Intro to the Finite Element Method Lecture 1 | Introduction & Linear Algebra Review

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Intro to the Finite Element Method Lecture 1 | Introduction & Linear Algebra Review

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PDF Notes: (website coming soon)

Contents:
Course Outline: (0:00)
eClass: (9:18)
Lecture 1.1 - Introduction: (17:41)
Lecture 1.2 - Linear Algebra Review Pt. 1: (38:05)
Lecture 1.3 - Linear Algebra Review Pt. 2: (1:29:03)

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These lectures are amazing, thanks for uploading! Could you please upload a pdf of the slides for printing?

mdionysis

The statement "a set of vectors is linearly dependent if none of the vectors in the set can be expressed as a linear combination of the other vectors in the set" is incorrect because it is describing linear independence, not linear dependence.

haithamshawwa

Many thanks for posting these lectures here. Really very helpful

ADNANGHOUS

congratualtions on becoming a doctor. I watched your videos in 2021 when i took the finite element course. It helped alot

aizazahmad

Hello Clayton, is it possible to get slides of all your lectures? Kind Regards

syedimadhaqqi

Sir, you are fantastic if have already studied this, but the amount of clarification getting by watching this lecture is amazing

vishabjeetsingh

Hi Clayton
If you more videos on non-linear FEM, please upload.
Thanks

mza

1:25:47, could you explain again, I think they should be e'1 = [1/sin(theta), 1/cos(theta)] and e'2 = [-1/sin(theta), 1/cos(theta)]

trinhmr

time 1.20.30, in triple product: u.(v x w) = u1(v2w2-v3w2) + u2(v2w1-v1w2) + u3(v1w2-v2w1). instead of neglecting w terms. am i right or typo error.

vikasbernela

Are there errors on orthogonal projections ? Instead of (Sqrt(17))**2 --> Sqrt(17)*Sqrt(4) ?. Why would proj v->u is equal to proj u->v even slope would differ.

GedizG

Hi, Do you have any of these lecture notes to be downloaded? Thank you in advance

nomadicsrilankan

The way of your teaching is excellent. At the start of your lecture you said that this lecture is going to be boring but I didn't find the boring part in the whole lecture and that's all because of the way u teach.

ssingla

thanks// these lectures covered all the topics that are needed to understand. these series will be helpful for further modeling in the software

AISHWARYASATTI

I like how you gone over all the prerequisites like linear algebra, No such thing in my university.

picassoofai

Fabulous lecture professor and massive thanks for uploading such videos on Youtube. However, there was one typo in the 52:08 where alpha2 value was supposed to be -2 to sum those vectors u and v to be 0.

lyith