How Can a Math-Loving Physics Student Excel in Mathematical Physics?

  • Thread starter Thread starter Blacklotus2006
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SUMMARY

A physics student in their second semester expresses a strong affinity for mathematical physics but struggles with problem-solving skills, particularly in Halliday's mechanics. They are concerned about their future in physics, especially with aspirations for a PhD in Cosmology and Gravity, fields rich in mathematics. The discussion emphasizes the importance of a growth mindset, encouraging the student to focus on building a strong foundational understanding of physics and mathematics rather than solely on their current weaknesses. Engaging with challenging problems and identifying motivating physical phenomena are crucial for their academic development.

PREREQUISITES
  • Understanding of mathematical physics concepts
  • Familiarity with Halliday's mechanics problems
  • Knowledge of Quantum Mechanics and Electromagnetics
  • Awareness of growth vs. fixed mindset principles
NEXT STEPS
  • Practice solving Halliday-style mechanics problems to improve problem-solving skills
  • Explore mathematical methods in physics as outlined in Arfken's textbook
  • Investigate foundational topics in Quantum Mechanics and Electromagnetics
  • Research strategies for developing a growth mindset in academic settings
USEFUL FOR

Physics students, aspiring physicists, and educators seeking to understand the intersection of mathematics and physics, particularly those interested in pursuing advanced studies in Cosmology and Gravity.

  • #31
TensorCalculus said:
One day I guess I will see an example of where hard work fails to work...
And when you do, remember the figure skating motto: “We all fall. It’s how we get up that matters.”
 
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  • #32
Blacklotus2006 said:
For example I can’t solve Halliday’s mechanics problems
Can you share more details with us?

Do you not put in any time because you think the problems are boring ('who cares how high the cannon ball goes??')

Do you read the problem and just draw a blank ('I can't even think of where to start!')

Do you get lost in the algebra, geometry, trig?

Despite some of the posts above about 'talent,' nobody is born knowing how to do these problems. It takes experience (practice) to get good at them. Consider sharing one you 'can't solve' either here or in the homework help section. This forum is all about helping students get better at these kinds of problems.
 
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  • #33
CrysPhys said:
And when you do, remember the figure skating motto: “We all fall. It’s how we get up that matters.
Will do :)
 
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