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D-De fusion only needs one million degrees to ignite. and so is used to explore fusion in experimental reactors. I read that in a protostar, it doesn’t get much hotter, but http://hyperphysics.phy-astr.gsu.edu/hbase/NucEne/fusion.html says it produces 3.27 MeV or 4.03 MeV, producing an He-3 or a tritium.


If D-D is easy, why isn’t it explored for fusion power? Not enough energy, or is the cross section (likelihood of a reaction?) too low, or?


3.27 MeV = ~38 billion degrees kelvin: 4.02 = 47 billion. Assume you could fuse a D-D plasmoid (by inducing a current and so a field-reverse configuration “pinch” in it? Could that be enough?)—and you then slammed two or more D- He-3 plasmoids on top of that at thousands of km/sec; could the D-D fusion act as the “spark” to ignite the D + He-3 and He-3 + He-3?


If you then slammed protons on top of that, and crushed it all down with an external magnetic field, do you think you might ignite proton-proton fusion?




Can high-energy neutrons fission U-238 without breeding or converting it to Pu-239 first?

See: “nuclear fusion: deuterium–tritium fusion produces neutrons of 14.1 MeV (1400 TJ/kg, i.e. 52,000 km/s, 17.3% of the speed of light) that can easily fission uranium-238 and other non-fissile actinides.” Here:

https://en.wikipedia.org/wiki/Neutron_temperature#Fast

Doesn’t “non-fissile” mean under all circumstances?
I read that a neutron at 14.1 MeV “recoils” at 52,000 km/sec, 17% of C. I also read that 14.1 MeV equates to ~164 billion degrees K. That’s not at the same time, is it? Is that the temperature of the neutron when something stops it, when its kinetic energy becomes heat energy, assuming that it transfers none of that heat to its surroundings? If not, how does this work?

https://www.translatorscafe.com/unit-converter/en-US/energy/10-70/megaelectron-volt-kelvin/

https://en.wikipedia.org/wiki/Neutron_temperature#Fast
In a system a particle A of mass m and charge -2q is moving in the nearest orbit around a very heavy particle B having charge +q .Assuming Bohr's model of the atom to be applicable to this system the orbital angular velocity of the particle A is

Answer: (2πmq^4)/(€²h^3)
The primitive lattice vectors of a lattice are given by
a1=(root3/2)ai+(1/2)aj;a2=(root3/2)ai+(1/2)aj;a3=ck

Determine the volume of the primitive cell and the reciprocal lattice vectors.
What are the advantages of the neutron diffraction method?
1 (a) With appropriate diagram(s), describe the X-ray circuit stating the functions of its components
(b) During a diagnostic x-ray examination a 1.5kg portion of a broken leg receives an equivalent dose of 0.55 mSv.
2(i). What is the equivalent dose in mrem?
(ii). What is the absorbed dose in mrad and mGy?
(iii). If the x-ray energy is 60 keV, how many x-ray photons are are absorbed
The half life of neutron is 693 seconds.What fraction of neutrons will decay when a beam of neutrons having kinetic energy 0.084 eV travells a distance of 1km? (mass of neutron =1.68times10^(-27)kg and ln2=0.693)
Ans 25×10^-5
The molecule of Cl2 (molar mass ( ) 2 µ Cl = 70 g/mole) with velocity v = 300 m/s, absorbs a photon with the wavelength λ = 380 nm,. As the result the molecule splits into 2 separate atoms. One of them obtains the velocity 1 v = 1000 m/s orthogonal to the initial velocity of the molecule. What was the binding energy of the molecule? The pulse of the photon may be neglected. Please, express result is Joules, multiplied by the factor 19 10 and write it down rounded up to 3 significant digits.
The radioactive nuclei 60Co is widely used in medical applications. It undergoes
beta decay, and the total energy of the decay process is 2.82 MeV per decay event. The
half-life of this nucleus is 272 days. Suppose that a patient is given a dose of 6.9 µCi of
60Co. If all of this material decayed while in the patient's body, what would be the total
energy deposited there?
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