The Electromagnetic Spectrum

The electromagnetic (EM) spectrum is the range of all types of electromagnetic radiation. Radiation is energy that travels and spreads out as it goes – the visible light that comes from a lamp in your house and the radio waves that come from a radio station are two types of electromagnetic radiation. The other types of EM radiation that make up the electromagnetic spectrum are microwaves, infrared light, ultraviolet light, X-rays and gamma-rays [text by NASA’s Imagine the Universe].

The behavior of electromagnetic radiation depends on its wavelength. According to this behavior the spectrum is classified into different regions, which fall each within a different range of frequencies. The image below shows the order and range of the different regions of the spectrum.

Radio: Your radio captures radio waves emitted by radio stations, bringing your favorite tunes. Radio waves are also emitted by stars and gases in space.

Microwave: Microwave radiation will cook your popcorn in just a few minutes, but is also used by astronomers to learn about the structure of nearby galaxies.

Infrared: Night vision goggles pick up the infrared light emitted by our skin and objects with heat. In space, infrared light helps us map the dust between stars.

Visible: Our eyes detect visible light. Fireflies, light bulbs, and stars all emit visible light.

Ultraviolet: Ultraviolet radiation is emitted by the Sun and are the reason skin tans and burns. “Hot” objects in space emit UV radiation as well.

X-ray: A dentist uses X-rays to image your teeth, and airport security uses them to see through your bag. Hot gases in the Universe also emit X-rays.

Gamma ray: Doctors use gamma-ray imaging to see inside your body. The biggest gamma-ray generator of all is the Universe [text by NASA’s Imagine the Universe].

Some of these regions might be dividable into more regions, like long radio waves and short radio waves. Some classifications also include a Terahertz region, located between Infrared and Microwaves.

Light and electric current are two phenomena which now have been linked to vortex movement by the infinity theory. Light and electric current have a clear position within the transformation sequence. Their location in the sequence is known. Therefore it is understandable that the location of the electromagnetic spectrum can be determined. The spectrum actually runs through the centerline of the transformation cycles. If you look at the graph image below, which shows the cycles of the transformation sequence set out as a growing sine curve, then all you need to know to find the electromagnetic spectrum is that the spectrum runs through the centerline of the sequence. Every time that the movement crosses the centerline, that movement takes an electromagnetic form. Two known examples of such movement are light and electric current.

Every known region of the electromagnetic spectrum is located within one half-cycle of the sequence. Radio waves belong to the third lower half-cycle (and perhaps also the fourth lower half-cycle, this is where the long radio waves could be located). Microwaves belong to the second lower half-cycle. Infra-red light belongs to the first lower half-cycle. The visual light region belong to the first upper half-cycle. X rays belong to the second upper half-cycle. Gamma rays we find in the third upper half-cycle. It is assumable that more of these regions exist, yet it is not sure if those phenomena located at more higher or more lower half-cycles are detectable as electromagnetic energy.

Volume of Vortices

It is important to know that all vortices that are solely electromagnetic, are vortices that have no volume, with one exception, which is light. The EM spectrum line, which is the location of the electromagnetic spectrum within the transformation cycles, is where vortices have no volume. This line looks like a line when the cycles are plotted in 2D, but the line is actually a plane and this can be demonstrated when the graph is plotted in 3D. Vortices above the line, which is the positive side of the sequence, have a positive (non-inverted) volume. Vortices below that line, which is where the negative side of the sequence is located, have a negative (inverted) volume.

Vortices with a negative (inverted) volume are plasma state vortices. Vortices with a positive (non-inverted) volume are non-plasma state vortices. The first are vortices whose velocity can be considered to be negative in direction, while the latter are vortices whose velocity can be considered to be positive in direction. This influences the direction of time movement for all matter that is residential within that vortex (thus much much smaller than the vortex itself).

On the EM spectrum line itself the vortices have zero volume (keep in mind that the line is actually a plane). They are not physical plasma vortices or physical non-plasma vortices, but they’re merely electromagnetic vortices.

Every known region of the electromagnetic spectrum is located within one half-cycle of the sequence. Radio waves belong to the third lower half-cycle (and perhaps also the fourth lower half-cycle, this is where the long radio waves could be located). Microwaves belong to the second lower half-cycle. Infra-red light belongs to the first lower half-cycle. The visual light region belong to the first upper half-cycle. X rays belong to the second upper half-cycle. Gamma rays we find in the third upper half-cycle. It is assumable that more of these regions exist, yet it is not sure if those phenomena located at more higher or more lower half-cycles are detectable as electromagnetic energy.

