Do i need Partial differential equations for engineering?

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Discussion Overview

The discussion revolves around the necessity of partial differential equations (PDEs) for engineering students, particularly in relation to their future career paths and academic requirements. Participants explore the relevance of PDEs in various engineering fields, including theoretical and experimental research, as well as practical applications in industry.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • Some participants suggest consulting degree requirements, as the necessity of PDEs may vary by program and institution.
  • There is a viewpoint that the importance of PDEs may depend on the individual's career goals, such as pursuing theoretical research versus entering industry directly.
  • One participant emphasizes that knowing PDEs could differentiate a student in the job market, regardless of immediate necessity.
  • Another participant shares personal experience, stating that while PDEs may not always be used in practice, they can be crucial for specific tasks, such as solving complex engineering problems.
  • Multiple participants note that PDEs are foundational in various engineering applications, including finite element methods and traffic flow theory.

Areas of Agreement / Disagreement

Participants generally agree that PDEs can be useful in engineering but express differing opinions on their necessity based on individual career paths and interests. No consensus is reached regarding whether PDEs are essential for all engineering students.

Contextual Notes

Participants mention various applications of PDEs in engineering fields, but the discussion does not resolve the specific conditions under which PDEs are deemed necessary or beneficial.

Who May Find This Useful

This discussion may be useful for engineering students considering their coursework, particularly those interested in the mathematical foundations of their field and how it relates to their future career aspirations.

Luongo
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i'm interested in taking this course althought i heard it's harder but i really want to try it. do i need partial for engineering? or just ordinary
 
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I would suggest you consult the degree requirements for whatever program you're enrolled in (different programs will have different requirements, obviously) at whichever school you're currently at. Usually, the calendar or program advisor will be able to tell you.
 
Do you know what you want to do after undergrad? Masters, Phd, go straight to work? I would talk to professors about how important math will be for whatever you want to do. If you want to do theoretical research I would imagine that partial DEQs would be very important, experimental research than maybe not (that might depend on the field though). If you want to go straight into industry then as an engineer it may not be as important, but again this may depend on the field.
 
If you are interested, take it. Nobody can tell you what you will "need" to know 10 years from now. Knowing the subject may well serve to diffrentiate (no pun intended) you from your peers.
 
I've spread my BS in EE over five years so I can take extra coursework that interests me.
I say go for it if it's a topic of interest!
 
Luongo said:
i'm interested in taking this course althought i heard it's harder but i really want to try it. do i need partial for engineering? or just ordinary
Partial differential equations of many kinds are used in various fields of engineering. They are the basis of finite element methods in structural, thermal and fluid dynamic analyses and computational physics/multi-physics simulations.
 
If you are interested then go for it. Part of university is learning about what you are interested in, as opposed to just what is required for some future job.

By the way, I did electrical engineering for both undergrad and grad, and am a practicing engineer. PDEs are USEFUL! You may not find them in your future work/study, but just as likely they may be central to what you do. I usually do signal processing, but I recently had to find a Green's function for a PDE in order to satisfy my boss that we properly understood a particular issue with a system we are building, and to be able to predict what we should measure in the next phase of testing. I could not find the solution in any textbooks so I had to solve it myself. I could not have done it without a basic knowledge of PDEs (or complex analysis, for that matter!).

In my experience, learning more math and physics is always useful, even when it seems like it shouldn't be!

good luck

jason
 
Astronuc said:
Partial differential equations of many kinds are used in various fields of engineering. They are the basis of finite element methods in structural, thermal and fluid dynamic analyses and computational physics/multi-physics simulations.

Also used in Transportation Eng. for Traffic Flow Theory.
 
Cyclovenom said:
Also used in Transportation Eng. for Traffic Flow Theory.
Yes - I believe it's the general advection-diffusion PDE. I have a former classmate who did generic solutions to the equation and one of his projects was a smart highway network system.
 

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