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How The Model Works, For A Simple Physics Model
A Physics Model
The Simple Model
The Simple Universe
Particle and antiparticle numbers
This physics model consists of a universe
That, as a suggestion, starts as a point source, which once formed
Then continuously increases in size as a spherical three dimensional volume of space
The model contains one type of elementary particle, a three dimensional strand shaped particle, that as a suggestion
Is created in a continuous manner at the expanding edge of the universe's three dimensional volume of space
(Or if you prefer, the Big Bang suggestion could be used)
As a suggestion, the strand shaped particle moves continuously at a single constant speed, in relation to the model's static universal reference frame
And the strand shaped particle has the interaction, that when it touches another of the strand shaped particles
The two particles tend to stick to each other, and while in contact, they influence each other's direction of travel
As a suggestion, the dense population of strand shaped particles created at the expanding edge of the universe
Interact to form the model's first right-handed and left-handed neutrinos
And these interact to form the model's first electrons, positrons, right-handed 'neutral' particles, and left-handed 'neutral' particles
The following animation shows a simple sequence of the strand shaped elementary particle, tagged one behind the other, building the model's four base particles - the neutrino, electron, positron, 'neutral' particle; the button steps through the process, the button start / stops the animation (any of the buttons can be used in pause mode)
Building The Four Base Particles
As a suggestion
Some of the neutrinos join side by side
To form the model's first particles of light
As a suggestion
Some of the positrons become sandwiched between a left-handed and a right-handed 'neutral' particle
To form the model's first protons
And
Some of the protons couple with electrons
To form the model's first hydrogen atoms
And as a suggestion
Some of the electrons become sandwiched between a left-handed and a right-handed 'neutral' particle
To form the model's first antiprotons
And
Some of the antiprotons couple with positrons
To form the model's first antihydrogen atoms
In addition, as a suggestion, in the model
A neutron is a proton with an electron embedded into the side of the proton
And an antineutron is an antiproton with a positron embedded into the side of the antiproton
The following animation shows the shapes and structures of the model's subatomic particles, the button steps through the particles, the button start / stops the animation (any of the buttons can be used in pause mode)
The Subatomic Particles
By some mechanism (unknown), if either protons, or antiprotons, were to be formed in a greater number
Then once all annihilations of matter and antimatter have taken place, either some protons and some electrons would be left over to form hydrogen atoms
Or some antiprotons and some positrons would be left over to form antihydrogen atoms
Simply as a thought, what methods might there be
That could lead to the formation of protons over antiprotons, or vice versa - for example, could the expanding edge of the universe have a feature, such that, at the edge, protons are created over antiprotons, or vice versa
Although different, as an example of a process that naturally became biased, life on earth evolved to use only one form, of the multiple chiral forms of organic molecules
Traditionally, our universe is considered as consisting of ordinary matter, with little if any antimatter in the universe
And that ordinary matter consists of particles, as opposed to antiparticles
But this physics model is different
Throughout this physics model's universe, at every location
The number of the model's base particles
Is the same as the number of the model's base antiparticles
That is, in this model, on dismantling the components of an atom
The number of electrons is the same as the number of positrons
And the number of right-handed 'neutral' particles is the same as the number of left-handed 'neutral' particles
Whether a universe is created by something
And that something is itself created by something else ad infinitum
Or whether a universe comes into existence from nothing
Is not clear, for both seem to have difficulties in logic
Multiple universes would also seem to be an inevitable outcome
Although in such cases, perhaps
The universes may not be able to detect each other
If two universes come into existence without either having caused the other to form
Then as suggestion, the two universes are likely to exist
At an infinite distance apart from each other
This can perhaps, be proposed by considering an arbitrary distance surrounding a universe, say ten of its 'universe widths', and asking
What is the chance of another universe forming inside that distance
Compared to the chance of that new universe forming in the distance beyond that 'ten universe width'?