Volume of Vortices

It is important to know that all vortices that are solely electromagnetic, are vortices that have no volume, with one exception, which is light. The EM spectrum line, which is the location of the electromagnetic spectrum within the transformation cycles, is where vortices have no volume. This line looks like a line when the cycles are plotted in 2D, but the line is actually a plane and this can be demonstrated when the graph is plotted in 3D. Vortices above the line, which is the positive side of the sequence, have a positive (non-inverted) volume. Vortices below that line, which is where the negative side of the sequence is located, have a negative (inverted) volume.

Vortices with a negative (inverted) volume are plasma state vortices. Vortices with a positive (non-inverted) volume are non-plasma state vortices. The first are vortices whose velocity can be considered to be negative in direction, while the latter are vortices whose velocity can be considered to be positive in direction. This influences the direction of time movement for all matter that is residential within that vortex (thus much much smaller than the vortex itself).

On the EM spectrum line itself the vortices have zero volume (keep in mind that the line is actually a plane). They are not physical plasma vortices or physical non-plasma vortices, but they’re merely electromagnetic vortices. 

The bigger the distance to the centerline, where we find the electromagnetic spectrum, the bigger the volume of the vortex is. For this reason the cycles of the transformation sequence are always plotted as a growing sine curve, because the vortices at the start of a half-cycle grow from zero volume to maximum volume at the central balance point, and then shrink back to zero volume at the end of the half-cycle. At each consecutive half-cycle this growth is bigger, manifesting itself in bigger vortices.

It is important to know that volume is not the same as size. A vortex that has no volume can still be of any possible size. A circular vortex with no volume for example can still be of any possible radius. A circle can be of no volume if it only consists of one line of movement that has no thickness within a three-dimensional space, but a circle always has a radius.

When a vortex has no volume, it means that the vortex has no periphery. The vortex only consists of a core. Every vortex that has a periphery in its basic form, can also exist as a vortex without a periphery, and thus without any volume. That happens when the position of the vortex in the transformation sequence deviates from the main sine curve. When the position is lower than the main sine curve the volume of the vortex is also lower than its standard form. The vortex looks like a thinner version of its normal self. The position of the vortex can also be completely on the EM spectrum line, thus within the realms of electromagnetism. In that case the vortex has no volume at all and its movement is purely electromagnetic.

The exception to this is light. This is because light is both a vortex and a wave. Or better said, the vortex becomes the wave. Light is located on the EM spectrum line as well but with light the entire wave breaks into our physical world and that wave becomes the vortex. So light is a vortex that is located on the EM spectrum line but has lots of volume, because it is also a wave.

How Do You Catch an EM Wave?

Because there are a wide range of vortices that connect to electromagnetic waves, it is possible for us humans to use these vortices to manipulate those waves. We can use those vortices to send signals into the onefield, and we can use those vortices to catch signals from the onefield.

To understand how electromagnetic waves can be caught we take a look at one particular human invention, one that provides us with an important clue. That invention is the lightning rod. Lightning rods attract lightning, and lightning consists of vortices that are located in the third lower half-cycle, which is also the half-cycle where we find radio waves. For this reason, lightning is a source of radio waves. These radio waves that occur as a consequence of electrical discharges are called sferics. Chances are you’ve heard them on the radio while listening to music on a somewhat distant AM station. Sferics are also used for lightning detection.

Image by Matt Biddulph, under CC BY-SA 3.0 license

Image by Ben Townsend, under CC BY 2.0 license

If you look for a moment at the shape of the lightning rod, then you should see without effort that its shape resembles the spire, the first ladder of the first upper half-cycle. The spire is a vortex close to the EM spectrum. It is a vortex with only a core, and no periphery. Apparently, this vortex from the first half-cycle attracts another vortex from the third lower half-cycle. Because lightning also interferes with radio signals, we know that lightning is not only a vortex, but it also connects to an electromagnetic wave that radiates out from that lightning. When the lightning is caught by the lightning rod, so is the wave also caught that connects to the lightning streak.

