bipolar coordinates उदाहरण वाक्य

उदाहरण वाक्य

1. In mathematics, "'two-center bipolar coordinates "'is a coordinate system, based on two coordinates which give distances from two fixed centers, c _ 1 and c _ 2.
2. "' Bispherical coordinates "'are a three-dimensional foci F _ { 1 } and F _ { 2 } in bipolar coordinates remain points ( on the z-axis, the axis of rotation ) in the bispherical coordinate system.
3. "' Toroidal coordinates "'are a three-dimensional foci F _ 1 and F _ 2 in bipolar coordinates become a ring of radius a in the xy plane of the toroidal coordinate system; the z-axis is the axis of rotation.
4. In general, two disjoint, non-concentric circles can be aligned with the circles of bipolar coordinates; in that case, the radical axis is simply the " y "-axis; every circle on that axis that passes through the two foci intersect the two circles orthogonally.
5. Instead of solving for the two hyperbolas, Newton constructs their defined as the set of points that have a given ratio of distances to two fixed points . ( As an aside, this definition is the basis of bipolar coordinates . ) Thus, the solutions to Apollonius'problem are the intersections of a line with a circle.
6. On the other hand if you pick some other wonky coordinate system p, q ( it could be bipolar coordinates or something ), the equations will look different, but they will look the same as if you'd used a wonky coordinate system p', q'which is related to p, q by rotation and translation.