Noun:

ठोस अनुवृत्त,

paraboloid शब्द के हिंदी अर्थ का उदाहरण:

জজজ किसी भी अभिन्न शक्तियों के योग के लिए सूत्र को खोजने के लिए उनकी विधि को आसानी से सामान्यीकृत किया जा सकता है, हालांकि उन्होंने स्वयं ऐसा नहीं किया (शायद इसलिए कि उन्हें केवल उस पैराबोलॉइड की मात्रा की गणना करने के लिए चौथी शक्ति की आवश्यकता थी)।



उन्होंने पैराबोलॉइड की मात्रा को खोजने के लिए इसका इस्तेमाल किया ।

उन्होंने अभिन्न शक्तियों के योगों पर अपने परिणाम का उपयोग करने के लिए अब एकीकरण कहा जाएगा, जहां अभिन्न वर्गों और चौथी शक्तियों के सूत्रों के लिए सूत्रों ने उन्हें पैराबोलॉइड की मात्रा की गणना करने की अनुमति दी।

paraboloid's Usage Examples:

46) is made entirely of glass, and is in the form of a paraboloid, having on the top a spherical hole, of such a curvature that all entering rays, r r' r", parallel to the axis, after their reflection on the surface of the paraboloid, traverse the spherical surface perpendicularly and unite in F, the centre of the sphere.

If we project both polyhedra orthogonally on a plane perpendicular to the axis of the paraboloid, we obtain two figures which are reciprocal, except that corresponding lines are orthogonal instead of parallel.

take the pole of each face of such a polyhedron with respect to a paraboloid of revolution, these poles will be the vertices of a second polyhedron whose edges are the conjugate lines of those of the former.

The surface of the large mirror should be a paraboloid of revolution, that of the small mirror a true optical plane.

showed that, if the large mirror were a segment of a paraboloid of revolution whose focus is F, and the small mirror an ellipsoid of revolution whose foci are F and P respectively, the resulting image will be plane and undistorted.

Foucault invented in 1857 the polarizer which bears his name, and in the succeeding year devised a method of giving to the speculum of reflecting telescopes the form of a spheroid or a paraboloid of revolution.

A rotifer may be regarded as typically a hemisphere or half an oblate spheroid or paraboloid with a mouth somewhere on the flat end ("disk" or "corona"), which bears a usually double ciliated ring, the outer zone the "cingulum," and inner the "trochus".

with A' =0 over the surface of the paraboloid; and then' = ZU[y 2 - pJ (x2 + y2) + px ]; (9) =-2U p [1/ (x2 + y2)-x]; (io) 4, = - ZUp log [J(x2+y2)+x] (II) The relative path of a liquid particle is along a stream line 1,L'= 2Uc 2, a constant, (12) = /,2 3, 2 _ (y 2 _ C 2) 2 2 2 2' - C2 2 x 2p(y2 - c2) /' J(x2 +y 2)= py ` 2p(y2_c2)) (13) a C4; while the absolute path of a particle in space will be given by dy_ r - x _ y 2 - c2 dx_ - y - 2py y 2 - c 2 = a 2 e -x 1 46.

ZUy2BB0 Bll; reducing, when the liquid extends to infinity and B 3 =0, to = xA o' _ - zUy 2B o so that in the relative motion past the body, as when fixed in the current U parallel to xO, A 4)'=ZUx(I+Bo), 4)'= zUy2(I-B o) (6) Changing the origin from the centre to the focus of a prolate spheroid, then putting b 2 =pa, A = A'a, and proceeding to the limit where a = oo, we find for a paraboloid of revolution P B - p (7) B = 2p +A/' Bo p+A y2 i =p+A'- 2x, (8) p+?

- Siedentopf's Paraboloid Condenser.

Synonyms:

plane figure, two-dimensional figure,