Since the distance of the nothing beyond is infinite
The new universe would perhaps, be more likely to form in the infinite beyond
Than in the arbitrary 'ten universe width', and that is true for whatever size of arbitrary width is chosen
In effect
Each universe would seem as if it were the only universe in existence
Even if it is not
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Creation of the electric field particles
Positive and negative electric fields
'Neutral' particle electric fields
Electric charge and electric field particles
Creation of the electric field particles
The base particles in the model have a helicity to their construction
Which can be either clockwise or anticlockwise
This gives the base particles the concept of electric charge - either 'positive' or 'negative'
The following animation shows a simple sequence of the strand shaped elementary particle, tagged one behind the other, building the model's four base particles - the neutrino, electron, positron, 'neutral' particle; the button steps through the process, the button start / stops the animation (any of the buttons can be used in pause mode)
Building The Four Base Particles
Electric charge and electric field particles
Creation of the electric field particles
In the model
Motion comes from the strand shaped elementary particle
Moving continuously at a single constant speed, against the model's static universal reference frame, in three dimensional space
As a suggestion, electric field particles are created
By the constant speed of the head of the strand shaped elementary particle
Being greater than the constant speed of its tail
This causes each strand shaped particle to continuously extend itself
With the head of the strand shaped particle eventually breaking free
Leaving the strand shaped particle with a new head, that as a suggestion, repeats the process
This leads to a stream of helix shaped particles
That exit from the front of a helix shaped base particle
Or from gaps on the surface of a torus shaped base particle
In the model
The stream of helix shaped particles are the electric field particles
Please note, the animations do not show the electric field particles exiting from the base particles
Each electric field particle
Has a helix shape
That has the same handiness as its parent base particle itself
Please note, the physics engine is required, in order to know the forward speed of the electric field particles
In the model, the forward speed of the electric field particles is dependent on the helical diameter of the electric field particle
Depending on what that diameter is, the forward speed of the electric field particles, could be greater, the same as, or less than the forward speed of a particle of light
Electric charge and electric field particles
Creation of the electric field particles
As a suggestion
The left-handed base particles have positive electric charge, and produce left-handed positive electric field particles
And the right-handed base particles have negative electric charge, and produce right-handed negative electric field particles
Since the 'neutral' particle is a left-handed torus moving inside a right-handed torus, or vice versa
The 'neutral' particle has both positive and negative electric charge
In effect
The base particles are pieces of electric charge - including the neutrino and the 'neutral' particle
And the base particles produce electric field particles - including the neutrino and the 'neutral' particle
Electric charge and electric field particles
Creation of the electric field particles
In the model
The electric field particles escaping from the outer torus of a 'neutral' particle
Are unable to escape as helix shaped particles
This causes a 'neutral' particle
To produce only a positive electric field, or only a negative electric field
Depending on whether the inner torus of the 'neutral' particle is a left-handed torus, or a right-handed torus
Based on the actual mass difference between an electron and a proton, and the way in which a 'neutral' particle in the model produces its electric field
As a suggestion, in the model, the electric field from a single 'neutral' particle
Is in the order of 450 times more intense than the electric field from an electron
In the model, a 'neutral' particle
Produces an intense electric field
But itself, interacts only slightly with an electric field
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The escaping electric field particles
The electron and positron's size
In this physics model
All four base particles have electric fields
Including the neutrino and the 'neutral' particle
It is the electric field particles
Escaping from the three torus shaped base particles - the electron, positron and 'neutral' particle
That causes the three torus shaped base particles to form to a fixed size
Being a closed torus, unlike the open-ended helix of the neutrino base particle
As a suggestion, the internally generated electric field particles escape from a torus shaped base particle
By forcing open a gap on the surface of the torus
As a suggestion, the torus shaped base particles, are always formed from neutrinos that have a long helix structure
And when the long helix is bent around and becomes a closed torus, the electric field particles escape through gaps on the outer surface of the torus
And as they escape, they drag with them, some of the strand particles from the torus
With the diameter of the torus getting smaller
The outer surface of the torus starts to have larger gaps
Making it easier for a lesser density of the electric field particles, to escape
This continues until the torus reaches a minimum number of internal strand particles - with a surface that now has large gaps
Where the now lesser density of the escaping electric field particles, as a suggestion
Are no longer able to drag further strand particles, from the torus
When this point is reached
The electric field particles escape from the torus shaped base particle, in repeating pulses
But without further reducing the number of the strand particles in the torus shaped base particle
The escaping electric field particles
Result in the electron and positron torus shaped base particles, forming to a set number of strand particles
And therefore to a set mass and to a set amount of electric charge
In the case of the 'neutral' base particle, as a suggestion
The overlapping pair of toruses, cause the set size of the 'neutral' base particle
To be a greater set size, than the set size of the electron and the positron base particles
As a suggestion
The 'neutral' particle has a greater mass than that of the electron and the positron
And contains a greater amount of electric charge than that of the electron and the positron
When the double torus 'neutral' particle is formed from two neutrinos of different length helixes, then as a suggestion
The longer helix, once it is bent around into the closed torus
Is stripped first, of its strand particles, by the escaping electric field particles
When the length of the longer helix in the double torus 'neutral' particle, becomes the same length as the shorter helix
