Stability Criterion, Physics, Basic Statistics

Stability Criterion

A survey of periodic table carefully reveals that those elements in which N / Z = 1 or 1.6 are stable. Amongst these, the elements having even N and even Z are the most stable and are termed as magic numbers.

The heaviest stable nuclide is 2009Bi83. Lend (2008pb82) is the most stable heaviest element. All transuranic elements finally disintegrate into lead (Pb). The elements or nuclides which decay with time are termed as radioactive nuclides.

The element / nuclide, whose binding energy per nucleon is less than 7.5 MeV, are (mostly) unstable.
Posted Date: 1/31/2012 11:01:02 PM | Location : United States







Related Discussions:- Stability Criterion, Physics, Assignment Help, Ask Question on Stability Criterion, Physics, Get Answer, Expert's Help, Stability Criterion, Physics Discussions

Write discussion on Stability Criterion, Physics
Your posts are moderated
Related Questions
Explain why large lorries carrying heavy loads may not succed to go through a curve safely

difference between histogram and historigram

Can I get help with statistics?

Define Wages Income is often associated with production workers (sometimes referred to as "blue-collar" workers), non-managers, and other workers whose pay is reliant on time wo

Quota Sampling: in stratified the cost of taking random samples from individual strata is often so expensive that interviewers are simply give quota to be filled from different str

a survey of grocery revealed 40 percent had a pharmacy, 50 percent had a floral shop, and70 percent had a deli. suppose 10 percent of the stores have all three departments, 30 perc

I need help on writing a paper about this title

Two components, A and B, are used as follows: normal usage - 50 per week each minimum usage - 25 per week each maximum usage - 75 per week re-order quantity - A:300; B:500 re-order

I have a box that measures 3m x 3m x 3m. What is the volume of the cube?

Stability Criterion A survey of periodic table carefully reveals that those elements in which N / Z = 1 or 1.6 are stable. Amongst these, the elements having even N and even Z ar