What is the potential nuclear energy in a human body?

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SUMMARY

The potential nuclear energy in the human body can be calculated using Einstein's formula E=MC², where E represents energy in Joules, M is mass in kilograms, and C is the speed of light (300,000 km/s). For a human body weighing 120 kg, the total energy released upon complete mass conversion would be 120 x (300,000 x 300,000) Joules. This calculation highlights the theoretical energy potential, distinct from the energy released in nuclear bombs, which is only a fraction of the total mass-energy conversion.

PREREQUISITES
  • Understanding of Einstein's mass-energy equivalence formula E=MC²
  • Basic knowledge of nuclear binding energy concepts
  • Familiarity with units of energy (Joules) and mass (kilograms)
  • Awareness of nuclear fission and fusion processes
NEXT STEPS
  • Research the implications of nuclear binding energy in atomic physics
  • Explore the differences between nuclear fission and fusion
  • Learn about energy conversion efficiency in nuclear reactions
  • Investigate the practical applications of mass-energy equivalence in modern physics
USEFUL FOR

This discussion is beneficial for physicists, students of nuclear science, and anyone interested in the theoretical aspects of energy conversion in biological systems.

mistersmith
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Here is a newbie, goofball question. How much potential nuclear or atomic energy is there in the human body? I know a little about the energy released in a nuclear bomb. I know that this is not applicable to the human body. But if, one were able to release the "nuclear binding energy" in each atom in the human body, what would that energy be? Do I need to restructure that question?
 
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Suggestion regarding restructuring the question; maybe if all the elements in the body lighter than iron were fused and all those heavier were fissioned?
 
If you are asking how much atomic energy in the body in the form of fissionable material you would have to know what amount of that material the body contains. If you just want to know the total conversion figure (a fission bomb only releases about 3% and a fusion bomb about 7%) then you simply use Einstein's famous formula - E=M*Csquared.

But first you have to understand the formula and the terms it works with. to wit...

E= energy in Joules One Joule is the approximate equivalent of dropping a medium sized textbook to the floor from chest height.

M= Mass in Kilograms

Csquared= the speed of light in kilometers / second squared which is 300,000 KM/sec squared.

So what you would get for a 120 KG body is 120 X (300,000 X 300,000) Joules of total energy released if the mass is totally converted to energy.
 

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