The strand particles are stripped equally from the, now equal length helixes, that are inside the double torus 'neutral' particle
Resulting in the double torus 'neutral' particle, forming with equal amounts of positive and negative electric charge
As a suggestion
The final size of a 'neutral' particle has a slightly larger outer torus than inner torus
Causing a 'neutral' particle to not quite have equal amounts of positive and negative electric charge
Since, in the model, a proton contains a pair of left and right 'neutral' particles
The overall positive naked charge of a proton
Remains as that of its internal positron
The following animation shows the shapes and structures of the model's subatomic particles, the button steps through the particles, the button start / stops the animation (any of the buttons can be used in pause mode)
The Subatomic Particles
It is hard to visualise how small atoms and the subatomic particles are
For example, the number of atoms in one of your hands is roughly equal to 1024 atoms
That is 1,000,000,000,000,000,000,000,000 atoms (derived using Avogadro's constant)
As a way to visualise the number of atoms in one of your hands
The number of atoms in one of your hands, represented as the same number of soft drink cans
Would cover the entire surface of the world with soft drink cans, stacked 200 miles high, everywhere, over every inch of the world
Teotihuacán in Mexico
Image by Wikipedia user JOMA-MAC
Grassland in Pampas Brazil
Image by Wikipedia user Scheridon
Negev Desert in Israel
Image by Wikipedia user Andrew Shiva
The world
Image by Wikipedia user Emilfaro
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The concept of electric charge
Electric field particles escape in pulses
One interaction for everything
Matter particles and electric field interactions
Attraction and repulsion examples
The subatomic particles
The neutrino, particle of light, electron, positron, left-handed 'neutral' particle, right-handed 'neutral' particle, proton, neutron
All contain a helicity to their construction that can be clockwise or anticlockwise
This produces the concept of a particle's electric charge
Either positive or negative
With the 'neutral' particle consisting of both positive and negative electric charge
The subatomic particles
Produce their electric field particles, positive or negative
According to the helicity of the strand shaped particles that are contained in the subatomic particle
The electric field particles that are created inside a particle of matter (which is a closed torus, unlike the open-ended helix of the neutrino and particle of light)
Build up, and as a suggestion
Eventually escape from the particle of matter by forcing open a gap on the surface of the torus
On escaping
The gap on the surface of the torus closes, and the process starts again
This results in the electric field particles escaping from a particle of matter in repeating pulses
In the model
The proton is a positron sandwiched between a left-handed 'neutral' particle and a right-handed 'neutral' particle
And the neutron is a proton with an electron embedded into the side of the proton
The following animation shows the shapes and structures of the model's subatomic particles, the button steps through the particles, the button start / stops the animation (any of the buttons can be used in pause mode)
The Subatomic Particles
The model's strand shaped elementary particle has one interaction
When a strand shaped particle touches another strand shaped particle
The two particles tend to stick together, and while in contact, they influence each other's direction of travel
A particle of matter has a torus shape, and the interaction of an electric field particle with the strand shaped particles that make up a particle of matter
Cause the strand shaped particles in the particle of matter, to bunch up on one side or other
And the particle of matter in the electric field, moves
The strongest interaction occurs
When an electric field particle touches a particle of matter side by side
With the electric field particle moving in the plane of the particle of matter's torus shape
And the weakest, or no interaction at all, occurs
When an electric field particle touches a particle of matter
At right angles to the plane of particle of matter's torus shape
When the touching surfaces of an electric field particle and a particle of matter, are either in some way
Both moving in the same direction (both 'up', or both 'down')
The strand shaped particles on that side of the particle of matter will stretch out
When the touching surfaces are, in some way
Both moving in opposite directions (one 'up' and the other 'down')
The strand shaped particles on that side of the particle of matter will compress up
Electron example
When a negative electron interacts with a negative electric field particle
The internal movement of the electron bunches up on the side of the electron that is moving away from the source of the negative field
And the negative electron as a whole moves away from the source of the negative field
When a negative electron interacts with a positive electric field particle
The internal movement of the electron bunches up on the side of the electron that is moving towards the source of the positive field
And the negative electron as a whole moves towards the source of the positive field
Positron example
When a positive positron interacts with a negative electric field particle
The internal movement of the positron bunches up on the side of the positron that is moving towards the source of the negative field
And the positive positron as a whole moves towards the source of the negative field
When a positive positron interacts with a positive electric field particle
The internal movement of the positron bunches up on the side of the positron that is moving away from the source of the positive field
And the positive positron as a whole moves away from the source of the positive field
'Neutral' particle example
The slightly larger outer torus of a 'neutral' particle, to its inner torus
Gives a 'neutral' particle a small interaction with an electric field
In the same manner as the above examples
The following animation shows the model's electron, positron, 'neutral' particle, neutrino and particle of light interacting with the short and long electric field particles, the button lists the interactions for direct selection, the button steps through the interactions, the button start / stops the animation (any of the buttons can be used in pause mode)
Electric Fields
For reference, here is a YouTube video (2010) of Professor Leonard Susskind's Stanford University lecture discussing electric fields
Lecture on electric fields
0 minutes : electric fields
17 minutes : quantum chromodynamic fields
23 minutes : interaction between quarks
28 minutes : dynamics of gluons
29 minutes : Gauge theory
32 minutes : the fine-structure constant
43 minutes : hadrons
49 minutes : weak interaction
57 minutes : quantum chromodynamics
1 hour and 13 minutes : symmetry of the weak interaction
1 hour and 27 minutes : particle decay
Here is an old video that, by discussing gravity, shows the basic concept of an electron in an electric field
Here is an old video that discusses the electron's electric field
