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"bulk phase model"¿¡ ´ëÇÑ °Ë»ö °á°úÀÔ´Ï´Ù. °Ë»ö °á°ú º¸´Â µµÁß¿¡ Tab ۸¦ ´©¸£½Ã¸é °Ë»ö âÀÌ ¼±Åõ˴ϴÙ.
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  • ¿µ¹®
    ÇѱÛ
  • psychodynamic experiential model
    Á¤½Å¿ªµ¿°æÇè¸ðÇü
  • reserve model
    ¿¹ºñ¸ðÇü
  • role model
    ¿ªÇÒÇ¥º»Çü, ¿ªÇÒ¸ðµ¨
  • social service model
    »çȸ¼­ºñ½º¸ðµ¨
  • statistical model
    Åë°è¸ðÇü
  • symmetry model
    ´ëĪÇü, ´ëμ³
  • sequential model
    ¼øÂ÷¸ðµ¨
  • single major gene locus model
    ´ÜÀÏÁÖ¿äÀ¯ÀüÀÚÀÚ¸®¸ðÇü
  • viscoelastic model
    Á¡µµÅº·Â¸ðÇü
  • working model
    ÀÛ¾÷¸ðÇü
  • wax model
    ¹Ð¶ø¸ðÇü
  • acceleration phase
    ÃËÁø±â, °¡¼Ó±â
  • active phase
    Ȱ¼º±â
  • acute phase reactant
    ±Þ¼º±â¹ÝÀÀ¹°Áú
  • acute phase reaction
    ±Þ¼º±â¹ÝÀÀ
¿¾ ´ëÇÑÀÇÇù ÀÇÇпë¾î »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
  • plaster model
    ¼®°í¸ðÇü
  • proportional hazards model
    ºñ·ÊÀ§Çè¸ðÇü
  • psychodynamic experiential model
    Á¤½Å¿ªµ¿°æÇè¸ðÇü
  • reserve model
    ¿¹ºñ¸ðÇü
  • role model
    ¿ªÇÒÇ¥º»Çü
  • sequential model
    ¼øÂ÷¸ðµ¨
  • single major gene locus model
    ´ÜÀÏÁÖ¿äÀ¯ÀüÀÚÀÚ¸®¸ðÇü
  • social service model
    m. »çȸ¼­ºñ½º¸ðµ¨
  • statistical model
    Åë°è¸ðÇü
  • symmetry model
    ´ëĪÇü, ´ëμ³
  • time dependent relative risk model
    ½Ã°£ÀÇÁ¸»ó´ëÀ§Çè¸ðµ¨
  • viscoelastic model
    Á¡µµÅº·Â¸ðÇü
  • wax model
    ¹Ð¶ø¸ðÇü
  • working model
    ÀÛ¾÷¸ðÇü
  • 3D phase contrast angiography
    »ïÂ÷¿øÀ§»ó´ëÁ¶Ç÷°üÁ¶¿µ¼ú
¿¾ ´ëÇÑÀÇÇù 2 ÀÇÇпë¾î »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
  • in-phase image
    À§»ó³» ¿µ»ó
  • inactive phase
    ºñȰµ¿±â
  • inadequate luteal phase
    Ȳü±âºÎÀü(üÜô÷ÐïÝÕîï).
  • inadequate luteal phase
    Ȳü±âºÎÀü(üÜô÷ÐïÝÕîï).
  • inspiratory phase
    Èí±â»ó(ýåѨßÓ).
  • inspiratory phase time
    Èí±â»ó½Ã°£.
  • phallic stage (phase)
    ³²±Ù±â(ÑûÐÆÑ¢).
  • phase
    »ó, ±â
  • phase
    ˤȗ
  • phase 1 study
    ÀÓ»óÁ¦1»ó½ÃÇè.
  • phase I block
    Á¦1»óÂ÷´Ü.
  • phase advance
    »óÀüÁø(ßÓîñòä)
  • phase angle
    À§»ó°¢(êÈßÓÊÇ).
