Starting a BME program in August - Math and physics review?

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SUMMARY

The discussion focuses on preparing for a Master's program in Biomedical Engineering (BME) starting in August, particularly through the review of mathematics and physics. Key resources recommended include "Math Methods in Physical Science" by Boas, "Mechanics" by Morin, and the "Advanced Mathematics for Engineers and Scientists" from the Schaum's Outlines series. The latter is emphasized for its comprehensive coverage of essential mathematical concepts such as calculus, differential equations, and Fourier transforms, which are crucial for success in BME. Additionally, Halliday and Resnick Physics is suggested for foundational physics problems.

PREREQUISITES
  • Familiarity with calculus and differential equations
  • Understanding of vector analysis and matrix algebra
  • Basic knowledge of physics principles, particularly mechanics
  • Awareness of Fourier series and integral calculus
NEXT STEPS
  • Review "Advanced Mathematics for Engineers and Scientists" from Schaum's Outlines
  • Practice problems from "Mechanics" by Morin
  • Study Fourier transforms and their applications in BME
  • Explore additional physics resources from Schaum's outlines series
USEFUL FOR

Students entering a Master's program in Biomedical Engineering, individuals transitioning from undergraduate physics to engineering, and anyone seeking to refresh their knowledge in mathematics and physics for advanced studies.

rs2266
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Hey guys,

I was an average physics major as an undergrad who entered medical school. I graduated from undergrad about 4 years ago and have been inundated with medicine since then - so I haven't had much of a chance to review old mathematics and physics. I will be starting an MS in BME in August so I'm wondering what I can do.

Could someone please direct me to the proper books or topics I should review before starting in August?

Currently, I am going through:

Math Methods in Physical Science by Boas (because this was the book we used in undergrad)

I was also considering going through some problems in Halliday and Resnick Physics - the high school text - and Mechanics by Morin.

Any help is greatly appreciated
 
Have a look at the Schaum's outlines series. They're not so much designed to teach you the subject as to serve as a point of reference and problem bank.

I'd recommend the "Advanced Mathematics for Engineers and Scientists" in particular, as it covers basically any maths you could possibly need (all the usual calculus, differential equations and matrix algebra plus Laplace and Fourier transforms, various special functions including Gamma, Bessel and Legendre functions, complex variables, and the calculus of variations.). If you can happily do most of the calculus/vector analysis/differential equations/matrices questions then you'll be in pretty good form. you might want to spend some time reviewing the Fourier series and integral sections as I think this comes up in BME a fair bit, but I can't say for sure (I'm in EE).

They also have a few different physics outlines but I don't really know how good they are as I haven't used those.
 

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