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Vector Equilibrium In A Cube

This post categorized under Vector and posted on February 19th, 2020.

As has been stated throughout this website the Vector Equilibrium (VE) is the most primary geometric energy array in the cosmos. According to Bucky Fuller the VE is more appropriately referred to as a system than as a structure due to it having square faces that are inherently unstable and therefore non-structural. The cuboctahedron is a rectified cube and also a rectified octahedron. It is also a cantellated tetrahedron. With this construction it is given the Wythoff symbol 3 3 2. A skew cantellation of the tetrahedron produces a solid with faces parallel to those of the cuboctahedron namely eight triangles of two sizes and six rectangles. 430.04 The vector equilibrium is a truncated cube made by bisecting the edges and truncating the eight corners of the cube to make the four axes of the four planes of the vector equilibrium. The vector equilibrium has been called the cuboctahedron or cubo-octahedron by crystallographers and geo- meters of the non-experimentally-informed and non-cnergy-concerned past. As such it was one of

The Vector Equilibrium is know to be the geometry of the Unified Field. The perfection of the Vector Equilibrium is beautiful and in this vector I give you some more information on it and show you 8 Tetrahedrons pointing inwards towards a single point (a singularity) forms a perfect vector equilibrium called the cube octahedron. The cube octahedron also perfectly maps the pairs of tri-tones in the musical circle of Buckminster Fuller stated that the vector equilibrium is comprised of six-pairs of equal and opposite vectors radiating from its center point. With the interconnecting It is a truncated cube with 50 symmetrically positioned topological features. Vector Equilibrium has the same surface area as a sphere yet contains no volume i.e. it contains nothing. The Vector Equilibrium system has 12 vertices 8 triangular faces 24 edges and 32 planes. It is an omnidirectional equilibrium symbolically and physically

The cube octahedron is the inner core of both the 64 tetrahedron grid and the matrix pyramid. The cube octahedron is also reffered as the vector equilibrium dymaxion or jitterbug by Buckminster Fuller. The cube octahedron is constructed of 6 square pyramids and 8 tetrahedrathat are joined at the centre. example if we glue positive charges to the corners of a cube it is impossible to stably hold any kind of charge inside that cube All the forces cancel out on a charge at the exact center but if we displace it just slightly away from the center it will rapidly fall out of equilibrium and come shooting out of the cube. This result was Find & Download get Graphic Resources for Cube. 27000 Vectors Stock Photos & PSD files. get for commercial use High Quality Images This vector is an excerpt of Part 4 of the conference in Cognos Nvectorim Haramein 2010 which shows spectacular animations Isotropic Vector Matrix based on the research of R. Buckminster Fuller and

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