Planck's oscillators and the energy assumption

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SUMMARY

The discussion centers on the derivation of the equation E = hν, which describes the quantization of energy in the context of Planck's oscillators. Participants emphasize the need for introductory quantum mechanics (QM) texts to understand this fundamental concept, while also highlighting the importance of statistical physics literature for a deeper exploration of Planck's calculations. The book "Introduction to the Quantum Theory" by David Park is mentioned, but it lacks comprehensive coverage of these topics. Additionally, a specific online resource is suggested for further reading on blackbody radiation.

PREREQUISITES
  • Basic understanding of quantum mechanics principles
  • Familiarity with Planck's law and blackbody radiation
  • Knowledge of statistical physics concepts
  • Access to introductory QM textbooks
NEXT STEPS
  • Study the derivation of E = hν in introductory quantum mechanics texts
  • Explore statistical physics literature for insights on Planck's oscillators
  • Review online resources, such as the provided blackbody radiation PDF
  • Investigate additional QM textbooks that cover Planck's work comprehensively
USEFUL FOR

Students of physics, educators in quantum mechanics, and researchers interested in the historical context of energy quantization and Planck's contributions to statistical physics.

Saketh
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First of all, why is E = h\nu?

Second, where can I find the derivation behind Planck's "oscillators in a box" calculations that led to the assumption that energy is quantized?

I realize that my questions are a bit vague, but I cannot make them more specific as I do not have a firm grasp of the subject.
 
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Any introductory QM book should have the answer to the first question. The second question follows from the first and is found in texts on statistical physics.
 
Dr Transport said:
Any introductory QM book should have the answer to the first question. The second question follows from the first and is found in texts on statistical physics.
The problem is that the only book I have access to is "Introduction to the Quantum Theory" by David Park. The first question is not answered in this book.

As for the second question, I don't have access to statistical physics texts at all. Is there an explanation on the internet somewhere? (Is http://www.phys-astro.sonoma.edu/people/faculty/tenn/P314/BlackbodyRadiation.pdf" a good one?)
 
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