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Gregory Wood
Anyone know what books and astrophysicist has this knowledge?
Thank you,
Greg
Thank you,
Greg
Gregory Wood said:The measurement of standard atmospheric pressure in psi or millibars reduced to the vacuum of space.
Gregory Wood said:Then convert this to a mathematical equation explaining such density variations.
Gregory Wood said:I would be curious to know how Newton's laws of gravity or other laws can depict a density-gravity scalar that ranges from Earth's atmospheric density-gravity to the vacuum of space density-gravity?
Gregory Wood said:Are there equations that explain vacuums lower that that of normal space?
Gregory Wood said:The measurement of standard atmospheric pressure in psi or millibars reduced to the vacuum of space. Then convert this to a mathematical equation explaining such density variations.
What would call "normal space"? It's been estimated that the average density of the universe is around one proton per m3. That would imply that there are regions with much less than that.Gregory Wood said:Are there equations that explain vacuums lower that that of normal space?
PeterDonis said:Google on "hydrostatic equilibrium". That relates the pressure gradient to the density of any fluid in a gravitational field.
If you mean, are there equations that have solutions describing such vacuums, of course there are. The laws of physics allow for pretty much any density you like, until you get to such high densities that possible quantum gravity effects come into play. But that's something like 120 orders of magnitude more dense than ordinary matter.
I'm curious why you appear to expect that the laws of physics set some kind of limit on what densities are allowed. Observed densities of things in the universe range over many, many orders of magnitude.
Gregory Wood said:Can't there exist an absolute bottom level of matter, space and time which contains reciprocal negative vacuum pressures ascending well below the normal vacuum of space?
Gregory Wood said:Super Quantum vacuums that are occasionally breached into by a new Big Bangs influx of energy?
Breached because their tolerance vacuum levels reached a set magnitude?
You mentioned observed densities in the Universe over many orders of magnitude.
What about an equation showing negative orders of magnitude so low that it dilutes space and time close to "True Nothingness" nearly void of any particles time space or events?
An opposite of gravity negative equation showing negative density vacuum pressures.
Maybe it might be added to Einstein's gravitational equation and measured in exact form as his cosmological constant.
I'll read your link to "gas laws." I would at least like to write down an imaginary graph showing a negative vacuum within a vacuum. How may you graphically represent that one? You have Black hole material leading to somewhere like another Big Bang in another dimension. Since the density pressures of a black hole are so high might they then potentially be able to crack open or breach another possible even lower vacuum like a "Super Quantum Vacuum" that is located everywhere in time and space? I have long believed in the "possibility" of these vacuums.The website "Great Courses" really helped me to understand gravity, astrophysics and particle physics from top professors. Besides that, you are correct in speculating that my hypothesis will be in new episodes of movies I've written.. II have much more to add to this subject.. Gregsophiecentaur said:What would call "normal space"? It's been estimated that the average density of the universe is around one proton per m3. That would imply that there are regions with much less than that.
I really don't know why we should expect "equations", associated with vacua except the statistics of finding a particle (proton) in a given volume. As I remember, such low probability events are often best described in terms of a Poisson distribution.
PS Would the OP be something to do with the plot of a SF book?
A vacuum is a space that is completely devoid of matter, including air molecules. It is a state of low pressure, where the pressure is significantly lower than that of the surrounding atmosphere.
In mathematics, a vacuum is often described as a state of zero energy and zero matter density. This means that there are no particles or fields present in this space.
A vacuum can be mathematically represented using equations from quantum field theory, such as the vacuum expectation value and the vacuum energy density. These equations describe the energy and properties of a vacuum.
While a vacuum is often described as being empty, it actually contains virtual particles that constantly pop in and out of existence. These particles have a very short lifetime and do not have a significant impact on the properties of a vacuum.
Understanding the mathematical description of a vacuum is crucial for various fields of science, such as quantum mechanics and cosmology. It helps us to better understand the fundamental nature of the universe and its properties.