Quantum well, Types of triangular ones

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    Quantum Quantum well
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Discussion Overview

The discussion revolves around the types of triangular quantum wells in quantum mechanics, including how the Schrödinger equation is affected and the associated eigenvalues. The scope includes theoretical aspects and mathematical reasoning.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant inquires about the number of types of triangular quantum wells and their characteristics in quantum mechanics.
  • Another participant suggests that the classification of triangular quantum wells can vary widely, indicating a range from one to infinity based on the classification scheme used.
  • It is noted that mathematically, there is only one type of triangular quantum well, defined by two sloping lines.
  • A later post raises a question about solving for two wells among three barriers, indicating a potential complexity in the problem that may require a different approach.

Areas of Agreement / Disagreement

Participants express differing views on the classification of triangular quantum wells, with no consensus reached on the number of types or the implications for solving related problems.

Contextual Notes

The discussion lacks clarity on the specific classification schemes being referenced, and the implications of these classifications on the Schrödinger equation and eigenvalues remain unresolved.

Dirac62
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Hello
I want to ask, how many types of Triangular quantum well is there in quantum mechanics?
how does the Schrödinger eq. change?
and also their eigenvalues.
tnx.
 
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Depends on the classification scheme you are uding... anything from 1 to infinity.
Mathematically there is only one... the well is characterized by two sloping lines.
 
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Simon Bridge said:
Depends on the classification scheme you are uding... anything from 1 to infinity.
Mathematically there is only one... the well is characterized by two sloping lines.
please consider two wells among three barriers, how to solve it
 
Dirac62 said:
please consider two wells among three barriers, how to solve it
For that, you should start a new thread in the Advanced Physics Homework section.
This thread is closed.
 

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