Bulk Modulus of Elasticity and Compressibility - Fluid Mechanics

[@sumitkumarsahoo7601]

you cleared my concept, thanks a lot, love from India

[@Learn_Civil_Engineering]

I'm very glad to hear that! And thanks for the comment 🙂

[@sumitkumarsahoo7601]

@@Learn_Civil_Engineering you are creating a great change in students' life, have a great go for this great work.

[@Ahelot]

Thank you ♥️ your videos should be used on facultys, great job 👍

[@Learn_Civil_Engineering]

Thank you 😊 your support is much appreciated!!

[@suyashsharnagat2912]

Keep posting videos It helped a lot Thanks man !!!

[@Learn_Civil_Engineering]

I'm glad to hear they are helping! Thank you for the support 😀

[@Learn_Civil_Engineering]

Subscribe to the channel to stay up to date with a new video released every Wednesday!

[@Kurosaka]

can you make a vid about gases? for bulk modulus?

[@xavierhenriques1116]

Very well done Thank you

[@Learn_Civil_Engineering]

Thanks for the support Xavier!

[@tuyishimealexis4306]

Thanks for your video ,but try to use Standard camera

[@manuelseque8055]

nice video. good work

[@Learn_Civil_Engineering]

Thank you for your comment Manuel Seque

[@manuelseque8055]

is it possible to prepare video with shear modulus too

[@Learn_Civil_Engineering]

Hi there, yes I will try to post a video on shear modulus as soon as possible.

[@isharauditha4257]

How did you assume this ^v/v=^raw/raw

[@ken-cf7tf]

its actually -dV/V = dρ/ρ , you can derive this by differentiation of ρ=m/v ρV=m ρdV+Vdρ = 0 Vdρ=-ρdV dρ/ρ = -dV/V

[@Learn_Civil_Engineering]

It's not actually an assumption, delta Rho is equal to (delta V / V) times Rho due to the fluid's mass being the same before an after the compression. Therefore, as there is a decrease in volume, there must be a corresponding increase in fluid density. So the the above is an expression representing this.

[@isharauditha4257]

@@ken-cf7tf thanks

[@isharauditha4257]

@@Learn_Civil_Engineering thanks

[@orkungoksel5346]

Thanks

[@malumognekusangeloc.7374]

How did the change of Rho (0.1) turned to 0.001?

[@wildankoso]

By converting the percentage into a number; multiplying it by 100

[@arashmokhtarbaf5826]

Why v or change in v? Why not change in V over V?

[@Derimmerjung]

If I use the water density = 1000 kg/m3. The change in pressure would be 2.1x10 exp 3. It´s logical?