Can't Identify Variable in QM Question

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The discussion centers around a question from Griffiths' Quantum Mechanics book regarding the Dirac Delta function and its representation as a weak potential. The user seeks clarification on the variable z0, which is not defined in the text. It is suggested that z0 likely refers to the width of the potential in the context of the problem. The conversation emphasizes the importance of understanding the properties of the Dirac Delta function in quantum mechanics. Overall, the thread highlights a common challenge in interpreting specific variables in advanced physics problems.
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Hello, my question is a simple one:

I am attempting to do problem 2.31 in Griffiths' QM book (latest edition). The question states, "The Dirac Delta function can be thought of as the limiting case of a rectangle of area 1, as the height goes to infinity and the width to zero. Show that the Delta-function well is a "weak" potential, in the sense that z0 -> 0. ..."

What is z0 in this case? I've not seen it introduced anywhere in the book and there's no description for what it represents. I'm not sure if I'm missing something obvious but any help would be great.
 
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Jbar said:
Hello, my question is a simple one:

I am attempting to do problem 2.31 in Griffiths' QM book (latest edition). The question states, "The Dirac Delta function can be thought of as the limiting case of a rectangle of area 1, as the height goes to infinity and the width to zero. Show that the Delta-function well is a "weak" potential, in the sense that z0 -> 0. ..."

What is z0 in this case? I've not seen it introduced anywhere in the book and there's no description for what it represents. I'm not sure if I'm missing something obvious but any help would be great.

The meaning of z0 is specific to this problem and I don't have Griffith's book, but it almost certainly means that z0 is the width of the potential.
 
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