𝙒𝙝𝙖𝙩 𝙝𝙖𝙥𝙥𝙚𝙣𝙚𝙙 𝙩𝙤 𝙆𝙚𝙣𝙣𝙮?

Happy Pi Day!

Nikola Tesla aka “Mr. π / 2 ( c )”

From June 1, 1899 to January 7, 1900, Nikola Tesla conducted experiments and research on high voltage and high frequency electricity to prove his theory of world wireless energy transmission. His previous 10 years of lectures, experiments, and research prior to this expedition had prepared him to further explore the most complex electrical forces any human had previously ever faced in history.

He chose Colorado Springs, CO as the location due to the high elevation and low air pressure suitable for electrical experimentation. Also, because this was a far more sparsely populated and open area compared to his lab in New York, he was free to experiment with the more extreme parameters of electricity.

With his new and improved Tesla coils that he had invented previously, which could produce electrical power up to millions of horsepower, he was set to challenge the limits of electricity. It’s clear from Tesla’s notes that his principle initiative was to find ways to manipulate the forces of nature and to utilize them for the advancement of humankind. In his Colorado Springs Notes text, he expressed that he had three main goals:

1. To develop a transmitter of great power.

2. To perfect means for individualizing and isolating the energy transmitted.

3. To ascertain the laws of propagation of currents through the earth and the atmosphere.

In his seven months of work, not only did he accomplish all three goals and prove his theory of wireless energy transmission, but he made some of the most remarkable experiments in scientific history. He obtained voltage and frequencies in the hundreds of millions of horse power–producing sparks over 100 feet in length, and actually sent energy through the earth itself to light multiple lamps which were placed dozens of miles away from his transmitter. He discovered stationary waves deriving from natural lightning discharges which his receiver could detect hundreds of miles away from his station. This discovery proved that power could indeed be transmitted through the earth to far distances. He also discovered that the earth as a whole had certain periods of vibrations, and by using his large oscillator could impress electrical vibrations at the same periods upon it creating more energy within the earth. This process is now referred to as constructive interference (the interference of two or more waves of equal frequency and phase, resulting in their mutual reinforcement and producing a single amplitude equal to the sum of the amplitudes of the individual waves). By doing this repeatedly using massive amounts of energy unheard of before, Tesla was able to transmit energy from his transmitter around earth and back to his receiver traveling at a mean velocity of 292,815 miles per second. Over 100,000 mps faster than light. Many electrical experimenters have proven this velocity including Jonathan Zenneck and Arnold Sommerfeld. The mathematical equation to this speed is pi divided by 2 times the speed of light.

v = π / 2 ( c )

v = average velocity of Tesla’s electrical current round earth (miles per second)

(you can plug in any metric and get same results)

c = speed of light (miles per second)

v = π / 2 (186,300)

v = 1.57 (186,300)

v = 292,491

The speed of light is a constant, it is not a limit. The velocity of light is an expression of the ratio of energy to mass. Tesla’s waves worked on different dimensions. The electromagnetic waves we use in today’s technology travel at the speed of light, but due to the nature of these waves (which are similar to light), they diminish with distance. This is because their electromagnetic lines of force and their magnetic lines of force intercept the angles of one other, causing resistance (radiation resistance). This is also why they eventually lose energy. Tesla, on the other hand, used an oscillating wave, or a longitudinal wave, in which the electromagnetic and magnetic forces run parallel with each other (hence there is no friction or loss of energy). As a result, the more power he used, the faster and further these waves would travel. Imagine what can be accomplished with waves that do not diminish with distance!

Witnessing this experiment, space, according to Tesla, was completely annihilated. This meant he could potentially throw the globe into oscillations of such magnitude that massive amounts of energy could be created, collected, and transmitted to any point on earth regardless of distance.

Silence

Evolving every moon every sun

. free yourself to evolve

. liberté-se para evoluir

What is a Wormhole?

Wormholes were first theorized in 1916, though that wasn’t what they were called at the time. While reviewing another physicist’s solution to the equations in Albert Einstein’s theory of general relativity, Austrian physicist Ludwig Flamm realized another solution was possible. He described a “white hole,” a theoretical time reversal of a black hole. Entrances to both black and white holes could be connected by a space-time conduit.

In 1935, Einstein and physicist Nathan Rosen used the theory of general relativity to elaborate on the idea, proposing the existence of “bridges” through space-time. These bridges connect two different points in space-time, theoretically creating a shortcut that could reduce travel time and distance. The shortcuts came to be called Einstein-Rosen bridges, or wormholes.

Certain solutions of general relativity allow for the existence of wormholes where the mouth of each is a black hole. However, a naturally occurring black hole, formed by the collapse of a dying star, does not by itself create a wormhole.

Wormholes are consistent with the general theory of relativity, but whether wormholes actually exist remains to be seen.

