ellipsoid
shareExamples
ellipsoid's examples
- An ellipsoid is a three-dimension object formed from the rotation of an ellipse about one of its axes. The approximate shape of the earth is an ellipsoid, so Geo::Ellipsoid can accurately calculate distance and bearing between two widely-separated locations on the earth's surface. — “Geo::Ellipsoid - ”,
- Ellipsoid definition, a solid figure all plane sections of which are ellipses or circles. Typical equation: (x2/a2) + (y2/b2) + (z2/c2) = 1. See more. — “Ellipsoid | Define Ellipsoid at ”,
- Wikipedia ellipsoid (plural ellipsoids) (mathematics) a surface, all of whose cross sections are elliptic or circular (includes the sphere) (geography) Such a surface used as a model of the shape of the earth. Here the geoid is thirty meters below the ellipsoid. [edit] Derived terms. — “ellipsoid - Wiktionary”,
- If the lengths of two axes of an ellipsoid are the same, the figure is called a spheroid (depending on whether or , an oblate spheroid or prolate spheroid, respectively), and if all three are the same, it is a sphere. Tietze (1965, p. 28) calls the general ellipsoid a "triaxial ellipsoid. — “Ellipsoid -- from Wolfram MathWorld”,
- public class Ellipsoid. extends Info. The figure formed by the rotation of an ellipse about an axis. In this context, the axis of rotation is always the minor axis. It is named geodetic ellipsoid if the parameters are derived by the measurement. — “Ellipsoid”,
- (Click to enlarge) ellipsoid + + =1 (Academy Artworks) ellipsoid ( ) n. A geometric surface, all of whose plane sections are either ellipses or. — “ellipsoid: Definition from ”,
- ellipsoid. A long ellipsoid object looks like a cigar; a short one looks like somewhat like a pill. Its cross sections are circles or ellipses. The elllipsoid object has the same attributes as the box object and it can be thought of as fitting inside a box of the same dimensions:. — “ellipsoid”,
- Think of the rivers of blood spilled by all those generals and emperors so that, in glory and triumph, they could become the momentary masters of a fraction of a dot. Think of the endless cruelties visited by the inhabitants of one corner of. — “”,
- The equation of a standard axis-aligned ellipsoid body in an xyz-Cartesian coordinate system is. where a and b are the equatorial radii (along the x and y axes) and c is the polar radius (along the z-axis), all of which are fixed positive real numbers determining the shape of the ellipsoid. — “Ellipsoid - Wikipedia, the free encyclopedia”,
- Ellipsoid from online calculators collection at planetcalc If any two of the three axes of an ellipsoid are equal, the figure becomes a spheroid (ellipsoid of revolution). There are two kinds of spheroid: oblate spheroid (lens like) and prolate spheroid (сigar like). — “Online calculator: Ellipsoid”,
- An Ellipsoid can be defined by its SemiMajor and SemiMinor radii, or by its SemiMajor radius and an InverseFlattening value. It provides methods for performing mathematical computations about the shape and size of the Ellipsoid, as well as the relationship between points on the Ellipsoid. — “Ellipsoid Class”,
- The Ellipsoid algorithm was proposed by the Russian mathematician Shor Contrary to the simplex algorithm, the ellipsoid algorithm is not very. — “Lecture notes on the ellipsoid algorithm”, math.mit.edu
- Definition of ellipsoid in the Online Dictionary. Meaning of ellipsoid. Pronunciation of ellipsoid. Translations of ellipsoid. ellipsoid synonyms, ellipsoid antonyms. Information about ellipsoid in the free online English dictionary and. — “ellipsoid - definition of ellipsoid by the Free Online”,
- There are simple exact formulas for the surface area of an ellipsoid of revolution, but not for a less symmetrical [scalene] spheroid. — “Surface Area of an Ellipsoid - Scalene Ellipsoid - Numericana”,
- Online Information article about ELLIPSOID Poinsot's ellipsoid, has the perpendicular inversely proportionalto the radius of gyration; the " equimomental ellipsoid " is such that its moments of inertia about all. — “ELLIPSOID - Online Information article about ELLIPSOID”,