LIGHTNING ROD = SPIRE
 

VORTICES AND WAVES FROM THE THIRD LOWER HALF-CYCLE (WHERE WE FIND RADIO WAVES) ARE ATTRACTED BY VORTICES FROM THE FIRST HALF-CYCLE THAT ONLY HAVE A CORE (AND NO PERIPHERY)

By now you might have already understood that the lightning rods on top of those buildings do not only look like spires, they also look like antennas, which is not a coincidence. Antennas are the tools that we humans use to catch the electromagnetic waves, and all those antennas work the way they do because of their shape. Antennas are shaped similarly as particular vortex types.

Man-made Antennas

All antennas are shaped as vortices that are located exactly on the EM spectrum line, thus exactly on the electromagnetic spectrum. Therefore these are vortices that have of no volume, although they can be of any size. All they consist of is a core movement, which in the case of man-made antennas is achieved by an electrical current through a metal wire or metal plate.

The images below show a few examples of antennas that are linked to one or more known vortices of the transformation sequence.

Image by Eitan F (Wikimedia),
under CC BY-SA 3.0 license

Whip Antenna 

Vortex: Spire

Image by Schwarzbeck Mess-Elektronik, under
CC BY-SA 3.0 license

Dipole Antenna 

Vortex: Two Opposing Spires

Image by Superkuh

Double Archimedean Spiral Antenna 

Vortex: Double Disc

Image by Bim im Garten (Wikimedia), under
CC BY-SA 3.0 license

Double Logarithmic Spiral Antenna 

Vortex: (Dedimensionalized) Double Swirl

Notice that the logarithmic spiral antenna has fewer winding than the archimedean spiral antenna. That is because the logarithmic spiral antenna is a swirl spiral, while the archimedean spiral is a disc spiral. A full swirl has less windings than a full disc.

Image © Radiolab

Conical Log Antenna 

Vortex: Helicone
Image by SSGT Louis Comeger for U.S Air Force

Helical Antenna 

Vortex: Helibar

Image by Trixt (Wikimedia), under CC BY-SA 3.0 license

Loop Antenna

Vortex: Something close to Infinity Ring

Image by JMT (Wikimedia)

Dish Antenna

Vortex: Level 2 Fallback? Or
part of an orb?

The graph below shows the possition of each of each of these antennas within the cycles of the transformation sequence. Most of these antennas are located within the first half-cycle, except for maybe the dish antenna. It is logical that there should be many more types of antenna which exist today that can be located somewhere along the EM spectrum line of the transformation cycles. But because only some of the existing vortices have been identified so far and some vortices still remain unclassified, so do some types of antenna also remain unclassified at this moment in time.

It is assumable that it won’t be long before all types of antennas have been positively identified to their correct vortex type. When so all those antennas can be located on the correct position within this graph. It is also quite possible that new inventions will emerge from this new knowledge. Because not all existing vortex types that can interact with electromagnetic waves have been used by mankind to build antennas. Untill now we humans did not understood how the shape of antennas was linked to vortex movement, and how those antennas are linked to shaped which can be found and studied from many different phenomena found here on earth and elsewhere in our universe.

TAK-tenna Multiband Antenna

This is an interesting example of an antenna shape with a bit of a plot twist. It is the TAK-tenna Multiband Antenna, which consists of spirals shaped by a metal wire oriented parallel from one another with a short distance in between. The two spiral wires form two disc spirals. There is a good chance that in between the two disc spirals a helix tunnel will form, but the helix tunnel itself has not been formed by wire. This is one antenna that only gives form to the two ends of a vortex, and then the remaining part of the vortex, which is the helix, automatically forms in between.

TAK-tenna

Vortex: Helix Tunnel

A helix tunnel is a vortex that is not visible. It only has a core and no periphery. It are the two spirals at the two ends of the helix that reveal that the helix should be there. This same principle might also work with other types of antenna’s. Other types might also be incomplete vortices that induce the formation of other (invisible) parts of one big connected vortex.

If you look closely to the photo you should notice that the spiral does not spiral all the way inwards to the center. There is still a big hole, a gab, at the center of the spiral. That is what one would expect if the vortex movement from the inner end of the spiral would continue from that point as a helix tunnel towards the inner end of the second spiral. One question that arises here is what would happen when instead of being omitted, the helix is formed in between the two spirals by a metal wire. How would this affect the performance of this antenna if the vortex is constructed in its full form?

