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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
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.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
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.
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.Cyclovenom said:Also used in Transportation Eng. for Traffic Flow Theory.
Partial Differential Equations are used in engineering to describe the behavior of systems that involve multiple variables and are continuously changing. PDEs allow engineers to model complex systems and predict their behavior over time, making them essential in many engineering fields.
While it is possible to work as an engineer without knowledge of PDEs, having a strong foundation in this area can greatly enhance your problem-solving abilities and open up more job opportunities in fields such as fluid dynamics, thermodynamics, and structural mechanics.
Learning and applying PDEs can be challenging, as it requires a solid understanding of calculus, linear algebra, and other mathematical concepts. However, with dedication and practice, it is definitely achievable. Many engineering programs have courses dedicated to PDEs and provide support for students to succeed in this area.
Yes, there are various software tools and programs available that can help with solving PDEs in engineering. Some popular options include MATLAB, Maple, and COMSOL Multiphysics. These tools can help with visualization, numerical solutions, and simulations of PDEs, making them valuable resources for engineers.
Knowledge of PDEs can enhance your problem-solving skills and allow you to tackle more complex engineering problems. It can also open up opportunities for research and development in various fields. Additionally, having a strong understanding of PDEs can make you a valuable asset to any engineering team and increase your earning potential.