Thank you for your very kind feedback, I really appreciate it. Yes, maybe a bigger board next time 🤔 I would also love to get a really good camera, so I can make the video crystal clear. More plans for next time!

If I get some time, yes 😊 plenty of videos on my list at the moment!

There should be a link in the description. If not, send me an email (fluidmechanics101@gmail.com) and I will get a link sent to you

Yes of course. I am going to put up another video in the next few days that shows the table of contents and all the chapters / lectures you will find in the course

Yes, this is something I would like to do. It is definitely of the same standard as what you would get at a University (I was actually trying to recreate the university experience as best I could)

I am trying out the teachable platform with this one so I can compare it with Udemy for the overall teaching experience. So I don't plan to put it on Udemy

*price

I am sorry you feel this way. The reason I spent years writing this course is there aren't actually any good sources for the SIMPLE algorithm at all on the internet or in universities (free or not). So if you find any good sources on the SIMPLE algorithm that actually explain all the nuances, I would love to hear them, so please send them over!

@@fluidmechanics101 It is not a feeling, it is the truth. Do you think there are really no resources ? Plenty of universities release their lecture notes, If you have google you can search for yourself. They even explain the theory behind it (riemann problem, roe solvers, limiters etc) which helps you design your own robust theory-based solvers.

Ah I think I see the confusion here. The Riemann problem that you refer to (Roe based schemes with limiters) are for compressible flow problems, where the characteristic nature of the solution involves wave propagation. Yes, you can find finite difference based approaches to solve these types of problems online. However, this is not what I am presenting here. The course is focussed on incompressible flows (with an elliptic pressure equation) and using finite volume based solvers, with the Rhie and Chow correction. This is fundamentally different to the types of problems you refer to, and different solution methods are required! This all arises from the nature of the continuity equation (and is explained quite heavily in the course). If you still feel that the information I present is available online, please let me know (you can send me links to my email address fluidmechanics101@gmail.com if you like). I have really tried my best to cover everything that is available and present in a clear modern form. If I have missed something, I would really like to know about it!

@@fluidmechanics101 Im not confused stop gaslighting me, i was simply giving examples

Never mind then. I was simply trying to clear out any confusion and give you some help. The best I can do is wish you good luck for all your future studies. If you ever change your mind, my door is always open