Is the Electromagnetic Spectrum Infinite?

The answer is yes and no. The cycles of the transformation sequence are infinite in both directions, so one could assume that the range of frequencies are unlimited in both directions. If this was true then there would not be a smallest frequency, and similarly there would not be a largest frequency. But… we humans have created a set of rules that define as to what is and what is not electromagnetic radiation. Rules that have come to be in a logical manner as a consequence as to how we humans observe phenomena in the world that we live in. These rules were not random choice. When we look at the cycles of the transformation sequence, and we look at the movement that takes place further and further into the lower dimensions, then we see that the frequencies get smaller and smaller. But the vortices become smaller and smaller as well. At some point, the vortices will become so small that the forces that are linked to these vortices are no longer defined as electromagnetic radiation, but instead is observed as a different known or unknown phenomenon. The tools that we use to measure the electromagnetic forces will no longer register any of those forces. This is a logical consequence of our own position in the universe, a consequence of our own physical size, and the way that our own senses work. The same we experience when we look further and further into the higher dimensions. We measure frequencies to be getting larger and larger, and the vortices increase in size. Yet at some point those frequencies will no longer be linked to electromagnetic radiation, but will be observed as a different phenomenon. If we look at our definition as to what is and what is not electromagnetic radiation, then the answer to the question is that the electromagnetic spectrum is not infinite. If we ask that same question about the cycles of the transformation sequence, then the answer is yes, the cycles of the transformation sequence are infinite in both directions.

All content on this site that is authored by Peter.A.Venis is licensed under the Creative Commons CC BY 4.0 license, unless otherwise mentioned. Most pages on this website also include material from other authors, under different licenses. Both the author’s names and the licenses are mentioned in the file names whenever this information is known and can be provided. The presence of work from other authors on this website does not necessarily imply that those authors endorse the contents of this website.

A word that is often used on this website is the word ‘vortex’. Many sources describe a vortex as a movement in a fluid that has a rotational flow. Yet many of the vortices that I describe on this website do not show a visible rotational flow. I took the liberty of using the word vortex for describing a phenomenon that had not been understood before, one that links together rotational and non-rotational movements. Even a movement in a straight line can in some cases be categorized as a vortex, if it is known that that movement is created by certain identical conditions. So keep in mind that the word ‘vortex’, within the context of the infinity-theory, has not the exact same meaning as other sources describe.