  • phase angle
    À§»ó °¢
  • phase artifact
    À§»ó Àΰø¹°
¿¾ ´ëÇÑÀÇÇù 3 ÀÇÇпë¾î »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
  • multitarget multihit model
    ´ÙÇ¥Àû´ÙÀûÁß
  • multitarget single hit model
    ´ÙÇ¥Àû´ÜÀÏÀûÁß
  • nuclear model
    (¿øÀÚ)ÇÙ¸ðÇü(ê«í­ú·Ù¼úþ).
  • organic model
    À¯±â¸ðÇü(¡­Ù¼úþ).
  • plaster model
    ±é½º Çü(¡­úþ), ¼®°í ¸ðÇü.
  • psychodynamic experiential model
    Á¤½Å¿ªµ¿Àû °æÇè¸ðµ¨
  • reserve model
    ¿¹ºñ¸ðÇü(çãÝáÙ¼úþ).
  • role model
    ¿ªÇÒÇ¥º»Çü(Ëç̰̰ËÓÌ´).
  • sequential model
    ¼øÂ÷¸ðµ¨.
  • single major gene(locus) model
    ´ÜÀÏ ÁÖ¿äÀ¯ÀüÀÚ(À¯ÀüÁÂÀ§) ¸ðµ¨
  • single target multi-hit model
    ´ÜÀÏÇ¥Àû´Ù¹ßÀûÁß ¸ðµ¨
  • social service model
    »çȸ¼­ºñ½º¸ðµ¨
  • stress and coping model
    ½ºÆ®·¹½º¿Í ´ëó(Óßô¥)¸ðµ¨.
  • symmetry model
    ´ëĪÇü(Óßöàúþ), ´ëμ³(Óß öàæò).
  • time dependent relative risk model
    ½Ã°£ÀÇÁ¸¼º »ó´ëÀ§Çè¸ðµ¨
´ëÇÑ»ýÈ­ÇкÐÀÚ»ý¹°ÇÐȸ ¿ë¾î »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
  • regeneration phase
    Àç»ý±â(î¢ßæÑ¢)
  • reversed phase chromatography
    ¿ª»ó(æ½ßÓ) Å©·Î¸¶Åä±×·¡ÇÇ
  • solid phase synthesis
    °í»óÇÕ¼º(ͳßÒùêà÷)
  • stationary phase
    "Á¤Áö»ó(ïÎò­ßÓ), Á¤Áö±â(ïÎò­Ñ¢)"
  • transient phase
    °úµµ»ó(ΦԤßÒ)
  • vapor phase chromatography
    Áõ±â»ó(ñúѨßÓ) Å©·Î¸¶Åä±×·¡ÇÇ
  • alternate-site model
    ±³´ëºÎÀ§(ÎßÓÛÝ»êÈ)¸ðÅÚ
  • asymmetric strand transfer model
    ºñ´ëĪ(ÞªÓßöà) °¡´ÚÀüÀÌ(ï®ì¹) ¸ðµ¨
  • ball and stick model
    °ø ¸·´ë ¸ðµ¨
  • Benson model
    º¥¼Õ ¸ðµ¨
  • bilayer model
    À̺ÐÀÚÃþ(ì£ÝÂí­öµ) ¸ðµ¨
  • breakage and reunion model
    Àý´ÜÀç°áÇÕ(ï·Ó¨î¢Ì¿ùê)¸ðµ¨
  • Britten-Davidson model
    ºê¸®Æ°-´ëºñ½¼ ¸ðµ¨
  • Cairns model
    Äɸ¥½º ¸ðµ¨
  • Campbell model
    Ä·º§ ¸ðµ¨
KI ÀÇÇпë¾î »çÀü °Ë»ö À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
  • phase evolution of fat suppression
    À§»ó¼±È¸ Áö¹æ¾ïÁ¦
  • phase frequency swap
    À§»óÁ֯ļö±³È¯
  • phase image
    À§»ó¿µ»ó
  • phase mismapping
    À§»ó¿ÀÁöµµÀÛ¼º
  • phase offset multiplannar [=POMP] imaging
    À§»ó¿ÀÇÁ¼Â´Ù¸é¿µ»ó
