What is the key parameter in fusion: momentum or energy?

In summary, the released products of a transmutation reaction follow the conservation of kinetic energy law. Moving particles in opposite direction can have equal speed.
  • #1
Javier Lopez
75
3
The released products of a transmutation reaction (I say transmutation when 2 particles reacts to generate more than one) follows the conservation of kinetic energy law. Also particles moving in opposite direction can have equal speed one with respect the other than rather if one of them is static.
In other ways almost all the fusion cross section data are taken using a static target.

(In other way when a charge that goes again a nucleous it follows integral of E*q/r^2 with respect distance that is F*x that is energy, but that is true for large distance due short range forces are not present)

It is possible that the cross section horizontal axe should be the kinetic momentum instead of energy?
It is useful as long as accordingly kinetic momentum is better to accelerate both particles one again other due less energy is involved.
 
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  • #2
It doesn't matter which reference frame you use, and kinetic energy and momentum have a fixed relation for given particle types.
In the lab frame you reach the same center of mass energy with less energy if you accelerate both particles, but that can be less practical (you can't accelerate a solid target that fast, and collider schemes have much lower luminosity than fixed target experiments).
 
  • #3
I do not agree at all, E=.5*m*v^2 of one particle needs a lot more energy for the same approaching speeds than accelerate one again other.
As example if both particles have the same weight E1=.5*m*v1^2 with one of them fixed
And if both cames in opposite direction at v1/2 we have: E2=m*v1^2/4, that is a half of the energy E1
The problem as you said is that the "collider" system is a lot more difficult to achieve.
If there is a bigger difference between a particle and the other the advantage is less
 
  • #4
Javier Lopez said:
I do not agree at all, E=.5*m*v^2 of one particle needs a lot more energy for the same approaching speeds than accelerate one again other.
A factor 2 for symmetric reactions. Yes. So what?

A car crash test needs less energy if you make the wall move as well. That doesn't mean it would be useful to do so, moving the wall adds so much overhead to the test that it becomes much more expensive, and you probably don't even save energy in the end due to all this overhead.
 

What is the key parameter in fusion: momentum or energy?

The key parameter in fusion is energy. Fusion is a process that involves combining two or more atoms to form a larger, more stable atom. In order for this process to occur, a significant amount of energy is required to overcome the repulsion between the positively charged nuclei of the atoms.

Why is energy the key parameter in fusion?

Energy is the key parameter in fusion because it is necessary to overcome the strong repulsion between the positively charged nuclei of the atoms. This repulsion is due to the electromagnetic force, and the amount of energy required to overcome it depends on the type of atoms being fused.

What role does momentum play in fusion?

Momentum plays a crucial role in fusion as it determines the speed and direction of the atoms before and after the fusion process. However, it is not the key parameter as fusion can still occur without a specific amount of momentum, as long as there is enough energy present.

How is energy transferred in fusion reactions?

In fusion reactions, energy is transferred in the form of heat and light. This energy is released when the nuclei of the atoms combine and form a more stable atom. The amount of energy released is determined by the difference in mass between the reactants and the product, as described by Einstein's famous equation, E=mc².

Can momentum and energy be manipulated to increase the efficiency of fusion reactions?

Yes, scientists are constantly researching and developing ways to manipulate both momentum and energy to increase the efficiency of fusion reactions. This includes using high-powered lasers or magnetic fields to compress and heat the fusion fuel, as well as finding ways to control and direct the momentum of the atoms during the fusion process.

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