- By modeling the precipitate as an ellipsoid of revolution, the following graph shows how the strain energy is related to the shape. Points P1 and P2 are considered to match if P2 falls within the ellipsoid define d by the error radii centered on P1. — “Use ellipsoid in a sentence | ellipsoid sentence examples”,
- We ﬁrst consider the unconstrained minimization problem (??). The ellipsoid algorithm ellipsoid E. k. that is guaranteed to contain a minimizer of φ. In. the basic ellipsoid. — “Ellipsoid Method”, stanford.edu
- The equation of a standard ellipsoid body in an xyz-Cartesian coordinate system is. where a and b are the equatorial radii (along the x and y axes) and c is the polar radius (along the z-axis), all of which are fixed positive real numbers determining the shape of the ellipsoid. — “Ellipsoid”,
- CALCULATE VOLUME OF ELLIPSOID. Enter three known values in the form below and press the " This calculator ignores sign, and returns the absolute value!. — “ABE VOLUME CALCULATORS, SPHERE”, grapevine.abe.msstate.edu
Videos
related videos for ellipsoid
- FSI - ellipsoid coarse moving mesh, ALE, Fluid Structure interaction, Finite Element Method, UNICORN, DOLFIN, FENICS, MAdLib
- FSI ellipsoid moving mesh, ALE, Fluid Solid interaction, Finite Element Method, UNICORN, DOLFIN, FENICS
- PHANToM 1.5 Haptic Device Manipulability Ellipsoid Study - plot the manipulability ellipsoid of the PHANToM 1.5 at one location; - by replacing the parallelogram sub-system with a Fourbar linkage, study how this changes its manipulability; - The manipulability ellipsoid changes with the fourbar linkage.
- 3-RRR Parallel Manipulator Manipulability Ellipsoid at Workspace Boundary Manipulability Ellipsoid of 3-RRR parallel manipulator. The End-effector orientation is fix at 0 deg, and the inverse solution of each leg is such that each chain's 'elbow' is pointing towards the same direction.
- 4-RRR Planar Parallel Manipulator Manipulability Ellipsoid at Workspace Boundary Manipulability ellipsoid of a 4-RRR parallel manipulator at its workspace boundary. The end-effector orientation is held at 0 deg while the inverse solution of all the chains is such that each chain's elbow is pointing the same direction.
- Ellipsoid of Precipitation A live video of me playing my original song at Ashley's Bar in Randolph. Hope you all like.
- ellipsoid.wmv
- GPU-based ray casting for rendering of ellipsoid glyphs in a DTI dataset of a brain
- Helix from ellipsoidal building blocks Structure of the self-assembled cluster (global energy minimum) of 20 ellipsoidal particles bound by the Paramonov-Yarilaki potential.
- Lame's Ellipsoid and Mohr's Circles (Part 2: Parallels) The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. We plot the ellipses (that we call parallels) obtained by intersecting Lame's ellipsoid with planes parallel to the principal planes. The points of these ellipses are the extremes of traction vectors whose intrinsic components (normal and tangential) ar... Contributed by: Luis Martin Yague, Agustin Lacort Echeverria, and Antxon Sanchez Parandiet After work by: Eugenio Bravo Sevilla
- Ellipsoidal Surfaces: Discrimination & Minimum Volume Ellipsoids Part 2 SANJEEV SHARMA, B.Tech Electrical 3rd Year IIT Roorkee: 23rd Novomber 2009. ELLIPSOIDAL SURFACES FOR DISCRIMINATION & MVE Part 2. This presentation is not directly on path planning but it is intended to give you an overview of two methods known as Ellipsoidal Surfaces and Lowner-John (Minimum Volume) Ellipsoids. Ellipsoidal surface is designed by setting constraint on your P matrix and quadratic expression. Minimum Volume Ellipsoid of a set C, is the ellipsoid covering the Convex Hull of set C. Therefore finding a minimum volume ellipsoid can be cast as a Convex Problem. Finding Ellipsoidal Surface can be cast as a Feasibility SDP Problem. This lecture will give you an overview of how to combine the two algorithms and use for outlier detection and discrimination of two classes and will form the base for upcoming lectures. In the first part itself, I provided 2 algorithms which will be discussed later ie Least Squares and SVM Formulations. Also research paper on Support Vector Path Planning will be discussed soon.