As a note, a suggestion is required as to what a magnetic field is in this physics model
As a suggestion, in the model, a magnetic field could perhaps be an overall neutral electric field
That from each atomic point source of the electric field
The majority of the short positive electric field particles move in one direction, and the majority of the short negative electric field particles move in another direction, the two directions being at an angle to each other
Here is an old video that discusses the electron and magnetic fields
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Synchronised pulsating 'neutral' particle electric fields
Light and the double-slit experiment
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
As a suggestion
The positive and negative electric field particles emitted by a 'neutral' particle
Are long in length
As a suggestion
The positive and negative electric field particles emitted by an electron, or the positron that is inside a proton
Are short in length
A neutrino and a particle of light also produce electric field particles
But for the simplicity of this discussion
Are not included here
The long electric field particles from a 'neutral' particle
As a suggestion, are able to wrap around the two helixes of a particle of light, stretching out one side of the particle of light, and compressing up the other side of the particle of light
Causing the particle of light to arc along its body and change direction
But the long electric field particles from a 'neutral' particle
Are not able to change the direction of a particle of light
When the electric field particles are moving at right angles to the particle of light
The short electric field particles from an electron, or a positron that is inside a proton
As a suggestion, are not able to wrap around a particle of light
And are not able to change the path of a particle of light
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
Neutrinos
Are pieces of electric charge
That are not affected by electric fields
When a long electric field particle wraps around a neutrino
Either all sides of the single helix neutrino are compressed, or all sides of the single helix neutrino are stretched
Leaving the direction of the neutrino unaltered by the electric field particle
The following animation shows the model's electron, positron, 'neutral' particle, neutrino and particle of light interacting with the short and long electric field particles, the button lists the interactions for direct selection, the button steps through the interactions, the button start / stops the animation (any of the buttons can be used in pause mode)
Electric Fields
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
Electric field particles escape from a particle of matter
By forcing open a gap on the surface of the particle of matter
And escaping in repeating pulses
If the pulsating positive and negative 'neutral' particle electric fields from individual nuclei, were to synchronise across the atoms in a substance
Then the path of a particle light could perhaps be influenced when the particle of light passes near the surface of that substance
In which case, the double-slit experiment, the refraction of a particle of light, and the reflection of a particle of light
Could perhaps be examples of this effect
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
In the double-slit experiment, the particle of light, or the subatomic particle that is being pushed along by a particle of light
Could perhaps be directed as a diffraction pattern around the edge of a slit
By the pulsating positive and negative 'neutral' particle electric fields at the edge of that slit
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
With refraction of a particle of light into a transparent medium, the pulsating positive and negative 'neutral' particle electric fields on the surface of the transparent medium
Could perhaps direct the particle of light around the inner edge of an atom, or group of atoms, on the surface
Towards a tangential path that is down into the transparent medium
With refraction of a particle of light out of a transparent medium, the pulsating positive and negative 'neutral' particle electric fields on the surface of the transparent medium
Could perhaps direct the particle of light around the outer edge of an atom, or group of atoms, on the surface
Towards a tangential path that is parallel with the surface of the transparent medium
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
For reflection of a particle of light from the surface of a substance, the pulsating positive and negative 'neutral' particle electric fields on the surface of the substance
Could perhaps direct the particle of light away from the outer edge of an atom, or group of atoms, on the surface
Towards a tangential path that is parallel with the surface of the substance
On meeting the next atom, or group of atoms, on the surface of the substance
The particle of light could perhaps be directed away from the outer edge of those atoms
And the particle of light could perhaps then leave the surface of the substance at an angle
For total internal reflection within a transparent medium
The particle of light could perhaps be directed away from the inner edge of an atom, or group of atoms, on the surface of the transparent medium
And the particle of light could perhaps then pass back into the transparent medium
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
In the model, the suggestion is that atoms in general direct a particle of light onto a tangential path around their nuclei
Which perhaps could be the cause of reflection and refraction
And the bending of a particle of light around small objects
The direction of a particle of light onto a tangential path around a nucleus, could perhaps be how a particle of light
Is able to pass through certain substances
Without the particle of light colliding with the atoms in that substance, for example the atoms in air or glass
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
At large distances from a surface
The individual pulsating positive and negative 'neutral' particle electric fields from the different parts of a surface, overlap
And as a suggestion, their ability to affect light at a distance could perhaps be reduced
Light and neutrinos in an electric field
Synchronised pulsating 'neutral' particle electric fields
In the model, a particle of light is a long thin particle
This could perhaps result in little, if any deflection of a particle of light at all, when beams of particles of light are crossed
(In much the same way perhaps, that throwing a javelin at another javelin, any collision between the two, would cause little if any deflection of either javelin)
To get a particle of light to interact with another particle of light
The individual particles of light might perhaps need to touch side by side
Laser light perhaps might be an example of particles of light touching side by side
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Building the subatomic particles
The types of subatomic particles
Mathematical form of this physics model