Cycles

Vortices

Vortices and Dimension Levels

Type Dimension Cycle Class Rota-tional State of Equilibrium
Level3 Fallback -4.75D to -4.25D 2nd Unknown no Unknown
Level2 Fallback -5.75D to -5.25D 2nd Unknown no Dye
Unknown -6.0D to -5.75D 1st Half a spiral Unknown
Electricity 6.0D <> -6.0D 1st EM Spiral yes –
Unknown 5.75D to 6.0D 1st Half a Spiral Unknown
Unknown 5.75D (CW<>CCW) 1st Outer Bridge Unknown
Unknown 5.75D 1st Exterior Tunnel Unknown
Unknown 5.75D 2nd Bell Unknown
Omega Ladder 5.25D to 5.75D 1st Ladder no Unknown
Omega Bridge 5.25D (Inw to Outw) 1st Inner Bridge no Unknown
Ultraduct 5.25D (Inw to Outw) 1st Interior Tunnel yes Unknown
Mirage 5.25D 2nd Disk no Silver
Scroll Ring 4.75D to 5.25D 1st Spiral yes Saturated Fat
Wake Belt 4.75D (CW<>CCW) 1st Outer Bridge no Slime
Bubble 4.75D 1st Exterior Tunnel no Soap
Tubular Ring 4.75D 2nd Bell yes Unknown
Aureole Belt 4.25D to 4.75D 1st Ladder no Unknown
Laminar Belt 4.25D (Inw to Outw) 1st Inner Bridge no Unsaturated Fat
Gyroduct 4.25D 1st Interior Tunnel yes Vulcanized Rubber
Capillion 4.25D 2nd Disk no Tin
Revolute 3.75D to 4.25D 1st Spiral yes Gelatin
Revodome 3.75D 2nd Bell yes Unknown
Cradle 3.75D 1st Exterior Tunnel no Chicle
Pilaster 3.75D (Outw to Inw) 1st Outer Bridge no Petroleum
Pylon 3.25D to 3.75D 1st Ladder no Unknown
Lentillion 3.25D 2nd Disk no Gallium
Exobar 3.25D 1st Outer Bridge no Pitch
Bulb 2.75D to 3.25D 1st Spiral no Air
Vessel 2.75D 2nd Bell no Unknown
Exoduct 2.75D 1st Exterior Tunnel no Natural Latex
Endobar 2.75D 1st Inner Bridge no Unknown
Amplicone 2.25D to 2.75D 1st Ladder no Dust
Mercury Belt 2.25D 2nd Disk yes Mercury
Troth 2.25D (CW<>CCW) 1st Outer Bridge Honey
Swirl 1.75D to 2.25D 1st Spiral yes Water
Unknown 1.75D 2nd Bell Unknown
Whirlpit 1.75D (Inw to Outw) 1st Exterior Tunnel yes Clay
Helibar 1.75D (Inw to Outw) 1st Inner Bridge yes Earth
Helicone 1.25D to 1.75D 1st Ladder yes Marl
Hyperbelt 1.25D 2nd Disk yes Unknown
Enexus 1.25D (CW<>CCW) 1st Outer Bridge no Resin
Disc 0.75D to 1.25D 1st Spiral yes Gypsum, Some Metals, Wood, Bone
Unknown 0.75D 2nd Bell Unknown
Helix Tunnel 0.75D 1st Exterior Tunnel yes Baked Clay
Monolith 0.75D (Inw to Outw) 1st Inner Bridge no Rock
Spire 0.25D to 0.75D 1st Ladder no Crystal
Unknown 0.25D 2nd Disk Titanium
Amberon (perhaps) 0.25D 1st Outer Bridge Amber
Hyperkone 0.0D to 0.25D 1st Half a Spiral yes Diamond (when angular)
Amberon (perhaps) ~0.0D 1st Exterior Tunnel Glass
Visible Light 0.0D 0 EM Spiral no –
Photosphere ~-0.0D -1st Exterior Tunnel no Unknown
Amplipole -0.25D to 0.0D -1st Half a Spiral no Unknown
Corona -0.75D to -0.25D -1st Ladder no Unknown
Sun Magnetic Field -1.25D to -0.75D -1st Spiral Unknown

Properties of High and Low Dimensionality

High dimensional  (Yin)Low dimensional  (Yang)
General CharacteristicsGeneral Characteristics
ExpandedContracted
LooseTight
Sensitive to external motionInsensitive to external motion
More projected fieldLess projected field
Number of dimensions being projected is higher than that of our human perception (greater than 3D). Thus complexity is concentrated over a smaller volume by projection.Number of dimensions being projected are lower than that of our human perception (lesser than 3D). Thus complexity is spread out over a larger volume by the projection.
More asymmetryMore symmetry
Slower movementFaster movement
Time runs slower (macrocyclic effect)Time runs faster (macrocyclic effect)
Vortex CharacteristicsVortex Characteristics
DiffusedFused
High number of meridiansLow number of meridians
Complex movementSimple movement
Less frictionMore friction
Long vortex lifespanShort vortex lifespan
CurvedAngular
Large scaleSmall scale
Wave CharacteristicsWave Characteristics
LooseTight
Slow propagationFast propagation
High frequency wavesLow frequency waves
Short wavelengthLong wavelength
Directional peripheral wavesSpherical peripheral waves
Short rangeLong range
Characteristics of MatterCharacteristics of Matter
LighterHeavier
SoftHard
IntangibleImpenetrable
Flexible / non-constrictedRigid / constricted
Less frictionMore friction
Higher compressibilityLower compressibility
High Reynolds numberLow Reynolds number

Direction of Movement

ContractionExpansion
Decrease in amount of field that is projected from the onefield (either by decrease in angle of projection, decrease of scale size, decrease of cycle number, or change of another property)Increase in amount of field that is projected from the onefield (either by increase in angle of projection, increase of scale size, increase of cycle number, or change of another property)
Peripheral movement from high end to low end of vorticesPeripheral movement from low end to high end of vortices
Tightning, hardeningLoosening, softening
Increase in velocityDecrease in velocity
Fusion of peripheral movementsDiffusion of peripheral movements
Pulling forcePushing force
Acceleration of timeDeceleration of time

Properties

Sequence