- Ellipsoid (Video File) Ellipsoid (Video File) Video size (in HD) Duration 5.75 MB 00:02:37 File link location--
- MEP: Measuring Ellipsoid Points This is a videocapture of the MEP measuring system. Using a Personal Space Station (www.ps-) and this software it is possible to measure on-screen visualised data in a fairly intuitive manner.
- MA 01 09 E - Aerial Photo System with Ellipsoid Balloon Carrier More info at: rc-
- HAWKEYE PRESENTATION FOR ELLIPSOID TO ELLIPTICAL CYLINDER This is a personal video for Carl Ledbetter
- Between Ellipsoid and Spindle in Stereo The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. Computer graphics make it easy to transform one geometric object into another. This well-known process of "morphing" is often used for film effects. Here is an example from geometry: the transformation of an ellipsoid into a double spindle and back. Contributed by: Herbert W. Franke
- Lame's Ellipsoid and Mohr's Circles (Part 4: Spheres) The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. Given a continuum body, the stress tensor is a symmetric matrix that contains the stresses at a point. The traction vector on a plane defined by its perpendicular unitary vector, OverscriptBox[n, ?], is obtained multiplying the stress tensor by Overscri... Contributed by: Luis Martin Yague, Agustin Lacort Echeverria, and Antonio Sanchez Parandiet After work by: Eugenio Bravo Sevilla
- FSI - ellipsoid 2D moving mesh, ALE, Fluid Structure interaction, Finite Element Method, UNICORN, DOLFIN, FENICS, MAdLib
- PHANToM 1.5 vs Spatial RR Manipulability Ellipsoid Study 01 - plot the manipulability ellipsoid of the PHANToM 1.5 at one location and study how the size of the parallelogram structure changes its manipulability; - with angular constraints in Jacobian formulation; - Surprisingly the size of the parallelogram doesn't change the manipulability ellipsoid;
- Manual 3D Ellipsoid Physics in Game Maker: Test 01 Here is an engine in progress I'm making for block physics in Game Maker. I totally made it myself, so without help of other engines. Please rate this at Game Maker scale, as it is very hard to make in game maker (it's a program for 2d games).
- Graphics Lab 5 - Liam O'Flannagain - Ellipsoid An ellipsoid with a texture rendered to it, using Phong and Spot Lighting
- paper hand ellipsoid playing paper hand ellipsoid on shift
- Ellipsoidal Surfaces: Discrimination & Minimum Volume Ellipsoids Part 1 SANJEEV SHARMA, B.Tech Electrical 3rd Year IIT Roorkee: 23rd Novomber 2009. ELLIPSOIDAL SURFACES FOR DISCRIMINATION & MVE Part 1. This presentation is not directly on path planning but it is intended to give you an overview of two methods known as Ellipsoidal Surfaces and Lowner-John (Minimum Volume) Ellipsoids. Ellipsoidal surface is designed by setting constraint on your P matrix and quadratic expression. Minimum Volume Ellipsoid of a set C, is the ellipsoid covering the Convex Hull of set C. Therefore finding a minimum volume ellipsoid can be cast as a Convex Problem. Finding Ellipsoidal Surface can be cast as a Feasibility SDP Problem. This lecture will give you an overview of how to combine the two algorithms and use for outlier detection and discrimination of two classes and will form the base for upcoming lectures. In the first part itself, I provided 2 algorithms which will be discussed later ie Least Squares and SVM Formulations. Also research paper on Support Vector Path Planning will be discussed soon.