Everything in this physics model is built using the model's strand shaped elementary particle - a particle that moves at a continuous constant speed in three dimensional space
The model starts by building its four base particles
The neutrino, electron, positron, 'neutral' particle
The following animation shows a simple sequence of the strand shaped elementary particle, tagged one behind the other, building the model's four base particles - the neutrino, electron, positron, 'neutral' particle; the button steps through the process, the button start / stops the animation (any of the buttons can be used in pause mode)
Building The Four Base Particles
The model's four base particles - the neutrino, electron, positron, 'neutral' particle
Are used to build
A particle of light, the proton, neutron, and then on to the atomic nuclei and atoms
In this physics model
The subatomic particles
Have a shape, a size, a surface, and a structure
In the model
The neutrino and particle of light are constructed with the helix shaped base particles
The electron, positron, 'neutral' particle, proton and neutron are constructed with the torus shaped base particles
In the model
A neutrino is a left-handed or right-handed helix shaped particle
And a particle of light is a pair of left-handed and right-handed helix shaped particles, joined side by side
In the model
An electron is a right-handed torus shaped particle
And the positron is a left-handed torus shaped particle
In the model
The left-handed 'neutral' particle is a left-handed torus particle inside a right-handed torus particle
And the right-handed 'neutral' particle is a right-handed torus particle inside a left-handed torus particle
In the model
The proton is a positron sandwiched between a pair of the left and right 'neutral' particles
And the neutron is a proton with an electron embedded into the side of the proton
The following animation shows the shapes and structures of the model's subatomic particles, the button steps through the particles, the button start / stops the animation (any of the buttons can be used in pause mode)
The Subatomic Particles
In the model, the types of subatomic particles that can be constructed from the strand shaped particle is limited
With the rules for converting one subatomic particle to another
A consequence of their construction
This makes the rules in the model
For converting one subatomic particle into another
Understood by looking at the particles
For example, in the model, the difference between the positron and the electron
Is that the positron is a left-handed torus
And the electron is a right-handed torus
And the difference between an antiproton and a proton (in addition to the antiproton's internal electron as compared to the proton's internal positron)
Is that the antiproton has its pair of left and right 'neutral' particles that surround its internal electron, flipped 180 degrees
Compared to the proton's pair of left and right 'neutral' particles that surround its internal positron
In the model
The concept of particle and antiparticle
Applies only to the torus constructed particles of matter
A torus constructed particle of matter
Can be either left-handed or right-handed
Giving all the particles of matter a particle and an antiparticle form
When a matching pair of particle and antiparticle matter particles touch side by side, the gaps on their torus rings, caused by their escaping electric fields, as a suggestion, might align (discussed in the 'Matter particle size' section)
As a suggestion, when the gaps on the touching torus rings align, the touching torus rings might break open and form a left-handed helix that is side by side with a right-handed helix, which in the model, is a particle of light
When a particle of light is formed in this way, then the left and right helix portions of the particle of light will always be of equal lengths
In the model
The concept of particle and antiparticle does not apply to particles of light or neutrinos
As particles of light and neutrinos are already in a helix form
The following animation shows the shapes and structures of the model's subatomic particles, the button steps through the particles, the button start / stops the animation (any of the buttons can be used in pause mode)
The Subatomic Particles
In this physics model, the elementary particle is a strand shaped particle
That has a shape, and a size, and a surface
And at any one moment in time, a specific position in three dimensional space
In the model, all the subatomic particles are made from the strand shaped particle
As a consequence, in the model, the subatomic particles do not have a wave-particle duality
Nor do the subatomic particles fundamentally follow a Heisenberg uncertainty principle
Nor do the subatomic particles fundamentally follow a Pauli exclusion principle
The model uses streams of the electric field particles to produce wave-like behaviour
Such as the wave-like behaviour of electrons in the atom
And the wave-like behaviour of particles of light in the double-slit experiment, and the variation in the reflection of particles of light from glass
Link to the model's
Discussion on using particles for the
Link to the model's
Discussion on the double-slit experiment
Link to the model's
Discussion on the variation in the reflection of light from glass
In the Standard Model of particle physics, the elementary particles are based on quantum field theory, where elementary particles are excited states (also referred to as quanta) of their underlying fields
In a sense, the quantum fields in the Standard Model are more fundamental than the elementary particles themselves
Quantum fields are different to particles, in that quantum fields are relativistic waves spread out in space
In this physics model
The shape of a particle is important
And the mechanics of interaction is important
The mathematical form of this physics model
Is a physics engine that processes the behaviour of a three dimensional strand shaped particle
That moves continuously at a single constant speed, against a static universal reference frame, in three dimensional space
The strand shaped elementary particle has one interaction, touch at its surface
When a strand shaped particle touches another strand shaped particle, the two particles tend to stick together
And while in contact, the particles influence each other's direction of travel
The various behaviours of every particle and every object in the model
Is a consequence of the continuous constant speed of the strand shaped particle
And a consequence of the shapes of the subatomic particles that are formed from the strand shaped particle
If required to copy the behaviour of the high level subatomic particles in the model, using standalone equations, such as the equations found in the mathematical formulation of the Standard Model of particle physics
Then the physics engine that processes the behaviour of the strand shaped particle, would need to be run on a computer
And the behaviour of the subsequently created high level subatomic particles observed, and that observed behaviour formulated into standalone equations
There is the question
How 'abruptly' does the surface of the strand shaped particle end?