A wormhole could connect extremely long distances such as a billion light years or more, short distances such as a few meters, different universes, or different points in time

For a simplified notion of a wormhole, space can be visualized as a two-dimensional (2D) surface. In this case, a wormhole would appear as a hole in that surface, lead into a 3D tube (the inside surface of a cylinder), then re-emerge at another location on the 2D surface with a hole similar to the entrance. An actual wormhole would be analogous to this, but with the spatial dimensions raised by one. For example, instead of circular holes on a 2D plane, the entry and exit points could be visualized as spheres in 3D space.

Science fiction is filled with tales of traveling through wormholes. But the reality of such travel is more complicated, and not just because we’ve yet to spot one.

The first problem is size. Primordial wormholes are predicted to exist on microscopic levels, about 10–33 centimeters. However, as the universe expands, it is possible that some may have been stretched to larger sizes.

Another problem comes from stability. The predicted Einstein-Rosen wormholes would be useless for travel because they collapse quickly.

“You would need some very exotic type of matter in order to stabilize a wormhole,” said Hsu, “and it’s not clear whether such matter exists in the universe.”

But more recent research found that a wormhole containing “exotic” matter could stay open and unchanging for longer periods of time.

Exotic matter, which should not be confused with dark matter or antimatter, contains negative energy density and a large negative pressure. Such matter has only been seen in the behavior of certain vacuum states as part of quantum field theory.

If a wormhole contained sufficient exotic matter, whether naturally occurring or artificially added, it could theoretically be used as a method of sending information or travelers through space. Unfortunately, human journeys through the space tunnels may be challenging.

Wormholes may not only connect two separate regions within the universe, they could also connect two different universes. Similarly, some scientists have conjectured that if one mouth of a wormhole is moved in a specific manner, it could allow for time travel.

Although adding exotic matter to a wormhole might stabilize it to the point that human passengers could travel safely through it, there is still the possibility that the addition of “regular” matter would be sufficient to destabilize the portal.

Today’s technology is insufficient to enlarge or stabilize wormholes, even if they could be found. However, scientists continue to explore the concept as a method of space travel with the hope that technology will eventually be able to utilize them.

source

source

images: x, x, x, x, x, x, x, x, x

Study time but not really 😅. I got The long exposure photo of Earth on the NASA app.

Energy formulas for imaginary matter

An imaginary matter is the mirror image of the corresponding real matter.

Energy formulas for real matters are still useful for imaginary matters if an observer is in the imaginary space. Then how are energy formulas for imaginary matters expressed if an observer who is in the real space could observe imaginary matters?

Suppose that observer A is in the real space and observer B is the mirror image of observer A in the imaginary space.

The space velocity vector and spacetime velocity vector measured by observer A are the opposite of those measured by observer B in the same way that the left and right sides of the mirror image are swapped, i.e., the space speed measured by observer A is constant at the maximum speed c and the spacetime speed measured by observer A is variable.

The relationship of these velocity vectors are shown in the figure below.

Assuming an imaginary matter moves at speed vi measured by observer B, the space speed vsB, time speed vtB and spacetime speed vstB measured by observer B are as follows:

On the other hand, the space speed vsA, time speed vtA and spacetime speed vstA measured by observer A are as follows:

The following equation holds true for time speed.

Hence, the following formula is obtained for the spacetime speed measured by observer A.

The spacetime speed measured by observer A is smaller as the space speed measured by observer B is larger.

Real matters cannot move at the speed of light at the cost of having mass, while imaginary matters also have mass but move at the speed of light.

Mass energy vector is in the time axis of the space-time complex plain and the time axis is common between the real space and imaginary space. Hence, the magnitude of mass energy vector is invariant for the spatial inversion. The imaginary space axis is at right angles to the real space axis in the space-space complex plain.

Therefore, the mass energy of imaginary matter measured by observer A is expressed as follows:

where “−i” is the operator that transfers from the real space to the imaginary space and m is mass.

The energy formulas for real matters in the range of v>c express those for imaginary matters, but the energy formulas of total energy and momentum energy are exchanged for each other. Therefore, the momentum energy Es and total energy Est of imaginary matter measured by observer A are expressed as follows:

For an imaginary matter at rest (vi = 0),

The space speed of imaginary matters is always zero because they have no momentum energy. Hence, an imaginary matter is equivalent to the real matter with (square root of 2) times the mass of the imaginary matter, moving at the speed of light.

The space velocity and time velocity of real matter, light and vacuum energy and those of imaginary matter converted into the real space are arranged below.

  ・Real matter         : relative space speed and relative time speed   ・Light                    : absolute space speed and no time velocity   ・Vacuum energy   : neither space velocity nor time velocity   ・Imaginary matter : absolute space speed and absolute time speed

Jupiter and Saturn

21.12.2020…. the closest approach for 800 years

https://www.youtube.com/watch?v=G27G_JBlvIw

Keep reading

If unit vectors always scared you for some reason, this neat little trick  from The story of i by Paul Nahin involving complex numbers is bound to be a solace.

It allows you find the tangential and radial components of acceleration through simple differentiation. How about that! 

Have a good one!

** r = r(t),  θ =  θ(t)

Saint Veronica with the Veil (Original piece by Mattia Preti c.1655-1660) Touched by Clayshaper