- Phantom 1.5 vs. Spatial RR Manipulability Ellipsoid at Workspace Boundary (1 of 2) - Check the Inverse Kinematic solution; - Constraints in Jacobian formulation included angular part; - Compare the Manipulabiilty Ellipsoid with a Spatial RR Manipulator. - The formulation is Spatial RRR + RR. - Manipulability Ellipsoid is scaled to half of original ellipsoid;
- Phantom 1.5 (Planar) Manipulability Ellipsoid at Workspace Boundary ( 2 of 2 ) - Check the Inverse Kinematic solution; - Constraints in Jacobian formulation included angular part; - Compare the Manipulabiilty Ellipsoid with a normal Planar RRR or RR Manipulator. - The formulation is RRR + RR. - Manipulability Ellipsoid is scaled to half of original ellipsoid; - Does not include the base joint in the formulation, so it has only 2-DOF (hence the resulting isotropy index is different from the spatial case);
- Hard Impact Bicycle -- Ellipsoid Wheels Bicycle mechanism impacting level ground, no deformation. Robotics and Dynamic Systems Lab Department of Mechanical and Aerospace Engineering University of Texas at Arlington
- Geodesic ellipsoid via Loop subdivision This was written in C++ using OpenGL and uses Loop subdivision of the icosahedron to generate an approximation to the sphere. The sphere is then distorted into an ellipsoid by finding what the phi and rho angles of each vertex would be if the vertex existed in the standard spherical coordinate representation of the sphere (the latitude/longitude representation). Then the appropriate transformation is applied to the vertex based on this information. The "exploded view" of the ellipsoid occurs by scaling the triangles inward and outward along their normal vector, which has already been calculated for lighting purposes. These normal vectors are also used to add depth to the scene, as when the triangles turn into triangular prisms. The black "mesh" background is simply a scaled copy of the triangles used to draw the ellipsoid, except lines are used to connect these vertices instead of making polygons (triangles) out of them. Justin Patrick Wilkins The music was created by my friend Jesse. Find him here http
- Lame's Ellipsoid and Mohr's Circles (Part 1) The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. Starting from the values of the main stresses, this Demonstration displays both the surface (Lame's ellipsoid) made by all the stresses in 3D and the values of the intrinsic components of those stresses, using Mohr's circles. Contributed by: Luis Martin Yague, Agustin Lacort, and Antxon Sanchez Parandiet After work by: Eugenio Bravo Sevilla
- Nikon p 6000 Ellipsoid Aerial Photo System rc- for more details.
- Ellipsoid - Principal Net Showing the lines of curvature on a non-rotationally symmetric ellipsoid and the singularities at the umbilical points. The principal net appears as the intersection with the ellipsoid of its confocal family of quadrics. For more information, films, and interactive material, see
- Lame's Ellipsoid and Mohr's Circles (Part 3: Meridians) The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. For a continuous body, the stress tensor is a symmetric matrix representing the stresses at a point. The traction vector on a plane defined by its unit normal vector n-gt is the matrix product of the stress tensor with n-gt. The stress tensor has three re... Contributed by: Luis Martin Yague, Agustin Lacort Echeverria, and Antonio Sanchez Parandiet After work by: Eugenio Bravo Sevilla
- Stiffness Ellipsoid of RR manipulator with varying joint stiffness Stiffness Ellipsoid of a RR manipulator at a particular location varies as joint stiffness ratio k1 and k2 vary from k1 = 0.1, k2 = 0.9 to k1 = 0.9, k2 = 0.1.
- Creating an ellipsoid A controllable ellipsoid in 3dsmax
- Yoga Sports Science - 011 Condyloid, Saddle & Ellipsoid Joints Condyloid, saddle & ellipsoid joints explained in brief.
