Adam Riess discovers universe isn’t expanding after all

 A new study by Riess et al seems to have confirmed that something, once again, is wrong with the BBT model. 

https://iopscience.iop.org/article/10.3847/2041-8213/ad1ddd

Part of the problem lies with the earlier mistake made by him and others in their nobel prize winning paper of 1998. They realised back then that the lightcurves of distant SN1a were too “dim” to be explained by the BBT. So to get around this massive failure of their BBT model they added another pre-copernican fix to their preferred model of expansion. And called this fix ‘acceleration’. 

What they failed to take into account is the fact that a non expanding model of the universe predicts that these distant SN1a will not have *time dilated* afterglow lightcurves. And thus the SN1a afterglow is predicted to appear to be fainter post peak fluence in a non expanding model than is predicted in an expanding model.

And...this is exactly what is observed in Riess et al’s 1998 data. Far from confirming the BBT with an added fix of acceleration, what they actually did was confirm the non expanding models predictions and proved that the universe isn’t expanding at all.

And so now this failure to understand the data by Big Bang theorists in 1998 has come home to haunt them again. Riess has just confirmed once again that the BBT is a failed model. And that once again Riess’s data shows the universe isn’t expanding. Except this time he can’t think of an easy excuse. Although its apparent he still doesn’t blame the BBT model. And instead says that somehow there must be new physics. New fantasies to cover up old fantasies failures is what he really means.

It is worth pointing out here the oft repeated claim made by BBT supporters that SN1a lightcurves show time dilation and confirm the BBT model. When using chi^2 fitting methods to match observed SN1a data to theoretical time dilated templates . Knop et al 2003 being one example.

https://arxiv.org/abs/astro-ph/0309368

This claim is dubious at best. Because analysis like this fails to do a control test on the SN1a data to see if a chi ^2 match to *non dilated* lightcurve templates can give as good, or even a better match to that of time dilated templates. 

And I have shown quite clearly in my blog page on supernova-light-curves-fit-non.html  that yes in fact the same hi-red shifted SN1a data gives at least as good a match to non dilated templates as it does to BBT inspired theoretical time dilated lightcurves. If not better. Considering that to make the SN1a data fit the dilated lightcurve templates, Knop had to arbitrarily fiddle the individual Hubble Space Telescope datapoints by as much as 15 % in luminosity to make a good fit to the expanding BBT models theoretical lightcurve templates.

 

A new model for a wave only atom

 A new model of a wave only atom

In this blog and it’s associated YouTube channel I have provided various descriptions of how a wave only model of light and atoms can explain phenomena like induction and radiation and particle paths in particle accelerators. Here I would like to focus on a way to describe how emr waves can be used to model the atom itself.

We know from centuries of observation that EM radiation emitted by atoms is wave like. And that atoms when measured always appear to be wave like as resonant systems. 

Starting off from the oft repeated assumption in this blog that the universe is non expanding and infinite in size and age it is possible to then say that light itself from very distant sources will not only be redshifted.  But also blueshifted as distant parts of a non expanding universe move towards or away from our relative position here on earth.

This means that in an infinite non expanding universe light from any direction can not only be blueshifted but also can be redshifted. So much so that the wavefront itself will appear stationary to us here on earth. Superimpose these standing waves of the same wavelength coming in from all directions so that they meet at one central point. This is the theoretical Center of the wave atom. This physical effect can be seen in 2 D examples like waves rippling in to the Center of a vibrating bowl of water. Vibrate the bowl and the waves radiate in to the Center and where they meet is a central node  where the converging waves overlap and there is a concentration of energy at that point. Ie the Center of energy of the system which is the analogy of the Center of a system of the wave atom. In this example the vibrating source( edge of bowl) doesn’t move relative to the Center so waves move in to and through the center. If this were the case with a wave only atom then the magnetic field would oscillate betwen north and south. It doesn’t.

