true conjugate

true conjugate
true conjugate n CONJUGATE DIAMETER

Medical dictionary. 2011.

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  • true conjugate — conjugate …   The new mediacal dictionary

  • true conjugate of pelvis — conjugata vera pelvis …   Medical dictionary

  • conjugate — diameter; = true conjugate; n. the distance between the front and rear of the pelvis measured from the most prominent part of the sacrum to the back of the pubic symphysis. Since the true conjugate cannot normally be measured during life it is… …   The new mediacal dictionary

  • conjugate diameter — n the anteroposterior diameter of the human pelvis measured from the sacral promontory to the pubic symphysis called also conjugata, true conjugate * * * see conjugate * * * 1. conjugate (def. 1). 2 …   Medical dictionary

  • Конъюгата (Conjugate), Диаметр Конъюгаты (Conjugate Diameter), Конъюгата Истинная, Размер Прямой (True Conjugate) — расстояние между крестцовым мысом и наиболее выступающей точкой на внутренней поверхности лонного симфиза. Так как у живого человека истинная конъюгата не может быть измерена точно, то она вычисляется путем вычитания 1,3 1,9 см от диагональной… …   Медицинские термины

  • conjugate — 1. Joined or paired. SYN: conjugated. 2. C. diameters of the pelvis. The distance between any two specified points on the periphery of the pelvic canal. [L. conjugatus, joined together. See conjugata] anatomical c. [TA] measure of pelvic …   Medical dictionary

  • Conjugate variables (thermodynamics) — For a more general mathematical discussion, see Conjugate variables. Thermodynamics …   Wikipedia

  • Conjugate-permutable subgroup — In mathematics, in the field of group theory, a conjugate permutable subgroup is a subgroup that commutes with all its conjugate subgroups. The term was introduced by Tuval Foguel in 1996 and arose in the context of the proof that for finite… …   Wikipedia

  • conjugate diameter true — conjugata vera pelvis …   Medical dictionary

  • Sobolev conjugate — The Sobolev conjugate of 1leq p pThis is an important parameter in the Sobolev inequalities. Motivation A question arises whether u from the Sobolev space W^{1,p}(R^n) belongs to L^q(R^n) for some q > p . More specifically, when does |Du|… …   Wikipedia

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