Seeking Advice for High School Capstone

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SUMMARY

The discussion centers on a high school senior planning a capstone project focused on special relativity and introductory computational physics. The student has completed AP Physics C, AP Chemistry, and AP Calculus BC, and seeks guidance on studying special relativity, including recommended books and essential mathematical concepts. Additionally, the student is encouraged to explore quantum mechanics to enhance the project’s depth and maintain engagement throughout the school year.

PREREQUISITES
  • Understanding of AP Physics C concepts
  • Familiarity with calculus and mathematical techniques relevant to physics
  • Basic knowledge of computational physics principles
  • Interest in advanced topics such as quantum mechanics
NEXT STEPS
  • Research recommended texts for special relativity, such as "Spacetime Physics" by Edwin F. Taylor and John Archibald Wheeler
  • Study mathematical concepts necessary for special relativity, including Lorentz transformations and four-vectors
  • Explore introductory resources on computational physics, such as "Computational Physics" by Mark Newman
  • Investigate quantum mechanics fundamentals to complement the capstone project
USEFUL FOR

This discussion is beneficial for high school students undertaking advanced physics projects, educators guiding students in capstone planning, and anyone interested in the intersection of theoretical physics and computational methods.

nanddalal
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I am going to be a senior in high school this upcoming 2011-2012 school year. I have finished AP Physics C, AP Chemistry, and AP Calculus BC. I refuse to take AP Biology, so I decided to take up a capstone project. My capstone is going to revolve around special relativity and possibly some introductory computational physics. I need to make this capstone last for a full school year. I was wondering how I should go about studying these two subject areas. What books should I use for special relativity? What specifically should I cover in special relativity? What math should I study to be able to even "DO" special relativity. And how should I start learning about computational physics?

Any advice is greatly appreciated!
 
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I seriously think that there are a lot more cooler ideas then special relativity. I'm sure you'll get bored of it after a month. I suggest that you look at some quantum mechanics both for the interest and integrity of yourself and of your final product.
 

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