Constip8edSkunk
Joga Bonito
the dot point says discuss its importance, but im not sure how you can discuss it, i mean i can think of adv: its important; disadv: none.. hmmm lol
also i was reading the explaination in Longman's Physics Contexts... and i didn't get it at all...
Here's what i thought it should be:
[let m,u,v, be mass and velocities of unknown particle, ie neutron and M, U, V be the same quantities for the hydrogen nucleus]
Conservation of Momentum, mu+MU = mv+MV
but u=0, v=0; .'.mu=MV -> u=MV/m
'.' elastic collision, total kinetic energy is conserved
0.5mu^2 + 0.5MU^2 = 0.5 MV^2 +0.5mv^2
mu^2=MV^2
m(MV/m)^2 = MV^2
.'. M/m=1, so the unknown particle has similar mass to the neutron
First is this right? because the thing in Contexts was totally wierd
Secondly, does this point require this? which brings me back to my original question, how do you discuss the importance of the conservation laws to chadwick's discovery of the neutron?
also i was reading the explaination in Longman's Physics Contexts... and i didn't get it at all...
Here's what i thought it should be:
[let m,u,v, be mass and velocities of unknown particle, ie neutron and M, U, V be the same quantities for the hydrogen nucleus]
Conservation of Momentum, mu+MU = mv+MV
but u=0, v=0; .'.mu=MV -> u=MV/m
'.' elastic collision, total kinetic energy is conserved
0.5mu^2 + 0.5MU^2 = 0.5 MV^2 +0.5mv^2
mu^2=MV^2
m(MV/m)^2 = MV^2
.'. M/m=1, so the unknown particle has similar mass to the neutron
First is this right? because the thing in Contexts was totally wierd
Secondly, does this point require this? which brings me back to my original question, how do you discuss the importance of the conservation laws to chadwick's discovery of the neutron?