  • phase sensitive technique description
    À§»ó¹Î°¨¹ý¼³¸í
  • phase shift
    À§»óº¯À§
  • phase shift artifact
    À§»óº¯À§Àΰø¹°
  • phase shift effect
    À§»óº¯À§È¿°ú
  • phase wrap
    À§»óÆ÷Àå
  • phase wraparound
    À§»óÆ÷Àå
  • phase wraparound artifact
    À§»óÆ÷ÀåÀΰø¹°
  • portal phase
    ¹®¸Æ±â
  • respiratory ordered phase encoding
    È£Èí¼øÀ§»óºÎȣȭ
  • resting phase
    È޽ıâ
KMLE ÀÇÇоà¾î »çÀü À¯»ç °Ë»ö °á°ú : 5 ÆäÀÌÁö: 3
OSI open systems interconnection [reference model]
PBPK physiologically based pharmacokinetic [model]
PDM point distribution model
PRECEDE predisposing, reinforcing, and enabling causes in educational diagnosis and evaluation [model]
PROC GLM general linear model procedure
KMLE ÀÚµ¿ÃßÃâ ÀÇÇоà¾î »çÀü À¯»ç °Ë»ö °á°ú : 5 ÆäÀÌÁö: 3
HMM Hidden Markov Model
HOMA Homeostasis Model Assessment
Nonmem Non-Linear Mixed Effects Model
POHEM POpulation HEalth Model
TTM The Transtheoretical Model
°æºÏ´ë Ä¡°ú´ëÇÐ ±¸°­³»°ú ±³½Ç »çÀü À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
  • ¿µ¹®
    ÇѱÛ
    ¼³¸í
  • arousal phase
    ÀáÀ» ±ú´Â ½Ã±â
  • arterial phase
    µ¿¸Æ ±â
  • bacterial phase
    ¼¼±Õ »ó
    ¼¼±ÕÀÌ ´«¿¡ º¸ÀÌ´Â ¾ç»ó.
  • closing phase
    Æó±¸ ´Ü°è
  • dispersed phase
    ºÐ»ê »ó
  • equilibrium phase diagram
    ÆòÇü »óŵµ
    ÇÕ±ÝÀÇ Á¶¼º°ú ¿Âµµ°¡ ¹Ù²î¾îÁ³À» ¶§ÀÇ ÆòÇü »óÅ¿¡¼­ÀÇ »óÀÇ º¯È­¸¦ º¸ÀÎ ±×¸².
  • expiratory phase
    È£±â
  • exponential phase of growth
    ´ë¼ö Áõ½Ä±â, °¡¼Ó ¼ºÀå±â
  • implant surgical phase
    ¸Å½Ä ¿Ü°úÀû ´Ü°è
    ¸Å½Ä ÀÇÄ¡¸¦ Á¦ÀÛÇϱâ À§ÇÏ¿© Á¦1´Ü°èÀû »óÅ·Î, °ñ¸·À» ¾Ç°ñ¿¡¼­ ºÐ¸®ÇÏ¿© °ñ¸·ÀÌ ³ëÃâµÈ »óÅÂÀε¥ ¿©±â¼­ ÀλóÀÌ Ã¤µæµÈ´Ù. Á¦ 2´Ü°è´Â ±× °ñ¸é¿¡ ±Ý¼Ó ¸Å½Ä¹°À» ³õ°í ´Ù½Ã ºÀÇÕÇÏ¿© ¸Å½Ä¹°ÀÇ Áö´ëÄ¡°¡ ¿ÜºÎ·Î ³ëÃâµÇµµ·Ï ÇÏ´Â ´Ü°è. ÀÌ»óÀÇ µÎ ´Ü°è¸¦ ÀÏÄ´´Ù.
  • isotonic contraction phase
    µî·Â ¼öÃà±â
  • lactiferous phase
    ¼öÀ¯±â
  • lag phase
    ½Ãµ¿±â
  • late luteal phase dysphoric disorder
    ¸»±â Ȳü±â ºÒÄè Àå¾Ö
  • latency phase
    Àẹ±â
    º´¼Ò°¡ ħÀÔÇØ¼­ Áï½Ã °¨¿°À» ÀÏÀ¸Å°´Â °ÍÀÌ ¾Æ´Ï°í ¼÷ÁÖ ³»¿¡ ±â»ýÇϸ鼭 ÀûÀÀÇØ¼­ °¨¿°ÀÇ Áõ»óÀ» ³ªÅ¸³»±â±îÁöÀÇ ½Ã°£.
