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Let's break this down and see what we can do with it. First, the probability of transition of an atom from the initial state (m) to final state (n) will depend on what it is that is transitioning, and also on how it's transitioning. Which element - and which isotope - is transitioning? And how it is transitioning? Under what conditions? Radioactive decay? Neutron (or other particle) absorption? With the stating atom and the mode of change, we can determine the probability of transition as was asked. With the first part of the information in hand, we can determine the energy loss in the heavy charged particle emission event. We should also be able to determine the time over which the event takes place, and then discover the rate of energy loss (though it will represent only an average) for said event.

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How do you create a histogram in Excel?

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Related Questions

What is the relation between transition probability and cross section?

The transition probability is the likelihood that a particle will change from one state to another during a collision, whereas the cross section represents the effective area that the particle presents to a collision. The transition probability is related to the cross section by the formula: transition probability = cross section * particle flux, where the particle flux is the rate at which particles are incident on a target.


What radioactive emission is a particle?

Alpha emission is a 4helium nucleus, which behaves like a particle. Beta emission is an electron, which behaves like a particle. Gamma emission is a photon, which behaves like a particle. Experiments can also be set up to show their wavelike properties (for alpha, beta, and gamma radiation).


How does quantum mechanics explain transition probability?

Quantum mechanics explains transition probability through the concept of wave functions, which describe the probability distribution of finding a particle in a given state. When a system undergoes a transition from one state to another, the transition probability is related to the overlap between the initial and final wave functions of the system. This overlap determines the likelihood of the transition occurring.


In a beta particle emission what does the neutron split into?

In beta particle emission, a neutron in the nucleus converts into a proton, an electron (beta particle), and an antineutrino.


What is the probability of finding a particle in a specific region?

The probability of finding a particle in a specific region is determined by the wave function of the particle, which describes the likelihood of finding the particle at different locations. This probability is calculated by taking the square of the absolute value of the wave function, known as the probability density.


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The probability of finding a particle in a box at a specific location is determined by the square of the wave function at that location. This probability is represented by the absolute value of the wave function squared, which gives the likelihood of finding the particle at that particular position.


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