It may be that the boundary of the strand shaped particle is a gradient of density that reduces down across distance
For reference, here is a YouTube video (2021) of Arvin Ash discussing particles and forces
Fundamental forces and particles
0 minutes : the Standard model
3 minutes : to build an atom
4 minutes : spin and weak charged force
5 minutes : colour charge and strong force
8 minutes : leptons
9 minutes : particle generations
11 minutes : bosons and three forces
13 minutes : Higgs boson
15 minutes : the Standard model is incomplete
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Giving particles of matter momentum
Neutrinos do not interact with matter
Inertia and momentum are different things
Movement in this physics model
Comes from the head and tail of the strand shaped elementary particle
Moving continuously at constant speeds, in three dimensional space, against the model's static universal reference frame
In the model, the neutrino and particle of light are constructed with the helix shaped base particles
The continuous constant speed of the strand particles, within a helix shaped particle
Gives the neutrino and particle of light, a persistent forward movement, with respect to the model's static universal reference frame
In the model
The neutrino and particle of light
Have the quality of persistent momentum
In the model, the particles of matter are constructed with the torus shaped base particles
The continuous constant speed of the strand particles, within a torus shaped particle
Gives the particles of matter, the natural state of being stationary, with respect to the model's static universal reference frame, when the torus shaped particles are perfectly round
With the strand particles moving continuously at a single constant speed, inside a particle of matter
For a particle of matter to move forwards
The particle of matter's perfectly round torus shaped particles have to distort
Distorting a torus shaped particle
Causes a greater amount of internal movement to be on one side or other of the torus
And the particle of matter as a whole, moves forwards
Please note, in the model, when a particle of matter moves
The shape of the particle of matter, elongates in the direction of its movement
But within an atom, this change in shape of the torus shaped particles, as a suggestion, causes the proton's electric field to elongate in the direction of the proton's movement, contracting the atom in the atom's direction of movement
The following animation shows an electron and a proton in the model, changing shape when the particles move, the button starts the particles moving forwards, the button start / stops the animation (any of the buttons can be used in pause mode)
Moving The Matter Particles
The strand particles inside a particle of matter
Stick together and continuously pull a distorted particle of matter
Back into its perfectly round torus shape
This gives a particle of matter
A continuous resistance to being moved
With respect to the model's static universal reference frame
Particles of matter in the model
Have persistent inertia, they have a mass-like property built in
But the particles of matter do not have persistent momentum
For a particle of matter in the model, to gain persistent momentum
The particle of matter requires a particle of light, with its persistent momentum
To push the particle of matter along
The following animation shows particles of light in the model attaching themselves to an electron and an electron pair, and pushing the electrons along, the button start / stops the animation (any of the buttons can be used in pause mode)
Matter And Light
The gain in momentum, and therefore the gain in speed
Is related to the size of the particle of light
That is pushing the particle of matter along
With particles of light pushing particles of matter along
This is why particles of matter in the model
Do not move faster than light
The persistent speed of a particle of matter is altered
When particles of light are added to the attached particle of light that is pushing the particle of matter along
Or when particles of light, or parts of a particle of light, are removed from the particle of light that is pushing the particle of matter along
A neutrino has a limited interaction with matter
As its single helix structure
Does not easily attach itself to a particle of matter
In the model
Particles of matter have inertia but not momentum
And particles of light have momentum but not inertia
To match our universe
Inertia and momentum need to be indistinguishable
And yet, in the model, inertia and momentum have different causes
As a starting point, the model matches our universe in the sense that
The final persistent speed of any of its particles of matter
Always correlates to the momentum of the particle of light that is pushing the particle of matter along
A suggestion is required
As to how small portions of the attached particle of light may be incrementally removed
When a particle of matter slows down against the model's static universal reference frame, due to an electric, magnetic, or gravitational field
And similarly, a suggestion is required
As to how small amounts of particles of light may be incrementally added
When a particle of matter speeds up against the model's static universal reference frame, due to an electric, magnetic, or gravitational field
An approach for the above
Could perhaps be the mechanism
By which substances gain and lose heat
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When a particle of light is attached to a particle of matter and pushing the particle of matter along
The particle of light is unable to move forward at its natural forward speed
The forward motion of the particle of light is reduced, but not the speed of the strand particles themselves that are inside the particle of light
