Göttingen Collection of Mathematical Models and Instruments

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Alg..ces
Ellipsoids
Oblate triaxial ellipsoid

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Categories

A

Algebraic Curves and Surfaces

Ia

Pebbles that got their ellipsoidal shape through erosion
Pebbles that got their ellipsoidal shape through erosion
Pebbles that got their ellipsoidal shape through erosion
Pebbles that got their ellipsoidal shape through erosion
Pebbles that got their ellipsoidal shape through erosion
Triaxial ellipsoids
Triaxial ellipsoid
Triaxial ellipsoid
Triaxial ellipsoids
Triaxial ellipsoid with main ellipses
Oblate rotation ellipsoid with a geodetic line
Oblate rotation ellipsoid with a geodetical line
Prolonged rotation ellipsoid with a geodetic line
Triaxial ellipsoid with geodetic lines and its envelops
Triaxial ellipsoid sliced along the circle slices
Extended rotational ellipsoid with 3 geodetic lines
Oblate triaxial ellipsoid
Slide: Circle slices of the ellipsoid

Ib

Hyperbolic paraboloids

Ic

One-sheet hyperboloids

Id

Two-sheet hyperboloids

Ie

Elliptic paraboloids

If

Cones and cylinders

Ig

Confocal systems, conics

II

Generation of conics and surfaces of second order

III

Curves of third and fourth order

IV

Surfaces of third order

V

VI

Other surfaces of fourth and higher order

VII

VIII

IX

Descriptive geometry

XX

B

Combinatorical Geometry

C

D

Kinematics and Mechanics

E

Differential Geometry

F

G

Analysis, Probability Theory

H

Theory of Functions of Complex Variables

J

Differential Equations, Wave Theory

K

Geometrical Optics

L

Instruments and Devices.

M

History of Mathematis and Astronomy

Z

Oblate triaxial ellipsoid

Model 654

Oblate triaxial ellipsoid

Category:

A Ia 18

Description

Oblate triaxial ellipsoid

Showcase of this model is Case number 34

Contact

Mathematisches Institut
Georg-August Universität Göttingen
Bunsenstraße 3-5
37073 Göttingen

Email: modelcollection@math.uni-goettingen.de