Mathematics involved in aerospace engineering?

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Discussion Overview

The discussion centers on the types of mathematics involved in aerospace engineering, exploring various mathematical disciplines and their relevance to the field.

Discussion Character

  • Exploratory, Technical explanation

Main Points Raised

  • One participant notes that a significant amount of mathematics is involved, including differential equations (both ordinary and partial), multivariable calculus, trigonometry, geometry, transforms, and vector space.
  • Another participant suggests that the specific mathematical requirements may vary depending on the area of aerospace engineering one pursues, mentioning additional topics such as perturbation methods, topology, numerical analysis, and complex analysis.
  • A participant shares a personal experience from Purdue University, indicating that most math courses may be completed by the junior year, with a limited application of the learned mathematics in later courses.

Areas of Agreement / Disagreement

Participants generally agree that a wide range of mathematics is involved in aerospace engineering, but there is no consensus on the extent to which specific areas are applied or the variability based on different aerospace specializations.

Contextual Notes

The discussion does not resolve the extent of application of various mathematical disciplines in aerospace engineering or the specific requirements of different educational programs.

AbsoluteZer0
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Hi there,

I am wondering what mathematics are involved in aerospace engineering.

Thanks,
 
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A whole lot of it. Really, it's a long list of various mathematics.

You will have to have a firm grasp of differential equations (ODE and PDE), multivariable calculus, trigonometry, geometry, tranforms, vector space, and a slew of others.
 
Thanks,

I'm a fan of math so the more math there is the better
 
It also depends on what area of aerospace you go into. You may also find yourself venturing into perturbation methods, topology, numerical analysis, complex analysis and various other areas.
 
Travis pretty much covered it all.

Depending on the program, you may take all of your math by the time you are a junior in college.

Me for example, I went to Purdue University and I finished my last official math course at the end of my first semester as a Junior (Differential Equations 2). After that you begin applying it, although I would estimate that I only applied about 20 -30% of the math I learned in my later courses.
 

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