zone of oval nuclei - traducción al árabe
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zone of oval nuclei - traducción al árabe

PLANE CURVE
Lemniscate of Booth; Horse fetter; Oval of Booth; Booth’s oval; Booth's lemniscate; Booth’s lemniscate; Booth lemniscate; Booth's oval; Booth oval

zone of oval nuclei      
‎ مِنْطَقَةُ النَّوَى البَيضَوِيَّة‎
nuclei of cranial nerves         
  • H&E-LFB stain]].
COLLECTION OF NEURONS IN THE BRAIN STEM
Cranial nerve nuclei; Motor nuclei; Cranial nuclei; Nucleus of cranial nerve; Nuclei of the motor cranial nerves; Nucleus nervi cranialis; Nuclei of cranial nerves; Nuclei of the cranial nerves
‎ نَوَى الأَعْصابِ القِحْفِيَّة‎
photic         
  • 50px
  •  Zones of the water column as defined by the amount of light penetration. The mesopelagic is sometimes referred to as the ''dysphotic zone''.
  • Phytoplankton growth is affected by the colour spectrum of light,<br />and in the process called [[photosynthesis]] absorb light<br />in the blue and red range through [[photosynthetic pigment]]s}}
  •  Comparison of the depths which different colors of light penetrate open ocean waters and the murkier coastal waters. Water absorbs the warmer long wavelengths colours, like reds and oranges, and scatter the cooler short wavelength colours.<ref>[https://oceanexplorer.noaa.gov/explorations/04deepscope/background/deeplight/media/diagram3.html Ocean Explorer] NOAA. Updated: 26 August 2010.</ref>
  •  Layers of the pelagic zone
  • Intricate silicate (glass) shell, 32-40 million years old, of a [[diatom]] microfossil}}
UPPERMOST LAYER OF WATER IN A LAKE OR OCEAN THAT IS EXPOSED TO SUNLIGHT MORE THAN 1% OF SURFACE ILLUMINATION
Epipelagic; Epipelagic zone; Euphotic; Euphotic depth; Photic Zone; Euphotic zone; Photic; Sunlight zone; Altiphotic; Rariphotic; Photic layer; Photic waters
‎ ضَوئِيّ‎

Definición

bathyal
['ba???l]
¦ adjective relating to the zone of the sea between the continental shelf and the abyssal zone.

Wikipedia

Hippopede

In geometry, a hippopede (from Ancient Greek ἱπποπέδη (hippopédē) 'horse fetter') is a plane curve determined by an equation of the form

( x 2 + y 2 ) 2 = c x 2 + d y 2 , {\displaystyle (x^{2}+y^{2})^{2}=cx^{2}+dy^{2},}

where it is assumed that c > 0 and c > d since the remaining cases either reduce to a single point or can be put into the given form with a rotation. Hippopedes are bicircular, rational, algebraic curves of degree 4 and symmetric with respect to both the x and y axes.