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A Study of Notation #107

Notation	T (seconds)	L (meters)	M (kilograms)	C (Coulombs)	T (Kelvin)
107	8.748×10-12.s	2.6224 mm	3.5315×1023kg	3.0433×1014C	3.5765×103 K

Overview: Although time is certainly within the measurable range of today’s devices, at 8.748×10^-12 seconds, it is hardly perceptible by a human being. The length at 2.6224 millimeters is quite common. All things around the size of a small ant are included. Yet, the mass continues to be non-intuitive. At 3.5315×10²³ kilograms, it is still less than the weight of the earth, but it is hard to imagine as the size of an ant. There is an important dynamic going on here. Though not as non-intuitive as the big bang theory’s compression, it is still difficult to imagine.

Planck Charge multiple: The coulombs scale has grown to a formidable 3.0433×10¹⁴ or 3.04 teracoulombs. We will try to assess the meaning of that number by also studying the faraday constant which equals 96,485.3399 coulombs.

Painfully obvious, we have substantial work to do within this analysis.

For example, would it be correct to think of 3.04 teracoulombs in terms of a lightening bolt? Might it be calculated as 304,000,000,000,000 or 304 trillion lightening bolts per second? Yes, we do need help!

Planck Temperature: With Notation 107, we have approached the temperature of the sun. By the 107th notation it is 3.5765×10³ K.

The Planck Temperature is not one of the basic Planck units. Its derivation and temperature (well beyond extremely hot) did not become the basis for big bang cosmology. We are still searching for articles by big bang cosmologists about Planck temperature and the role of the Planck base units.

With our inherent logic that everything starts simply and small, the Planck Temperature, 1.416.808×10³² Kelvin was placed within Notation 203 at the top of the scale. It is line 7 within our horizontally-scrolled chart. At Notation 1 it has dropped to 4.4084×10^-27 (K).

Kelvin is an unusual temperature scale. Now, going up the scale, with every new notation, it is getting unusually hot, yet the mass and length are also becoming unusually large.

Consider Notation 97 or 3.4927 Kelvin is -453.38314 degrees Fahrenheit or -269.6573 degrees Celsius well within the range for high-temperature superconductors. Superconducting temperatures range from -220 degrees Fahrenheit or-140 degrees Celsius at normal pressures, and -164 F and -109 C at high pressures.

Consider these temperatures:

• The human body temperature is 98.6 degrees Fahrenheit. That is equal to 310.15 Kelvin (again, between notations 103 and 104).
• The Sun’s temperature is 5778 K. It is between notations 107 and 108.
• Quark-Gluon Plasma (QGP). Requiring an estimated temperature of 2×10¹² Kelvin to create the Quark-Gluon Plasma (QGP), this process could begin as early as notations 136 and 137. It requires 175 MeV per particle. We’ll need some help to figure that out.

The universe is less than one-hundredth of a second from its start. As we have observed, within this model, each notation is alive and well and still part of the sustaining infrastructure of the universe.

Of course, there will be much more analysis forthcoming.

To continue this analysis we will be calling on the mathematics departments of universities and colleges around the world.

We will dig deeper into the first three notations and develop the analysis of the remaining three notations. Still basic information. We have substantial work to do within this analysis yet here we are gaining some confidence that these numbers are telling a plausible story that has a bit more logic than the stories told about inflation, super luminal speeds, and the inflaton. Much more to come…