Comparing Mass Reduction from Fusion of Nuclei

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SUMMARY

The discussion focuses on the ranking of mass reduction per nucleon during the fusion of different pairs of nuclei: hydrogen, carbon, aluminum, and iron. The consensus is that the fusion of two hydrogen nuclei results in the greatest mass reduction, followed by carbon, aluminum, and finally iron. Participants emphasize the importance of understanding the products formed in each fusion reaction and the relevant nuclear masses to accurately determine the mass reduction per nucleon.

PREREQUISITES
  • Basic understanding of nuclear fusion principles
  • Knowledge of nuclear masses for hydrogen, carbon, aluminum, and iron
  • Familiarity with energy-mass equivalence (E=mc²)
  • Ability to analyze fusion reaction products
NEXT STEPS
  • Research the nuclear fusion process of hydrogen isotopes
  • Study the mass defect and binding energy of carbon nuclei
  • Examine the fusion reactions of aluminum and iron
  • Learn about the implications of mass-energy conversion in nuclear reactions
USEFUL FOR

Students and professionals in nuclear physics, astrophysics, and energy research, particularly those interested in the mechanics of nuclear fusion and mass-energy relationships.

LoveKnowledge
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1. Rank from greatest to least the reduction of mass per nucleon that accompanies the fusion of the following pairs of nuclei:
a. Two hydrogen nuclei
b. Two carbon nuclei
c. Two aluminum nuclei
d. Two iron nuclei




2. n/a



3. I know fusion is when two elements are combined and of course the combined elements are overall less mass than the two individual nucleons are elements since part is converted into energy; I think it would be a, b, c, d?? Since it is reduction of mass per nucleon...? I am a little confused..
 
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LoveKnowledge said:
1. Rank from greatest to least the reduction of mass per nucleon that accompanies the fusion of the following pairs of nuclei:
a. Two hydrogen nuclei
b. Two carbon nuclei
c. Two aluminum nuclei
d. Two iron nuclei

2. n/a
3. I know fusion is when two elements are combined
Yes, that's right.
and of course the combined elements are overall less mass than the two individual nucleons are elements since part is converted into energy;
This isn't always the case. You need to figure out when it's true and when it isn't.
I think it would be a, b, c, d?? Since it is reduction of mass per nucleon...? I am a little confused..[/b]
It's not clear how you went from "reduction of mass per nucleon" to that particular order. You need to explain your reasoning in more detail.

Why don't you start by determining what product is formed by each fusion reaction? Also, since you want to know the mass per nucleon, look up the relevant masses too.
 

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