- flow on inverse ellipsoid flow path on an inverse ellipsoid
- GPU based Flow Visualization using Ellipsoid Particles Example of Interactive Simulation and Visualization of Atmospheric Large-Eddy Simulations Application by Dylan Dussel and Eric Griffith see for other images and publications
- Ellipsoid The Wolfram Demonstration Project contains thousands of free interactive visualizations with new entries added daily. An ellipsoid is a quadratic surface given by a^2/x^2+b^2/y^2+c^2/z^2=1 Contributed by Jeff Bryant
- Scaled Manipulability and Force Manipulability Ellipsoid of a Two Link RR Robot: Elbow Down Config. Plot the scaled (Unit sphere/ellipsoid) Manipulability and Force Manipulability Ellipsoid of a Two Link RR Robot / Manipulator. In addition, Yoshikawa's Manipulability Measure, as well as Inverse of the Condition Number (ie Isotropy Index) are also plotted across the reachable range. The inverse kinematic solution of a Two link RR manipulator result in Elbow-Up and Elbow-Down configuration, here the Elbow Down Configuration is plotted. Both Link 1 and Link 2 has length of 4 unit - Hence the range of the workspace in the x-direction is between 0 and 8 unit. Note that both ellipsoids are scaled (by the largest value) so that the longest axis is always 1. The one with Elbow-Up solution can be view here: For more info: www.eng.buffalo.edu ---
- Ellipsoid Ellipsoid at the Vanishing Point exhibition
- 2-RRR Planar Parallel Manipulator Manipulability Ellipsoid at Workspace Boundary Manipulability ellipsoid of a 2-RRR parallel manipulator at its workspace boundary. The end-effector orientation is held at 0 deg while the inverse solution of the two chains are in the 'elbow up' position.
On Twitter
twitter about ellipsoid
- odysci: #BornToday Leonid Khachiyan (1952-2005), known for the Ellipsoid algorithm for linear programming | See his publications: http://j.mp/lwUaSJ
- Kevin_Roland: What an intuitive tool! Data fitting for ellipsoid-control data processing... http://www.math-
- BySilent: Ellipsoid of Revolution http://nblo.gs/hjLi1
- BySilent: Ellipsoid of Revolution http://nblo.gs/hjJLs
- RepostUsNow: Ellipsoid of Revolution | Art BySilent Studio Blog http://s.tt/12lUQ - Embed This
- BySilent: Ellipsoid of Revolution http://t.co/V4rfl3h via @AddThis #digitalfineartist #shareurart #digitalart #art
- Bushmansfriend: Phytography: Botanical word of the day explained: Ellipsoid: Elliptic in outline but in three dimensions Nikau fruits http://t.co/3tg7Mbk
- adamgiers: Where in the sphere of a world are you right now? — The earth isn't a sphere, its an ellipsoid, and to be more spe… http://4ms.me/mr5BKz
Blogs & Forum
blogs and forums about ellipsoid
“Z4-. Re: Ellipsoid 107's WANTED. Re: Ellipsoid 107's WANTED. Re: Ellipsoid 107's WANTED. Ellipsoid 107's WANTED. Re: Ellipsoid 107's WANTED. Ellipsoid”
— Z4-, z4-“Wrong behaviour of Sound node's ellipsoid The Sound node has an outer ellipsoid that defines a volume of space that bounds the audibility of the sound”
— Wrong behaviour of Sound node's ellipsoid,“Hello guys, I came across some small orange pills. both sides are scored in the middle. On one face, there are 2 P logos, probably that of the”
— Small orange ellipsoid pill - ,“[home] | [blog] | [BN Algorithms] | [astro] C++ implementation of Khachiyan algorithm for The problem in this case consists of computing the hyper-ellipsoid (potentially in a space of high-dimensionality) such that it”
— B. Nikolic: C++ implementation of Khachiyan algorithm for the,“Forum. ellipsoid strikes back. Álvaro Castro Castilla. 2007/11/13 01:13 However, the second option you are proposing is actually only special case of ellipsoid, but imagine you squeeze the sphere in two axis”
— ellipsoid strikes back,“A bulletin board system written in ”
— Ellipsoid Club Forum,“Brain Teasers Forum: Ellipsoid and largest equilateral triangle puzzle -> Attachments - Brain Teasers Forum View New Content. Attachments: Ellipsoid and largest equilateral”
— Ellipsoid and largest equilateral triangle puzzle,“AREA Discussions contain Product-specific forums for Autodesk Media & Entertainment 2D and 3D software applications. If you make a spline in the shape of half an ellipse and then lathe it 360 degrees, you've got yourself an ellipsoid”
— Area :: Discussions,