2 years ago
2
A Deuterium nucleus fuses with a Tritium nucleus to form a Helium nucleaus (Helium-4) and a neutron. If the neutron were to carry all the energy released in the fusion reaction, what would it's velocity have to be?
Mass of Deuterium: 2.01410178 u
Mass of Tritium: 3.0160492 u
Mass of Hellium-4: 4.002602 u
Mass of neutron: 1.008664 u
PlanckTime - Amin
2
2 years ago
Only a small whiteboard problem ?
Of course, this is resting on the assumption that none of the energy is released in some other way such as a photon. AND more importantly that there is no kinetic energy between the fusing nuclei (otherwise there'll have to be use of E=sqroot [(mc^2)^2 +(pc)^2] or whatever it was (i cant recall right now)
"Either this wallpaper goes, or I go"- Oscar Wilde's last words
We need a PUPC style big whiteboard question soon. Prepare yourself to be getting lost in Maxwell's equations for half a week Saeedo
My whiteboard is being used as a revision logistics centre right now. So it may take a while before i can do that sort of question
Excuses, excuses ... 😉
1
2 years ago
Here's how I did it:
That one guy that's always on
There is a bit of a discrpancy between your answer and Saeed's answer. I'm pretty sure it is becasue of rounding etc. I will try and find my solution to compare.
Forum Statistics
58
Forums
115
Topics
448
Posts
0
Online
453
Members
Latest Post: VectorSpace Our newest member: Dannie Gerard Recent Posts
