चतुष्कोणी इसके अंग्रेजी अर्थ का उदाहरण

In this context the tetragonal trapezohedron has also been called the cubical octahedron, quadrilateral octahedron, or octagonal spindle, because it has eight quadrilateral faces and is uniquely defined as a combinatorial polyhedron by that property.

This polyhedron can be constructed by taking a tetragonal trapezohedron and truncating the polar axis vertices.

Its crystal structure is monoclinic and similar to that of hollandite , characterised by the presence of tunnels parallel to the c-axis of the tetragonal lattice.

In geometry, a tetragonal trapezohedron, or deltohedron, is the second in an infinite series of trapezohedra, which are dual to the antiprisms.

It exists in three phases: monoclinic, tetragonal and cubic.

The tetragonal crystals are prismatic or tabular in habit: they are usually colorless and transparent, and have a brilliant adamantine lustre.

Paper model tetragonal (square) trapezohedron.

Melilite is tetragonal.

The tetragonal trapezohedron is first in a series of dual snub polyhedra and tilings with face configuration V3.

An important category is generating a hex mesh conforming to a fixed quad surface mesh; a research subarea is studying the existence and generation of meshes of specific small configurations, such as the tetragonal trapezohedron.

The mineral has tetragonal crystal symmetry and the same structure as scheelite (calcium tungstate, CaWO4), but can be metamict (amorphous) due to radiation damage from its small content of thorium.

Strain in the niobium tin causes tetragonal distortions in the crystal lattice, which changes the electron-phonon interaction spektrum.

7 K) The formula is given for both the red tetragonal crystal, (CoF2), and the tetrahydrate red orthogonal crystal, (CoF2·4H2O).

चतुष्कोणी हिंदी उपयोग और उदाहरण

भारत के मंगल अभियानों की सूची चतुष्कोणीय - टीम ऑस्ट्रेलिया में वनडे सीरीज।

अगले माह 'बैटलग्राउंड' पर डब्ल्यूडब्ल्यूई वर्ल्ड हेवीवेट चैंपियनशिप के एक चतुष्कोणीय मुकाबले में भी वह सफल न हो सके।

ब्यूनस आयर्स के चतुष्कोणीय टूर्नामेंट: 1965।

पास में ही एक सुंदर चतुष्कोणी सरोवर बना हुआ है।

चतुष्कोणीय (tetragonal) समुदाय में दो समान क्षैतिज अक्ष य1 और य2 एक दूसरे पर समकोण बनाते हैं और उदग्र अक्ष ल असमान है।

विश्व कप के बाद होने वाली एक बैठक में, अंतर्राष्ट्रीय क्रिकेट सम्मेलन प्रतियोगिता को एक चतुष्कोणीय आयोजन बनाने के लिए सहमत हुआ।

रोम/फ्लोरेंस के चतुष्कोणीय टूर्नामेंट: 1968।

1999 में 22 से 25 सितम्बर के बीच जिब्राल्टर ने चतुष्कोणीय टूर्नामेंट का आयोजन किया जिसमें अन्य तीन टीम थीं: फ़्रांस, इजरायल और इटली।

इस दृष्टि से सममिति अक्ष को द्विकोणीय (digonal), त्रिकोणीय (trigonal), चतुष्कोणीय (tetragonal), या षट्कोणीय (hexagonal) सममिति अक्ष कहते हैं।

चतुष्कोणीय तने में हृदय के आकार वाली पत्तियां होती है।

"" विश्व कप के बाद होने वाली एक बैठक में, अंतर्राष्ट्रीय क्रिकेट सम्मेलन प्रतियोगिता को एक चतुष्कोणीय आयोजन बनाने के लिए सहमत हुआ।

मंदिर के अष्टकोणी भाग को चुनवाकर चतुष्कोणी बना दिया।

यह छह इंच के खंडाकार चतुष्कोणीय तनेवाली लता होती है।

चतुष्कोणी इसके अंग्रेजी अर्थ का उदाहरण

A quadrilaterally-based pyramid is a wedge in which one of the edges between two trapezoid faces has collapsed into a point.

The Penrose kite is the convex quadrilateral from the kites-and-darts Penrose tilings.

irrational kite is a quadrilateral with the following property:.

One of the diagonals of the quadrilateral divides the region into two triangles of equal area.

University of the Basque Country alumni In plane geometry, Van Aubel's theorem describes a relationship between squares constructed on the sides of a quadrilateral.

Starting with a given convex quadrilateral, construct a square, external to the quadrilateral, on each side.

Another way of saying the same thing is that the center points of the four squares form the vertices of an equidiagonal orthodiagonal quadrilateral.

The theorem holds true also for re-entrant quadrilaterals, and when the squares are constructed internally to the given quadrilateral.

For complex (self-intersecting) quadrilaterals, the external and internal constructions for the squares are not definable.

follow the quadrilateral vertexes in a sequential direction and construct each square on the right hand side of each side of the given quadrilateral.

Follow the quadrilateral vertexes in the same sequential direction and construct each square on the left hand side of each side of the given quadrilateral.

The segments joining the centers of the squares constructed externally (or internally) to the quadrilateral over two opposite sides have been referred to as Van Aubel segments.

A few extensions of the theorem, considering similar rectangles, similar rhombi and similar parallelograms constructed on the sides of the given quadrilateral, have been published on the The Mathematical Gazette.

Some generalizations of Van Aubel's theorem to similar quadrilaterals at Dynamic Geometry Sketches, interactive geometry sketches.