Vibration Of Membranes

[@jhaul12]

Nice explanation…This would be neat to see solved numerically like the previous pendulum and harmonic oscillator videos.

[@ozankarakoc9574]

Thank you. Looking forward to plate vibration.

[@saurabhsaini1249]

thank you for this

[@anshupriyaagrawal6227]

Please make something on relavity

[@omranalfortei5328]

thank you

[@aesmon]

good content, thank you

[@IanHarris-fp6dq]

excellent

[@MrKA1961]

Would you make a version with radial vibrations of an inflated ball (or soap bubble...), i. e in spherical coordinates with vibrations along r? I know it leads to spherical harmonics but I always mess up the equations...

[@Freeball99]

Will add this to my To Do list.

[@joaago1]

Is it possible for you to start a lecture series on Homogenization theory and Classical Laminate Theory?

[@Freeball99]

This is somewhat outside the scope of this material. I will eventually get to composite materials, but might take me a while.

[@王昱翔-t9s]

Thanks!

[@MissPiggyM976]

Why Beta square is assumed bigger than alpha square ?

[@Freeball99]

Sorry for the delayed response, but I somehow missed this until now... The condition β*β > α*α physically implies that the spatial frequency components must be real and non-zero to ensure wave-like behavior across the membrane. If this were not true, we would get exponential growth or decay rather than wave patterns.