JonF
Posts: 634 Joined: Feb. 2005
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Quote (forastero @ Dec. 10 2011,14:02) | Quote (JonF @ Dec. 10 2011,12:33) | Quote (forastero @ Dec. 10 2011,12:47) | Quote (Tracy P. Hamilton @ Dec. 09 2011,13:21) | Quote (JonF @ Dec. 09 2011,07:46) | Quote (forastero @ Dec. 09 2011,05:00) |
Quote | Actually isochrones depend upon all kinds of assumptions. Assumption that are very unlikely when one considers things like quantum tunneling .
The favorite isochron dating method is Uranium-lead (238U /206Pb) where alpha particles tunnel from 238U nuclei through Coulomb barriers of the Thorium nucleus and eventually into 206Pb by a process of eight alpha-decay steps and six beta-decay steps. Quantum tunneling can be suppressed or accelerated by using perturbation pulses and vibrations. A rigorous theoretical analysis based on perturbation theory to first order in the control pulse fields showed that sufficiently frequent perturbation pulses suppress quantum tunneling whereas trains of pulses separated by finite time intervals accelerate tunneling relative to spontaneous decay. Another problem is mechanical oscillation due to vibrations.
http://www.chem.yale.edu/~batist....SB5.pdf http://online.physics.uiuc.edu/courses....ing.pdf http://books.google.com/books?i....f=false http://books.google.com/books?i....f=false |
However, those who actually understand quantum mechanics and have analyzed radioactive decay rates realize that the rate of tunneling is predictable by some rather complex mathematics, and the rate is constant. E.g. Quantum Mechanics of Alpha Decay:
"Quantum mechanical basis for the Geiger-Nuttal Law. dtermination of the half-lives of several species in the Uranium, Thorium and Actinium series through the use of a scintillator, solid-state detector and coincidence circuitry. The half-lives of Po218, Rn222 and Po214 are determined at 181 ± 5 s, 4.49 ± .01 days and 163 ± 1 ?s, respectively. Verification of the theoretical relationship between half-life and alpha particle energy, with a 2 of 1.1. Qualitative investigation of modeling decay dynamics with the Bateman equations."
See also One hundred years after the discovery of radioactivity, page 32.
All the tunneling-waving you can do doesn't change the fact that no significant change in the decay rate of any relevant radioactive isotope under terrestrial conditions has ever been observed, despite many efforts. G. T. Emery, Perturbation of Nuclear Decay Rates, Annual Review of Nuclear Science 22, pg 165 (1972).
Quote | Another problem is mechanical oscillation due to vibrations. |
Oh, baby, I gotta see a citation for that one. Pretty please??re right |
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Forastero is in frantic make bullshit up mode now.
The pulse control reference is for a coherent source (something lacking in any external influence of nuclear decay) of electromagnetic radiation (which interacts with the nucleus - how exactly, what energy is required, and what would be the effect?). The pulse is a physical perturbation, and is treated by perturbation theory, where the first order correction is an integral of the unperturbed wave function and the time dependent pertubation term in the electronic Hamiltonian operator. The pulse is also characterized by its own wavefunction, which adds to the chemical system wave function.
Forastero's argument seems to be lacking: A physical perturbation term for the Hamiltonian oh, yeah, any kind of Hamiltonian wave function describing the external particles wave function of the system he claims is perturbable calculation of quantized energy levels in the nucleus befor perturbation (the zero order solution) calculation of quantized energy levels in the nucleus after the first order correction. We won't insist upon second order corrections, since that may be too difficult for forastero to "formula wave".
And I second the request about "vibrations". Does this mean you are going to include harmonic oscillator functions (here is a little QM test, is the total wavefunction the sum or product of these functions?), and is that for the nuclear motion or electromagnetic radiation? |
Oh and yes cosmic rays muons and neutrinos can quantum tunnel, decay, and fusion all kinds of things and dont forget cosmic ray vacuum and spallation decay. |
We're looking for evidence here, sonny-boy, not incoherent unfounded gobbledygook.
Radioactive decay is well understood, especially from a quantum mechanics viewpoint. The rates are constant, and we know why. |
More sweeping under the rug on you part because all of those keywords are all common knowledge in quantum physics... |
Stringing randomly selected keywords together produces incoherent unfounded gobbledygook, no matter whether or not those keywords exist. Quote | ... and anyone can google them to find a multitude of articles of their vast effects on decay nuclear decay perturbations |
Vast effects, hum? Gee, since it's so easy to find such articles, why haven't you posted links to them?
Oh, and WTF are "decay nuclear decay perturbations"?
Quote | Plus I have posted lots of articles that you just ignore |
You've posted the same few articles many times, most of which refer to the same experiments. But we haven't ignored them. We've looked at them, evaluated them, and determined that they are not relevant to radiometric dating because even if the effects actually do exist (and that's far from settled) they are too small to account for any significant added uncertainty in radiometric dates. They're too small by a factor of 100,000,000 to produce the effects you are so desperately seeking.
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