KitemanSA wrote:And H+Ni=Cu is MUCH more TOWARD Ni62 than away.D Tibbets wrote: ANY REACTION TOWARDS Ni62 RELEASES ENERGY, ANY REACTION AWAY FROM Ni62 ABSORBS ENERGY.
Do the numbers, "think Hydrogen".
Your long pontifications don't hold any value.
Do the numbers, "think Hydrogen".
Do the numbers, "think Hydrogen".
To determine if KitemanSA's championed P (hydrogen nuclues) +62Ni --> Cu63 would release energy I calculated the numbers. A negative result implies an exothermic reaction. A positive result implies an endothermic reaction.
Using the power balance calculation as illustrated in this video:
http://www.youtube.com/watch?v=yTkojROg-t8
And the binding energy per nucleon (A) from this table:
http://www.nndc.bnl.gov/amdc/masstables ... mass.mas03
P + 62Ni ---> 63Cu
The binding energies per nucleon are P (or 1H if you prefer) = 0 MeV
62Ni= 8.794 MeV/A
63CU= 8.792 MeV/A
P= 0 MeV/A
These numbers multiplied by the number of nucleons in the respective nuclei :
62Ni = 545.2 MeV binding energy
63Cu = 553.8 MeV binding energy
P = 1*0 = 0 MeV
Reactants = 545.2 MeV
Product = 553.8 MeV
Reactants - product = +8.6
This is a positive result which implies an endothermic reaction.
58Ni + P ---> 59Cu
8.7320 MeV/A + 0 MeV/A ---> 8.6419 MeV/A
506.4 MeV + 0 MeV ---> 509.6MeV
506.4 MeV - 509.6 MeV = - 3.2 MeV
This is a negative result and would be an exothermic reaction. Of course you then have to deal with what happens to the unstable 59Cu..........
Comparative examples using other reactions:
[edited to correct- forgot to add the neutron to the Uranium 235 to start the fission- this will change the intermediate number for the transient U236, but not by much. ]
235Ur + neutron ---> 144Ba + 89Kr + several neutrons (Fission of heavy element)
7.509MeV/A + 0 MeV/a---> 8.2654 MeV/A + 8.6169 MeV/A + 0 NeV/A
1783.8 MeV ---> 1190.2 MeV + 766.9 MeV + 0 MeV
1783.8 - ( 1190.2 + 766.9 MeV) = - 173.9 MeV This is an example given in the video .
[EDIT to correct the binding energy of deuterium. 2 nucleons * 0.00231 MeV/A = 0.00462 MeV. This effects the results an extreamly trivial amount]
[Edited to correct wrong Deuterium binding energy / A initially used]
D + T --> 4He + Neutron
1.112 MeV/A + 2..827 MeV/A --> 7.073 MeV/A + 0 MeV/A
2.224 MeV + 8.481 MeV ---> 28.2956 MeV +0 MeV
10.705 MeV - 28.295 MeV = - 18.410 MeV This is the other example given in the video. Note that both are exothermic reactions as the result is a negative number
[EDIT-corrected BE/A for 11B]
11B + P --> 12C* --> 4He + 8Be --> 4He + 4He +4He
6.9297/a MeV/A + 0 MeV/A --> ---> 7.0739MeV/A + 7.0739MeV/A + 7.0739MeV/A
76.20 MeV + 0 MeV ---> 28.29 MeV + 28.29 MeV + 28.29 MeV
76.20 MeV - 84.88 = - 8.68 MeV. Note that this is a negative result (exothermic) and that the number is not real close to the energy output of the published P-11B output of ~ 8.6 MeV. I suppose this discrepancy is due to the intermediates. The 12 C that is initially formed is a higher energy isomer (meaning some energy is retained (endothermic in this regard when compared to the baseline stable 12C). The beryllium intermediate may also be complicating things.
20Mg + 20Mg ---> 40Ca Note that this is an arbitrary selection. I don't know what the energy state of the 20Mg or 40Ca is. One or both bay be unstable higher energy isotopes so the large MeV yield may be misleading if the reaction has any possibility of occurring at all without adjustments.
6.7234 MeV/A + 6.7234 MeV/A ---> 8.5513 MeV/A.
134.4 MeV + 134.4 MeV ---> 342.0 MeV
268.8 MeV - 342.0 MeV = - 73.2 MeV
This last example will be done twice. The Aluminum and potassium isotope were both checked and they are stable isotopes. I doubt that the 66 Germanium is stable (formed by adding the 13, and 19 protons in the aluminum and potassium, along with the 14 an 20 neutrons). Because the Germanium is probably unstable I will then add neutrons to make 70Ge which is stable.
27 Al + 39K ---> 66Ge
8.3315 MeV/A + 8.5570 MeV/A ---> 8.67257 MeV/A
224.9 MeV + 333.7 MeV ---> 572.3 MeV
558.6 MeV - 572.3 MeV -= - 13.6 MeV
Same reaction except 4 neutrons added to reach a stable isotope of Ge. An alternative reaction might be beta decay to produce smaller element, but then I would have to worry about how much energy was carried away by the beta particle.
27Al + 39K + four Neutrons ---> 70Ge
8.3315 MeV/A + 8.5570 MeV/A + 4 Neutrons (0 MeV/A) ---> 8.7217 MeV/A
224.9 MeV + 333.7 MeV + 0 MeV ---> 610.5 MeV
558.6 MeV - 610.5 MeV = - 51.9 MeV
These examples shows exothermic reactions and one endothermic reaction. The endothermic one is the proton plus Ni62 reaction that is claimed by Rossi. He would have been better served by claiming that the heat producing reaction in his device was 58Ni + proton. It is exothermic. Of course, he would then have to explain the energy balance as the 59Cu isotope decays. Would the energy balance still be positive- I suspect so. The reason Rossi may not have chosen this reaction was through ignorance, or possibly that he would have a harder time explaining the nickel isotope distribution in the ash. It is much more convenient to claim reactions that result in natural stable isotopes. The problem with this is that despite high claimed output for long times, there was no consumption of the proportion of Ni62 that you would expect in a natural sample of nickel, which I believe someone mentioned testing. Rossi's excuse for this may be that he first enriched the 62 isotope content in the nickel, and the subsequent consumption reduced it to ~ natural levels. Now, how does he explain away that the Cu63 was also at natural levels (contamination) of at least some nickel samples?
The outputs of the exothermic reactions are ~ similar to what has actually been measured (D-T fusion, Ur fission), . This validates that this approach to determining output is reasonable. There is some variation, but this is a gross estimate based on the binding energy alone. It ignores the weak force, and various stabilities of differing isotopes (the neutron portion), excited isomer states, etc.
Dan Tibbets