»ç´ëĪ
  • symmetry
    1. ´ëĪ 2. ´ëμº
  • symmetry model
    ´ëĪÇü, ´ëμ³
´ëÇÑÀÇÇù Çʼö ÀÇÇпë¾îÁý »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 2 ÆäÀÌÁö: 1
  • ¿µ¹®
    ÇѱÛ
  • symmetry model
    ´ëĪÇü, ´ëμ³
  • symmetry
    ´ëμº
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  • ¿µ¹®
    ÇѱÛ
  • rotational irradiation coach
    ȸÀü¹æ»ç¼±Ä¡·á´ë
  • cubic symmetry
    ÀÔü´ëĪ
  • electron beam symmetry
    ÀüÀÚ¼±´ëĪ
  • symmetry group
    ´ëαº
  • helical symmetry
    ³ª¼±´ëĪ
  • symmetry model
    ´ëĪÇü, ´ëμ³
  • phase conjugate symmetry
    À§»óȸº¹´ëĪ
  • radial symmetry
    ¹æ»ç´ëĪ
  • symmetry
    ´ëĪ
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  • ¿µ¹®
    ÇѱÛ
  • helical symmetry
    ³ª¼±´ëĪ(¡­Óßöà).
  • helical symmetry
    ³ª¼±´ëĪ
  • icosahedral symmetry
    Á¤20¸éü´ëĪ
  • phase conjugate symmetry
    À§»ó ȸº¹ ´ëĪ (À§»ó °ø¾× ´ëĪ)
  • point of symmetry
    ´ëĪÁ¡(ÓßöàïÇ).
  • radial symmetry
    ¹æ»ç´ëĪ(Û¯ÞÒÓßöà).
  • read conjugate symmetry
    ÆÇµ¶ °ø¾× ´ëĪ
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  • ¿µ¹®
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  • rotational displacement
    ȸÀü¼º ÀüÀ§(üÞï®àõï®êÈ).
  • rotational energy level
    ȸÀü¿¡³ÊÁö¼öÁØ.
  • rotational irradiation coach
    ȸÀü¹æ»ç¼±Ä¡·á´ë
  • axis of symmetry
    ´ëĪÃà(ËÀ̧̬).
  • cubic symmetry
    ÀÔü´ëĪ, ±¸Çü´ëĪ
  • electron beam symmetry
    ÀüÀÚ¼±´ëεµ
  • helical symmetry
    ³ª¼±´ëĪ(¡­Óßöà).
  • helical symmetry
    ³ª¼±´ëĪ
  • icosahedral symmetry
    Á¤20¸éü´ëĪ
  • phase conjugate symmetry
    À§»ó ȸº¹ ´ëĪ (À§»ó °ø¾× ´ëĪ)
  • point of symmetry
    ´ëĪÁ¡(ÓßöàïÇ).
  • radial symmetry
    ¹æ»ç´ëĪ(Û¯ÞÒÓßöà).
  • read conjugate symmetry
    ÆÇµ¶ °ø¾× ´ëĪ
  • symmetry group
    ´ëαº(ÓßöàÏØ).
  • symmetry model
    ´ëĪÇü(Óßöàúþ), ´ëμ³(Óß öàæò).