  • life phase
    »ýȰ»ó
CancerWEB ¿µ¿µ ÀÇÇлçÀü À¯»ç °Ë»ö °á°ú : 15 ÆäÀÌÁö: 3
spawner-recruit model Biological model that relates the number of recruits or mature spawners in one generation to the number of spawners in the previous generation.
(09 Oct 1997)
statistical model A formal representation for a class of processes that allows a means of analyzing results from experimental studies, such as the Poisson model or the general linear model; it need not propose a process literally interpretable in the context of the individual case.
(05 Mar 2000)
stochastic model <epidemiology> A mathematical model which takes into consideration the presence of some randomness in one or more of its parameters or variables. The predictions of the model therefore do not give a single point estimate but a probability distribution of possible estimates. Contrast with deterministic.
We might distinguish demographic stochasticity which arises from the discreteness of individuals and individual events such as birth, and environmental stochasticity arising from more-or-less unpredictable interactions with the outside world.
(05 Dec 1998)
nursing model A set of abstract and general statements about the concepts that serve to provide a framework for organizing ideas about clients, their environment, health and nursing.
(05 Mar 2000)
surface envelope model <biology> A way of treating the hydrodynamics of a ciliary field by considering the whole surface of the ciliate to have an undulating surface. The undulations arise because of metachronism.
(18 Nov 1997)
deterministic model <epidemiology> A mathematical model in which the parameters and variables are not subject to random fluctuations, so that the system is at any time entirely defined by the initial conditions chosen. Contrast with a stochastic model.
(05 Dec 1998)
discrete time model <epidemiology> A model in which the system jumps from one state to the next at fixed intervals or timesteps. These difference models are simple to understand but often difficult to analyse; Contrast continuous time models.
The parameters in such a model refer to the amount of change over the finite timestep; they are sometimes referred to as finite rates.
In a (rather precise) sense, a differential equation is what you eventually get from a difference equation when you let the timestep get smaller and smaller and smaller.
(05 Dec 1998)
induced fit model A model to suggest a mode of action of enzymes in which the substrate binds to the active site of the protein, causing a conformational change in the protein.
Synonym: Koshland-Nemethy-Filmer model.
(05 Mar 2000)
transition probability model A model to account for the apparently random variation in cell cycle time between individual animal tissue cells in culture that postulates that transition from G1 to s phase is probabilistic. Contrasts with hypotheses that require the accumulation of critical levels of particular proteins.
(18 Nov 1997)
KNF model <abbreviation> Koshland-Nemethy-Filmer model.
(05 Mar 2000)
Koshland-Nemethy-Filmer model <biochemistry, chemistry> A model to explain the allosteric form of cooperativity; in this model, in the absence of ligands, the protein exists in only one conformation; upon binding, the ligand induces a conformational change that may be transmitted to other subunits.
Synonym: Adair-Koshland-Nemethy-Filmer model, induced fit model.
(05 Mar 2000)
fluid bilayer model Generally accepted model for membranes in cells. In its original form, the model held that proteins floated in a sea of phospholipids arranged as a bilayer with a central hydrophobic domain. Although it is now recognised that some proteins are restrained by interactions with cytoskeletal elements and that the phospholipid annulus around a protein may contain only specific types of lipid, the model is still considered broadly correct.
(18 Nov 1997)
fluid mosaic model A model used to conceptualise cell membranes, in it, the membranesare described as a structually and functionally asymmetric lipidbilayer studded with embedded proteins that aid in cross-membrane transport.
(09 Oct 1997)
lock-and-key model A model used to suggest the mode of operation of an enzyme in which the substrate fits into the active site of the protein like a key into a lock.
(05 Mar 2000)
logistic model A statistical model; in epidemiology, a model of risk as a function of exposure to a risk factor.
(05 Mar 2000)
ÀÌ ¾Æ·¡ ºÎÅÍ´Â °á°ú°¡ ¾ø½À´Ï´Ù.
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