Abstract

The Intergalactic Medium (IGM) is commonly thought to be occupied by approximately one atom of Hydrogen per cubic metre of space either as neutral Hydrogen or partially/fully ionised. This cannot be true as galaxies will “boil off” electrons from their outer surfaces by the photo-electric effect and so the IGM must be filled with electrons. UV and X-ray photons, as they leave the galaxy, can remove an electron from a Hydrogen atom at the surface of the galaxy, give it sufficient energy to escape the gravitational pull of the galaxy and go on to fill the IGM. A typical galaxy emits approximately 5×1047 X-ray photons each second. All of which pass through the outer surface of the galaxy and have sufficient energy to eject an electron and send it off to the IGM. Adding to these photons in the UV and gamma, we can see that galaxies are ejecting large amounts of electrons each second that go on to fill the IGM. Data from FRB 121102 give the value for the electron number density in the IGM as ne ≈ 0.5 m-3. Under certain conditions, an electron gas will crystallise into a Wigner-Seitz crystal. Here the electrical potential energy of repulsion between the electrons dominates their kinetic energy and the electrons form on a BCC lattice structure. The electrons oscillate, performing SHM about their lattice positions. With ne ≈ 0.5 m-3 the electrons in the IGM satisfy the energy criteria for crystallisation to occur when interacting with other electrons within a sphere far less in radius than the corresponding Debye sphere. Thus, the conditions are met for the electrons to form an “electron glass.” Since the electrons in their BCC formation are spatially coherent, light will travel through the crystals in a straight line and thus objections to “Tired Light” theories are now removed since images will neither be destroyed nor “blurred.” Charges are not created but separated, if the electrons are removed from the galaxy and sent to fill the IGM; the remaining protons are left behind. These are “thermal” and will not have sufficient energy to escape but will be held gravitationally to that galaxy. Could these too form a spherical Wigner-Seitz sphere around that galaxy? Since the structure would be transparent, light would pass through in straight lines and thus we would not see it. They would however, interact gravitationally with the galaxy and have an effect on the rotation curves of single galaxies and on the motion of galactic clusters. Just as we cannot see the clear water in a fish tank when we look at the fish, the transparent, crystalline sphere of protons around galaxies would be “dark”.

Highlights

  • The classical view of the Universe is one of relatively “peaceful” galaxies—groups of billions of stars held together by their mutual gravitational attraction, “drifting” in a relatively empty space known as the Intergalactic Medium (IGM)

  • The number of free electrons in the IGM can be determined from the data on the repeating fast radio burst (FRB) 121102 and is found to have a value of ne ≈ 0.5 m−3 —assuming they are evenly distributed along the line of sight

  • The phenomenon of Wigner crystals are well established within the scientific community and are thought to occur in the interiors of white dwarf stars and if we apply these principles to the plasma in the IGM, the

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Summary

Introduction

The classical view of the Universe is one of relatively “peaceful” galaxies—groups of billions of stars held together by their mutual gravitational attraction, “drifting” in a relatively empty space known as the Intergalactic Medium (IGM). The popular view is that the IGM is sparsely populated with neutral or ionised Hydrogen atoms [1] This cannot be true since the galaxies must be “boiling off” electrons from their outer surfaces by the photo-electric effect and these electrons will go on to fill the IGM. If the velocity of this electron is greater than the escape velocity at that point it will have sufficient kinetic energy to overcome the gravitational pull of that galaxy and travel off into the IGM. It will interact by long range electrostatic forces with other electrons emitted in the same way. Is it possible that these protons form the illusive “Dark Matter?”

The Photo-Electric Effect
Mean Electron Number Density in the IGM
Wigner Crystals
Electrical Potential at a Point in the Crystal
Kinetic Energy of an Electron in the Crystal
The Transmission of Light through the IGM
The Collision Cross-Section
The Plasma Frequency
Exploding and Static Crystal Structures
A Possible Mechanism for “Dark Matter”
Conclusions and Discussion

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