What does vortex mean in math?
Mathematically, the vorticity is defined as the curl (or rotational) of the velocity field of the fluid, usually denoted by and expressed by the vector analysis formula , where is the nabla operator and.
How do you find the vortex in math?
Draw an arrow from a number to its single-digit double. You end up with something that looks kinda-sorta like the infinity symbol. You can also fit those numbers onto the surface of a torus. That’s really all there is to vortex math.
How does a vortex work?
Air that rotates around an axis (like a tornado) is called a vortex. A vortex tube creates cold air and hot air by forcing compressed air through a generation chamber, which spins the air at a high rate of speed (1,000,000 rpm) into a vortex. The inside counterflow vortex exits the opposite end as extremely cold air.
How do you use a vortex in math?
Take the numbers 1 through 9, and put them at equal distances around the perimeter of a circle. Draw an arrow from a number to its single-digit double. You end up with something that looks kinda-sorta like the infinity symbol. You can also fit those numbers onto the surface of a torus.
What is a vortex on a graph?
Vortices (precise definition) A face of an embedded graph is an open 2-cell in the surface that is disjoint from the graph, but whose boundary is the union of some of the edges of the embedded graph.
How do you define a torus?
1 : a doughnut-shaped surface generated by a circle rotated about an axis in its plane that does not intersect the circle. 2 : a smooth rounded anatomical protuberance (as a bony ridge on the skull) a supraorbital torus.
What is an example of a vortex?
A vortex is a rotating region of fluid such as, for example, a tornado or a whirlpool. Two simple examples of vortices are the free vortex and the forced vortex. A free vortex is one in which the azimuthal component of velocity, vф, is inversely proportional to the distance from the axis of rotation, i.e., vф ∞ 1/r.
How a vortex is created?
A vortex is a physics phenomenon that occurs when a gas or a liquid moves in circles. At the center is a vortex line that the matter swirls around. They are formed when there is a difference in the velocity of what surrounds the line. Hurricanes, tornadoes and air moving over a plane wing are examples of vortices.
What is vortex-based mathematics?
“Mathematics as we know it today is only a tool to symbolize quantities. Vortex-Based Mathematics ( VBM) is different because it is a dynamic math that shows the relationships and thus the qualities of numbers rather than the quantities. Numbers are Real and Alive not merely symbols for other things.
What do the numbers reveal about the shape of the vortex?
The numbers reveal a spiral line and a curved plane. The numbers in this spiral line describe the form of a vortex , the vortex describes an inward contraction with its equal expansion which is the inner form of a torus .
What is conscious vortex math?
Conscious Vortex. Vortex math is a system of numbers which explains the essence of form as a sphere with a vortex. The numbers reveal a spiral line and a curved plane. The numbers in this spiral line describe the form of a vortex , the vortex describes an inward contraction with its equal expansion which is the inner form of a torus .
What is the 124875 sequence in vortex math?
……..124875…….. Marko’s vortex math is showing many resolutions of information .The 124875 sequence is located on the boundary of the outer circle and is EXTERNAL to O . 124875 is a perfect doubling circuit and represents natural law , it is the natural harmony between the elements .