Assertion: ellipsoid's axis | /r/HasProperty | semi-major
Facets:
value: depending 're taking half
type: OTHER
Source sentences:
text: The ellipsoid is completely parameterised by the semi-major axis a {\displaystyle a} and the flattening f {\displaystyle f} .
text: An ellipsoid is defined by either the semi-major axis (a) and the semi-minor axis (b), or by a and the flattening (f).
text: A half-axis, from the center out to the ellipse, is called a "semi-major" or a "semi-minor" axis, depending on which axis you're taking half of.
text: To that end, we are lucky that the ellipsoid is a mathematical figure based upon a semi major and semi minor axis.
text: The Hayford ellipsoid is defined by its semi-major axis a = 6,378,388.000 and its flattening f = 1:297.00.
text: The Hayford ellipsoid is defined by its semi-major axis a = 6,378,388.000 and its flattening f = 1:297.00.
text: The reference ellipsoid is usually defined by its semi-major axis (equatorial radius) a {\displaystyle a} and either its semi-minor axis