When a portion of the attached particle of light is released from a particle of matter
The restriction on the released particle of light's forward motion through space is removed
The released particle of light returns to its natural forward speed, since the speed of the strand particles inside the particle of light, never changed from their continuous constant speed
In this physics model
Particles of matter do not move forwards faster than light
Because it is a particle of light that pushes the particle of matter along
For a particle of matter
Reaching the speed of light is also unattainable too
The particle of matter's persistent resistance to forward movement, always hinders the movement of the attached particle of light to some extent
In the model
There is nothing special about the speed of light
A particle of light experiences events, just as any other particle experiences events
Nor is there anything special about faster than light travel
For that is how the strand shaped elementary particle moves
As a consequence, for example, the surface of the electron has a constant movement, that is faster than the speed of light
Perhaps one way to think of movement in the model, is that everything in the atomic world moves at a reasonable, steady pace
And it is us who are very large
And it is us who do things very, very slowly
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Universal reference frame
In this physics model
Motion is in relation to a static universal reference frame
And yet in our universe no such static universal reference frame has been detected
In this discussion, attention is focused on the relativistic "travelling twin" scenario
And the behaviour of a clock when in one inertial reference frame
Compared to the clock's behaviour when in a different inertial reference frame
If, as assumed in the theory of special relativity
Inertial reference frames have equivalence
Then the behaviour of the clock should be the same, regardless as to which inertial reference frame the clock is in
In the travelling twin scenario
There are apparent changes in rates of time that the twins see equally in each other
When coasting away from each other, or when coasting towards each other
But there is also an actual loss of time incurred by the travelling twin
For when the travelling twin returns home
Her clock has less time on it than her stay at home twin's clock
In this discussion
The loss of time on the travelling twin's clock is related to the distance of the journey
Any additional loss of time related to acceleration can be removed from the scenario, if required, sometimes referred to as the "three-brother" version of the scenario
To explain the travelling twin's loss of time
Something is required to be different about her time during her journey
Compared to her stay at home twin's time
Universal reference frame
A common explanation is that the loss of time is because
At some point during the journey
The travelling twin's rate of time slowed down
With that explanation
At some point in her journey
The travelling twin's now slowed rate of time, has to speed up, in order to return to the earth's rate of time
For when the travelling twin returns to earth, in the inertial reference frame of the earth, although her clock shows less time, her clock once more ticks at the same rate as other clocks tick on earth
In this common explanation
The inertial reference frame change that increased her rate of time back up to the earth's rate of time
Would require an inertial reference frame change that behaves differently
To the inertial reference frame change that slowed her rate of time down from the earth's rate of time
But that is not possible
If all inertial reference frames
Have the same behaviour
If the assumption
Is that all inertial reference frames have the same behaviour
Then a logical inconsistency occurs in the common explanation of the travelling twin's loss of time
Universal reference frame
What if the loss of time is because during her journey
The travelling twin's path through spacetime is shorter than her stay at home twin's path through spacetime
Now her rate of time does not change (referred to as proper time), as it is only her position in spacetime that changes
But at the end of the journey
The length of the travelling twin's now shorter path through spacetime, would need to lengthen
So that she can return to the longer spacetime path of her stay at home twin, and the two can once more be next to each other in spacetime
Again, this requires one inertial reference frame change to behave differently to another inertial reference frame change
The first inertial reference frame change shortens her current path in spacetime
Whereas the second inertial reference frame change lengthens her current path in spacetime
Universal reference frame
These logical inconsistencies suggest that
Any explanation that includes inertial reference frames being equivalent to one another
Will contain a logical inconsistency in their explanation as to the travelling twin's loss in time
The above logical inconsistencies suggest
That the behaviour of changing from one inertial reference frame to another
Is dependent on the movement of the inertial reference frame relative to a static universal reference frame
Supporting evidence
For a static universal reference frame
Also comes from the constant speed of light
When particles of light move in the same direction
They do not catch up with each other, nor do they move apart from each other
This suggests that particles of light move at their constant speed with respect to a single reference frame
If a static universal reference frame is accepted as part of this physics model, then there is the question
Can that static universal reference frame be detected
By things that are inside the model?