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  • rotational symmetry
    ȸÀü ´ëĪ(üÞï®Óßöà)
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  • twofold rotational symmetry
    ÀÌȸ ȸÀüÃà ´ëĪ(ì£üÞüÞï®õîÓßöà)
  • rotational base substitution
    ¼±È¸ ¿°±â ġȯ(àÁüÞç¤ÐñöÇüµ)
  • 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
    ȸÀü ÀÌ¿Ï(üÞï®ì¬èÐ)
  • rotational relaxation time
    ȸÀü À̿Ͻð£(üÞï®ì¬èÐãÁÊà)
  • rotational strength
    ȸÀü(üÞï®) ¼¼±â
  • rotational transition
    ȸÀü ÀüÀÌ(üÞï®ï®ì¹)
  • axis of symmetry
    ´ëĪÃà (Óßöàõî)
  • binal symmetry
    À̼ººÐ ´ëĪ(ì£à÷ÝÂÓßöà)
  • center of symmetry
    ´ëĪÁß½É(Óßöàñéãý)
  • cubic symmetry
    ÀÔ¹æ´ëĪ(ء۰Óßöà)
  • cyclic symmetry
    "°í¸®´ëĪ(Óßöà), (ÔÒ) rotational symmetry"
  • cylindrical axis of symmetry
    ¿øÁÖ»ó ´ëĪÃà(ê­ñºßÒ Óßöàõî)
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  • phase conjugate symmetry
    À§»óȸº¹´ëĪ, À§»ó°ø¾×´ëĪ
  • read conjugate symmetry
    ÆÇµ¶°ø¾×´ëĪ
  • symmetry
    ´ëĪ
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PTCRA percutaneous transluminal coronary rotational ablation
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NCS Non-crystallographic symmetry
DSE dyad symmetry element
RAO Rotational acetabular osteotomy
RA Rotational atherectomy
REDOR Rotational echo double-resonance
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  • rotational path removable partial denture
    ȸÀü °æ·Î·Î ÀåÂøÇÏ´Â °¡Ã¶¼º ºÎºÐ»ó ÀÇÄ¡
  • facial symmetry
    ¾È¸é ´ëμº
  • helical symmetry
    ³ª¼± ´ëĪ
  • icosahedral symmetry
    Á¤20¸éü ´ëĪ
  • point of symmetry
    ´ëĪÁ¡. ¾È°ú,»ý¸®
  • read conjugate symmetry
    ÆÇµ¶ °ø¾× ´ëĪ
  • symmetry
    ´ëĪ, ´ëμº
    ¹Ý´ë¾î=asymmetry. ÃàÀ» Áß½ÉÀ¸·Î ÇÑ Å©±â, ÇüÅÂ, »ó´ëÀû À§Ä¡, ¶Ç´Â ½Åü ¸éÀÇ Á¿ìÃøÀÌ ÀÏÄ¡ÇÏ´Â °Í.
  • symmetry model
    ´ëĪÇü, ´ëμ³
  • universal symmetry
    ´Ù´ëĪ
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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)
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)
axis of symmetry An axis through a particle (e.g., a virus) on such a plane that, if the particle is rotated on the axis, there are two or more positions at which the particle appears identical.
(05 Mar 2000)
bilateral symmetry <biology> Describes an organism which is divisible into equal mirror halves in one plane only.
(09 Oct 1997)
pseudo-symmetry <chemistry> A kind of symmetry characteristic of certain crystals which from twinning, or other causes, come to resemble forms of a system other than that to which they belong, as the apparently hexagonal prisms of aragonite.
Origin: Pseudo- + symmetry.
Source: Websters Dictionary
(01 Mar 1998)
symmetry 1. A due proportion of the several parts of a body to each other; adaptation of the form or dimensions of the several parts of a thing to each other; the union and conformity of the members of a work to the whole.
2. <biology> The law of likeness; similarity of structure; regularity in form and arrangement; orderly and similar distribution of parts, such that an animal may be divided into parts which are structurally symmetrical.
Bilateral symmetry, or two-sidedness, in vertebrates, etc, is that in which the body can be divided into symmetrical halves by a vertical plane passing through the middle; radial symmetry, as in echinoderms, is that in which the individual parts are arranged symmetrically around a central axis; serial symmetry, or zonal symmetry, as in earthworms, is that in which the segments or metameres of the body are disposed in a zonal manner one after the other in a longitudinal axis. This last is sometimes called metamerism.
3. <botany> Equality in the number of parts of the successive circles in a flower. Likeness in the form and size of floral organs of the same kind; regularity. Axis of symmetry.
<geometry> See Axis. Respective symmetry, that disposition of parts in which only the opposite sides are equal to each other.
Origin: L. Symmetria, Gr.; with, together + a measure: cf. F. Symetrie. See Syn-, and Meter rhythm.
Source: Websters Dictionary
(01 Mar 1998)
symmetry axis <radiobiology> The straight line (usually vertical) through the centre of a configuration, when the configuration is symmetric to all (axisymmetric, like the tokamak) or some (periodic, like the stellarator) rotations about this line. Usually the z-axis.
(09 Oct 1997)
dyad symmetry element Dyad symmetry element bound by serum response factor to control the expression of c fos.
(18 Nov 1997)
dyad symmetry of DNA <molecular biology> Two areas of a DNA molecule whose base pair sequences are repeats of each other, inverted relative to each other, or are palindromes.
(09 Oct 1997)
inverse symmetry Correspondence of the right or left side of an asymmetrical individual to the left or right side of another.
(05 Mar 2000)
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  • symmetry
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