Hello Nice video with fast and clear explanation. but i Think that in 6:12, in the chain rule section (right side of the eq'n.) you'd miss-placed Pressure (P) with density (Rho) which was repeated in 6:22; While in 6:27, all of a sudden, the Pressure (P) is appeared, instead of (Rho), the in all differentiated terms of right side
Really good,detailed and fast explanation though there was a slight blunder between density and pressure(on RHS of equation) in radial flow diffusion equation. Thank you.
Please review the part during radial flow where you derive the equation of Mass Conservation being Mass in minus Mass out (5:17): the term on the left of the equal sign has the (phi) porosity term, where when you derived the equations just before that for mass in and mass out it was the velocity term.
Amazing brother keep it up, you nice graphics, content, sense of humor. The video however was pace fast. I had to stop every while to grasp what was happening. But it was quite good.
I think that there is a mistake at 7.15 when you divide everything by (2Pirh )dr. Looks like you included delta t there as well and forgot to mention it.
Thanks for sharing. Thats great, very didactic. Excelent
شكرا جزيلا thank you brother and this thing is coming on my exam tanxxx
Hello
Nice video with fast and clear explanation.
but i Think that in 6:12, in the chain rule section (right side of the eq'n.) you'd miss-placed Pressure (P) with density (Rho) which was repeated in 6:22; While in 6:27, all of a sudden, the Pressure (P) is appeared, instead of (Rho), the in all differentiated terms of right side
Really good,detailed and fast explanation though there was a slight blunder between density and pressure(on RHS of equation) in radial flow diffusion equation.
Thank you.
Hoi Him and your team, thank you very much.
thank you for the video, greetings from petroleum eng. department, bandung institute of technology. cheers!
Please review the part during radial flow where you derive the equation of Mass Conservation being Mass in minus Mass out (5:17): the term on the left of the equal sign has the (phi) porosity term, where when you derived the equations just before that for mass in and mass out it was the velocity term.
Thanks, its excellent lecture.
Amazing brother keep it up, you nice graphics, content, sense of humor. The video however was pace fast. I had to stop every while to grasp what was happening. But it was quite good.
The view is very beautiful. After your permission, I wanted to know what is the name of the program you used to make this video?
Thanks so much
I think that there is a mistake at 7.15 when you divide everything by (2Pirh )dr. Looks like you included delta t there as well and forgot to mention it.
Liked it.
explanation is fine
Thank you so much
if you still having problems ,,, call me maybe !!
^^ LOL
Sleep is for loosers
Thanks, its excellent lecture.