2 protons have less mass than combined

In summary, the conversation discusses how two protons have less mass when combined to make helium, due to the binding energy that keeps them together. This results in a small amount of mass loss and a release of energy, which can be seen in nuclear reactions.
  • #1
Cbray
134
0
I was reading an article about how two protons have less mass combined than by themselves to make helium, which gives off left over energy around 0.7% of their mass.

How is this possible? Why do they have less mass combined?

Thanks!
 
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  • #2
You have it backwards in your first line. Combined they have less mass. The missing energy is due to the binding energy that keeps them together in say, Helium.
 
  • #3
Pengwuino said:
You have it backwards in your first line. Combined they have less mass. The missing energy is due to the binding energy that keeps them together in say, Helium.

So I'm guessing the amount of mass lost due to bindings is small? - And the energy left is for explosions ? :P
 
  • #4
Yes, the mass lost is small (although the energy associated with that mass loss is huge by E = mc^2 compared to chemical reactions). That's what basically happens in nuclear reactions.
 

1. Why do 2 protons have less mass than their combined mass?

This is due to the fact that some of the mass of the protons is converted into energy when they are combined. This is explained by Albert Einstein's famous equation, E=mc², which states that mass and energy are interchangeable.

2. How does the mass of 2 protons change when they are combined?

The mass of the 2 protons decreases when they are combined, as some of their mass is converted into energy. This is known as mass-energy equivalence.

3. Is there a specific amount of mass that is converted into energy when 2 protons are combined?

Yes, the amount of mass that is converted into energy when 2 protons are combined is equal to the difference in their masses. This is known as the mass deficit.

4. Can this concept be applied to other particles besides protons?

Yes, this concept can be applied to any particles that have mass. The amount of energy released when particles are combined is directly proportional to their mass deficit.

5. How is this concept relevant to everyday life?

This concept is relevant to everyday life as it explains the energy released in nuclear reactions, such as in nuclear power plants and nuclear bombs. It also helps us understand the conversion of matter into energy in stars, including our own sun.

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