But if the source for all these waves were moving away from the ‘Center’ at c, then the wavefronts converging at the Center of the atom would be stationary. Allowing the atom to display a stable north south magnetic field.

Imagine this wave only scenario  in 3 dimensions and we not only get a Center point corresponding to the atom , we also find that the closer together the converging waves are the more amplitude the spherical converging waves possess. This gives a shell like structure to the atom for that wavelength. And corresponds to what particle physicists incorrectly call electron energy levels of atoms. The closer the converging waves are to the Center, the greater the strength  of the magnetic attraction. And conversely it’s repulsion ( sometimes called the strong interaction)

Each element has its own set of converging wavelengths. Which are observed as the different lines in an emission or absorption spectra.

It’s no coincidence that the more lines the element has, the “heavier” and thus farther down the periodic table the atom sits.

Obviously these wavelength shells I describe are directly related to the mass of the atom. Seeing as each wavelength shell is essentially a n-s magnetic field, lined up with all the other n-s orientations of the different wavelength shells. It thus takes energy (in the form of a external magnetic field) to move or rotate each shell. The more shells,...the more energy needed to move or rotate all the shells of that atom. Hence the mass of the atom is accounted for. 

And as described elsewhere in this blog we can then relate this model and describe ALL other known forces and phenomena related to atoms. Including gravity as a LeSage push gravity, Van der Waals and the strong, weak and electromagnetic forces. Without having to resort to the veritable overpopulated and ridiculous zoo of particles and imaginary forces that the precopernican Standard model has become littered with.

Big Bang, Acceleration and the cosmological constant.

 Big Bang, Acceleration and the cosmological constant.

In the 1998 the Supernova Cosmolgy Project and the Reiss et al paper (1) claims hi redshifted SN1a data shows not only expansion but acceleration in the expansion of the Big Bang. Yet an analysis of the data in the paper seems to indicate the opposite: ie no acceleration and no expansion. (Notice that an independent peer reviewed analysis (2) of similar hi redshifted SN1a shows no expansion in hi redshifted SN1a data).

The main point in the Reiss paper, hilited in italics in the paper, is that SN1a appear fainter or dimmer than expected by between 10-15% at higher redshifts. This is an odd claim considering that the Big Bang theory predicts that for the hi redshifted sample in the paper at z>1, time dilation of about 10-15% in lightcurve decays are expected. (In figure 13 of the paper it explains that ‘dimmer’ also equates to a faster decay than expected in a supernovae lightcurve.) In other words the 10-15% increase in lightcurve decays for the hi redshifted sample that the Big Bang theory predicts ...is not actually observed!

Of course it all depends on what exactly Reiss was referring to in figure 13 when it says that fainter or dimmer supernovae are those which are also decaying faster.

Yet not only does the paper and the Big Bang theory predict that SN1a data will show time dilation due to expansion, which it doesn’t, it also pretends that the reason why this predicted time dilation was not observed...was because a previous un predicted and anomalous acceleration of expansion is occurring in the universe from about 7 billion years to present. Due to a change in the cosmological constant. 

 A Sneaky way to make no time dilation observed in hi and low redshifted SN1a data...look like it was still predicted by the Big Bang theory.

1)Reiss et al 1998. “Observational evidence from supernovae for an accelerating universe and cosmological constant”

2)http://physicsexplained.blogspot.com/2015/10/supernova-light-curves-fit-non.html

Supernova Light curves fit a non expanding model

Supernova (Sn1a) lightcurves have been used to illustrate time dilation due to the Big Bang expansion. This is an argument that has failed to follow a rigorous scientific method. The authors of these papers should have also tried to see if the observed lightcurve data fits a non expanding, z=0 model.  Using data from Knop et al 2003 I have created graphs of lightcurves where there is no expansion (z=0).  The following graphs are Knops dilated lightcurve graphs on the left and  for comparison, graphs of undilated fits on the right. These show how the data can also fit a non expanding model.