DaveC426913
Valued Senior Member
We're on post 200 of this topic...So E=m and m=E is wrong ?
We're on post 200 of this topic...So E=m and m=E is wrong ?
E is proportional to m.So E=m and m=E is wrong ?
E is proportional to m.
What does what? What produces Alpha and Beta particles? As I already said it is the decay of the daughter isotopes.What does then ?
So, again: since you're just going to run off with your own ideas anyway, is there any point in me explaining the mass to energy conversion?Yes
So is mass proportional to E ?
No .
Because mass is lowest form of energy , in the Universe.
So, again: since you're just going to run off with your own ideas anyway, is there any point in me explaining the mass to energy conversion?
In terms of equating rest mass to energy, it is E=mc^2 and m=E/c^2.So E=m and m=E is wrong ?
All right. I'll try one more time. (To those who have the math: this is super-simplified. It's much more complex than this, but ... baby-steps.)Because we all want to know ; not just me .
Continue Dave .
In terms of equating rest mass to energy, it is E=mc^2 and m=E/c^2.
I'm at a total loss of how you got from what I said that I was denying the mass-energy relationship.
I said in the post that the energy produced by fission comes from the difference in rest mass between parent and daughter product. The rest mass lost is converted to energy.
All right. I'll try one more time.
The amount of energy an object has is proportional to its mass and to its velocity squared, thusly:
A one ton car, sitting stationary in a parking lot will not injure you. It's v is 0.
(Let's use mannequins instead.)
A one ton car moving at 10mph will knock a single mannequin flying.
A one ton car moving at 20mph will do much more damage than simply sending two mannequins flying; it will smash them to bits.
The amount of damage a moving car will do is not proportional to its velocity - it is geometric. The 20mph car - going twice as fast as the 10mph car - will actually do four times as much damage.
Does this make sense so far?
Do you intuit that a car moving twice as fast will do more than twice as much damage?How ?
What has geometrics have to do with any of this ?
Do you intuit that a car moving twice as fast will do more than twice as much damage?
Take it farther.
Do you think that a car plowing into six mannequins at 60mph will simply send the six of them as far as a car moving at 10mph hitting one mannequin?
The 60mph car will smash all six mannequins to tiny pieces and scatter them across a large field.
Make sense so far?
Gents, this is river you are dealing with.
Give it up.
Give what up ?
Does that make sense so far?Go on .
Does that make sense so far?
If you follow that, you'll see why energy has a geometric relationship with velocity.
Double the velocity and you more than double the energy - you quadruple it.
We're simply talking about the energy of one vehicle here, and how much energy it has available to transfer, say, to a bunch of mannequins.So in a head on collision , between two vehicles you get ?
We're simply talking about the energy of one vehicle here, and how much energy it has available to transfer, say, to a bunch of mannequins.