A noncoplanar conic transfer arithmetic based on transfer time constraint
By using transformation thought, this paper obtains the focus chord of all kinds of conic section through analyzing a sample in conic section teaching.
A usually cylindrical or conic piece cut from something larger, often as a sample.
They are commonly used in map projections, polar projection, Mercator's projection Lambert conformal conic projection are three of them.
Besides the regular polygon solutions of uniform circular motions, the regular polygon solutions of non-uniform motions also exist for N-body problems, which is known as conic solutions.
conjugate diameters of a conic
a fungus having an acutely conic cap and dry stalks.
tall spruce with blue-green needles and dense conic crown; older trees become columnar with lower branches sweeping downward.
(geometry) a ratio describing the shape of a conic section; the ratio of the distance between the foci to the length of the major axis.
conic self-programming controller
tall European tree having a slender conic crown, flat needlelike leaves, and hairy cone scales.
This paper presents a new method of elastic articulated objects(human bodies) modeling based on a new revolving conic surface.
Of the 14 conic hills, the one with the lowest elevation is named Yaoquan Shan or Medicinal Spring Hill which has now been turned into a good health resort.
Calculation of Electromagnetic Performance and Structural Mechanics of the Circular-conic Magnetically Insulated Transmission Line;
Pascal's Theorem: The points of intersection of the pairs of opposite sides of a hexagon inscribed in a conic are collinear.
Consider a family of parallel lines that cut the conic.
Based on introducing the principles of the least square conic fitting, this paper USES binary polynomial fitting for the attitude parameters. And an example has proved that this method is useful.
Based on the Second Desargues Theory and involution theory, a simple drawing method for a conic is presented.
Signature on conic curve over Z_n based on two hard problems
Given a hexagon inscribed in a conic section, the three pairs of the continuations of opposite sides meet on a straight line, called the Pascal line.
This paper introduces Averaging arch area property of conic.
conic projection with two standard parallel
