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Probability Fields PDF Print E-mail
Monday, 16 November 2009 07:45
  • wave interpretation requires a statistical or probability mathematical description of the position of a particle
  • where wave represents the probability of finding the particle at a particular point
The idea that an electron is a wave around the atom, instead of a particle in orbit begs the question of `where' the electron is at any particular moment. The answer, by experimentation, is that the electron can be anywhere around the atom. But 'where' is not evenly distributed. The electron as a wave has a maximum chance of being observed where the wave has the highest amplitude. Thus, the electron has the highest probability to exist at a certain orbit.

Where probability is often used in physics to describe the behavior of many objects, this is the first instance of an individual object, an electron, being assigned a probability for a Newtonian characteristic such as position. Thus, an accurate description of an electron orbit is one where we have a probability field that surrounds the nucleus, as shown below:

 

 

  • for higher orbits the probability field becomes distorted
For more complicated orbits, and higher electron shells, the probability field becomes distorted by other electrons and their fields, like the following example:

 

 

  • meaning of existence has an elusive nature in the quantum world
Thus, for the first time, the concept of existence begins to take on an elusive character at the subatomic level.

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