How Can Quantum Mechanics Illuminate Our Understanding of Astrophysics?

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The discussion revolves around finding a unified topic that connects quantum mechanics and astrophysics for multiple presentations. Suggestions include exploring how advances in particle accelerator physics enhance understanding of stellar evolution and the role of quantum tunneling in sunlight. Another proposed topic is examining ionization loss in high-energy collisions, particularly focusing on fast-moving particles and their energy loss in various collision scenarios. There is also a suggestion to solve Schrödinger's equation for a particle in a sphere and compare it to Emden's equation, highlighting their similarities. Overall, the aim is to simplify the presentation process by selecting a single topic applicable across all classes.
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Ok, so I need a topic to present.

I am taking Quantum mechanics, introduction to astrophysics, and a seminar class... I need a topic for a 30-40 minute presentation for each class, and was wondering if there are any interesting topics that tie QM and astro together... thus, one presentation that I can do in all three classes.

I am welcome to any and all ideas!
 
Astronomy news on Phys.org
cross sections.. advances in particle accelerator physics drive our understanding of stellar evolution. Or more simply, sunlight depends on quantum tunneling..
 
Interesting... thanks for the input!

Doing three presentations on one topic will make my life a lot less stressful! I am open to any topics you guys can come up with!
 
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speaking of collisions - how 'bout ionisation loss?

A clear application would be to study the energy loss of fast-moving particles in high energy collision (eg. a high speed electron moving through a hydrogen cloud). The collision parameters involved vary from the quantum regime to the semiclassical - all with relativity mixed in.

This isn't so new, but interesting none-the-less. There's some math, but not out of reach.
 
I wouldn't be intimidated by most math...

I've had math through a second partial differential equations class... if it is beyond that, then, I suppose I could be intimidated!
 
No, just some integrals and inserting a whole assortment of estimates from various theories.

Look up books on high energy astrophysics.

Good luck.
 
Seminar

Maybe solve Shrodenger's equ. for "particle in a sphere" and compare this to Emden's eqn. ( when polytropic index = 2 ). The eqns. are practically identitical hence an interesting seminar.
 
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