Calculating Energy Release from Nuclear Fission

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SUMMARY

The discussion focuses on calculating the energy release from the nuclear fission of Uranium-235 (U-235). The binding energies provided are: U-235 at 2.8649 x 10^-10 J, Barium-144 (Ba-144) at 1.9211 x 10^-10 J, and Krypton-90 (Kr-90) at 1.2478 x 10^-10 J. The calculated energy release for this fission reaction is 3.04 x 10^-11 J, derived from the difference in binding energies. Participants emphasized the importance of summing the binding energies correctly to arrive at the final answer.

PREREQUISITES
  • Nuclear physics fundamentals
  • Understanding of binding energy concepts
  • Basic arithmetic operations
  • Knowledge of isotopes and their properties
NEXT STEPS
  • Study the concept of binding energy in nuclear reactions
  • Learn about the fission process of Uranium-235
  • Explore energy calculations in nuclear physics
  • Investigate the implications of energy release in nuclear reactors
USEFUL FOR

Students of nuclear physics, researchers in energy production, and professionals involved in nuclear engineering will benefit from this discussion.

jinx007
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The binding energy per nucleon of each nucleus is as follows.

235
U : 1.2191 x 10^-12 J
92144
Ba : 1.3341 x 10^-12 J
5690
Kr : 1.3864 x 10^-12 J
36Use the data to calculate

1/ The energy release in this fission reaction( give your answer to 3 significant figures)The answer to the question is
Energy release = 3.04 x 10-11 J

I have calculated the biding energy but then i don't know how to proceed to come up with the answer.

binding energy of U-235 = 2.8649 x 10-10 J
binding energy of Ba-144 = 1.9211 x 10-10 J
binding energy of Kr-90 = 1.2478 x 10-10 J

Energy release = 3.04 x 10-11 J

HELP...PROCEED TO THE ANSWER...
 
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Hi there,

You did most of the work already. The rest is simple sum. From the three number you have, try to add them in a way to get the correct answer.

From there, if you don't understand the reasons behind this, ask more questions.

Cheers
 

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