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The Flower Of Life (radial)

Chapter 39

The Flower Of Life (radial)

(addition:Archimedes)

I will repeat myself; someone might think about me as crazy person who spends so much time and resources on this strange way, forming „foundations“ step by step, just to reach for results. As many have thought and declared, in front of the eyes of the world (because this pages are in front of the eyes of the world), that there are shorter, simplier ways, forgetting many unknown who tried for ages, not knowing ancient wisdome, or neglecting it (and one of the wisdom says – around, across). This geometry, just with compass and ruler without measures, is mostly described on laws, with full circles and full lines, sometimes shorted just because of initial stage of presentation so our human mind could use to it. These two books, published till now, are the mixture of cognitions of „second dimension“ with a few lihgts from life 3-dimensional shape. And if I „ cross over“, in that system of rounded and rectilinear at the same time, I find sequences of answers, and maybe answers to the question: what is the meaning of all that or why to do it exactly like that. According to our human haste, people will always say that „why“ will always exist, that final answer doesn’t exist. But there are a number of us that don’t agree with that, or we are spreaded through ages and times with ungrateful task of going this way. To see, to transfer, or it is just my fiction of an elderly man (62 years) who thinks it has to be that way, creating for next generations instead of relaxing after years of working, chating with my friends, relaxing, travelling, constructing my own tom band waiting destiny’s call. It can or cannot be, said mathematicians, hiding schism with phisics, exceeding nonchalantly across unsolved problems (like perimeters of geometric shapes-to which I must return in the honour of a man that lived 2200 years ago – Archimedes). But, at this moment, let’s follow ancient wisdome-around and across.

* * *

So. Circle of some radius.

* * *

Divided with circles of the same radius (hexagonal) floral pattern.

* * *

Circles from intersectiones of divisional circles of the same radius.

* * *

Then, circles from peak poles of divisional (same radius)

* * *

Semicircles from its double intersectiones (always same radius).

* * *

At the end, from peak poles of external circles. „The Flower Of Life“ is formed.

* * *

Now, in range of compass we take next centers outside basic (first circle). We describe them with circle of our radius.

* * *

Now, with same radius, from poles of the first basic circle describe circles. Inside first we got first star polygon.

* * *

We continue systematically further, from all centers formed by concept of first radius, with radius of other centers.

* * *

Be careful that semicircles always ends in intersection of first concept.

* * *

In this way, with radius of other centers (first outside basic). In every circle we inscribed its star rounded polygon. It is „radial flower of life“.

* * *

We will confirm it by rectilinear drawing, being careful that lines are from intersection to intersection, so every circle has its star polygon (hexagonal, of course).

* * *

By rectilinear drawing appeared a few intersectionesinside and outside circle. We are interested in products (angular) on basic circle (first) because it is a mirorr of all radiuses outside and inside itself. Start with first inside basic.

* * *

That radius divides the arc of basic circle on 21 part or 3×7 (17, 142857)= 120 of one seventh or 17×7+1=120

* * *

Next, intersectiones of lines outside basic circle, therefore bigger radius.

* * *

That radius divides the arc of basic on 36 parts, angular size 10.

* * *

Third rectilinear intersectiones are just the one with which we conceptualized rounded star polygons of circles of first radius.

* * *

It divides the arc of basic circle on 3 parts.

* * *

There is one more intersection outside, but it corresponds to double radius of first rectilinear outside basic circle (another theme).

* * *

Now, rectilinear concept on the basis of foundation to conteplation (freely). Known double hexagonal star polygon where basic circle is inscribed circle.

* * * *

Afterword:

In order to get a sense and purpose of these concepts, deeper analyses are necessary, what we will do. At the same time it is transition in dimension which we spoke about at the beginning of the „book“ about rounded – „angelic“geometry. In our world geometry based on rounded geometry, and is drawn rectilinear, gets the sense, appropos becomes appliedgeometry. Surely, it is different in regard to our, present geometry, forming simplicity, but in the ancient wisdom (read. experience) „around and across“. In writing, I quote just one example how. For example, surface of equilateral triangle. It was calculated:

– Perimeter of the triangle divided with 4 = side square of triangle’s perimeter

– Side square of triangle’sm perimeter times itself divided with 3×4 = surface of triangle. Nothing special, just a bit around. With specified purpose is perimeter of something. It ha san important role untill, I would call it „Greco-Roman“ concept, and specially our medieval Europe civilization. Untill proper concepts (read: natural-physical) crossed over in esoteric, and became sequals of „weard“ groups which „parades“on our planet. But, as it was said- „everyone will reap what he planted“.

We will continue with analyses of „Radial Flower Of Life“in the next chapter, and at the same time as the beginning of „third opus – third book of ancient or sacred geometry“, because the second year has passed, step by step, oft his representation, just with compass and ruler without measures. I hope that this 2000 pages has left a sign on this generation, although the basic idea was to leave this geometric opus to generations that comes, but…?
Additions to this chapter are purely experimental, based on known facts (specially Archimedes)and possibility of present state of technological development. As I, because of my years and finance, can’t carry into effect, let’s experiment whoever wants to.

Addition:

Although this won’t be about Archimedes and his merit in defending his native town Syracuse of Romans with spherical mirrors which burned their ships. Neither will be about thermal energy of spherical mirrors what, as I known, was tested in Russia and USA, but an idea of focus in our „new world“ came through him. In that way, a laser for demining in USA army was made. Here is the thing about simple convex lense, which we, as children, took off old batery lamps, and used for making fire untill we burned ourselves. Of course, in Archimedes’ time there was not so many lenses as today. On the other side, in our warm Mediterranian places people use huge panels for heating, so our roofs don’t look nothing like as it used to. Then a man ask himself. Today, really?

Think about this. One water heater, a boiler. A conductive sphere on its top. Its „trunk and branches“inside boiler. One convex collecting lens above. whose focus falls on conductive sphere. Heating it with great speed and trunk and branches are heating water in the boiler. Whole system is on the electric motor pedestal, and sensor is following the Sun, from sunrise to sunset, so the focus of the lens is always on conductive sphere. If it comes to overheating lens closes.

When water reaches certain temperature, it is stored by pump system in the tank. Everything can be regulated and programed by sensors. Small investment. Source of energy, Sun, is free. Low power consumption for electromotive motions to keep focus of the lenson a conductive sphere or convex collecting area. So, please, do experiment. Maybe something new is beyond that doors?

HR-RIJEKA 27. 10. 2012.
AUTHOR: TOMO PERISHA
WEB: SLIM
TRANSLATION: VESNA BILIĆ (vesnasu@live. com)
MANUSCRIPT: SUZANA KNEŽEVIĆ

One Response to “The Flower Of Life (radial)”

  1. Ivan Lazarov says:

    Really interesting! Thank you for the information provided. I am on a quest of exploring the mathematical definition of sacred geometry and this article gave me a different point of view on a familiar topic.

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