To see if the static universal reference frame can be detected from inside the model
Scenarios could be investigated using a computer program of the model
And the computerised results of any real world example compared to experiment
Having a static universal reference frame
Suggests that spacetime
Might perhaps be a mathematical concept
Universal reference frame
In this physics model, there is no reversal of time
The strand shaped elementary particle creates child strand shaped particles
There is no absorption of child strand shaped particles by the strand shaped elementary particle
As a suggestion, the concept of a direction to time, is related to what objects do, and is not related to time in itself
As a suggestion, time is the presence of movement with the presence of length
Time is either present, or it is absent
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Special relativity calculations
Ability to measure the speed of light
If there is a static universal reference frame present in our universe, but it cannot be detected
Then the choice of which inertial reference frame to consider as the static universal reference frame
Would be arbitrary
That would explain as to why the calculations of special relativity work
Since the inertial reference frame that the calculations are being performed in, can always be considered as stationary with respect to the static universal reference frame
That would allow moving away from the current inertial reference frame, to calculate time as slowing down, and when returning back to that inertial reference frame, to calculate time as speeding up
Although there may be a logical inconsistency in special relativity
That does not mean that the calculations of special relativity are inaccurate
Or that the calculations of special relativity are any less useful
In this physics model, the rate of time is constant
The strand shaped elementary particle, moves through three dimensional space
Continuously at a single constant speed
As a suggestion
The ability of any object in the model to measure that fixed rate of time
Varies when the object as a whole moves
The suggestion is
That the inability to measure the model's fixed rate of time
Is true, whether the moving object is a mechanical clock, a biological clock, an atomic clock, radioactive decay of an unstable atomic nucleus, or decay of an unstable subatomic particle - anything that is made from the strand shaped elementary particle
As a suggestion, in general in this physics model
Moving clocks measure a slower rate of time than stationary clocks
Because the electrons and protons in an atom in the model, become restricted in their change of movement, the closer the atom gets to the speed of light
There are a large number of relativistic scenarios to consider for the model
The following
Are two examples
The light clock scenario requires that atoms in this physics model change their behaviour when they move
As a suggestion, when a light clock in the model moves
The electrons in the atoms of the light clock emit their particles of light in a more forward direction, than when the light clock is stationary
Another scenario is the rate of decay of an unstable subatomic particle
As a suggestion, the subatomic particles in this physics model, increase their stability when they move
As a suggestion, when a subatomic particle in the model moves, its electric field escapes in a more forward direction, than when the subatomic particle is stationary, lessening the ability of the escaping electric field to destabalise the subatomic particle into decay
The constant speed of the strand shaped particle suggests that when the electron, proton and neutron form an atom in this physics model
The atom will have relativistic behaviour when the atom moves
For example, the shape of the electron orbitals in the atom foreshorten along the direction that the atom is travelling
In this physics model
There is nothing special about the speed of light
And a particle of light experiences events just as any other particle experiences events
Nor is there anything special about faster than light travel
For that is how the strand shaped elementary particle moves
And as a consequence for example, the surface of the electron has a constant movement that is faster than the speed of light
Perhaps one way to think of movement in the model
Is that everything in the atomic world moves at a reasonable, steady pace
And it is us who are very large, and it is us who do things very, very slowly
In general, the measurement of the speed of light as a constant, regardless as to the observer's own motion
Is perhaps because objects become less able to measure relative speed
As they themselves approach the speed of light
Note that, when the speed of light is discussed as being measured as a constant
It is with reference to measuring the speed of light as a round-trip
The measurement of the speed of light over a one-way trip has yet to be measured
For reference, here is a YouTube video (2020) of Derek Muller of the (Veritasium channel) discussing why the one-way speed of light has yet to be measured
Why the one-way speed of light has yet to be measured
0 minutes : the speed of light
1 minutes : how to measure speed
4 minutes : the problem
6 minutes : Einstein's convention for the speed of light
9 minutes : one-way measurement
11 minutes : example - Mark on Mars
14 minutes : spacetime diagram
15 minutes : Einstein's theory
For reference, here is a YouTube video (2024) of Jeroen of the (Huygens Optics channel) discussing methods by which the one-way speed of light could perhaps be measured
Knowing the one-way speed of light
0 minutes : origin of the two-way speed of light definition
2 minutes : the Fizeau speed of light experiment
3 minutes : Trying to measure the one way speed of light (and fail)
12 minutes : Speed of light from the wave perspective
18 minutes : problems related to opposing anisotropy in vacuum
21 minutes : violation conservation laws (abstract)
22 minutes : but when spatial anisotropy changes with time
For reference, here is a YouTube video (2012) of Professor Leonard Susskind's Stanford University lecture discussing special relativity (lecture 1 of 10)
The lecture discusses the derivation of special relativity
Lecture on special relativity
0 minutes : introduction
5 minutes : moving reference frames
8 minutes : inertial reference frame
10 minutes : the principle of relativity
15 minutes : relationship between your coordinates and my coordinates
51 minutes : conclusion Einstein's rule
1 hour 2 minutes : Lorentz transformations
1 hour 22 minutes : time dilation
1 hour 26 minutes : twin paradox
1 hour 31 minutes : coordinate systems
1 hour 39 minutes : space-time distance
1 hour 55 minutes : Lorentz transformation
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