PROBLEM 24 - 0580: spontaneously disintegrates at a rate Radioactive material that depends on the amount of material that remains. That is, a given fraction of . the remaining material disintegrates...


PROBLEM 24 - 0580:<br>spontaneously disintegrates at a rate<br>Radioactive material<br>that depends on the amount of<br>material that remains. That<br>is, a given fraction of . the<br>remaining material disintegrates<br>each day. Write a FORTRAN<br>program to simulate this<br>system, using the modified Euler's<br>method, from time t = 0 to<br>time t = t; if the amount of material<br>remaining at time t is N(t);<br>N(0) = N'o; and P is the percentage<br>%3D<br>(per unit of time) of the<br>remaining material that decays.<br>Compare the modified Euler<br>approximations with the exact<br>values.<br>

Extracted text: PROBLEM 24 - 0580: spontaneously disintegrates at a rate Radioactive material that depends on the amount of material that remains. That is, a given fraction of . the remaining material disintegrates each day. Write a FORTRAN program to simulate this system, using the modified Euler's method, from time t = 0 to time t = t; if the amount of material remaining at time t is N(t); N(0) = N'o; and P is the percentage %3D (per unit of time) of the remaining material that decays. Compare the modified Euler approximations with the exact values.

Jun 09, 2022
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