Forced Vibrations of a Single Degree of Freedom System (SDOF) & Dynamic Instability

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The solution to the forced vibration problem of the simple harmonic oscillator (SHO) and the characterization of dynamic instability (resonance).
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Thanks a lot my lecturer made this all seem like rocket science.

malisemichael
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Awesome lecture slides, as always! The brilliant and concise explanation allows me to understand and grasp this subject and not get lost on our lecture slides, since the lecture slides our explanation-minimal and more on equations mostly.

AJ-etvf
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Omg ur voice similar to Professor snape in harry potter 😭

harithzahid
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amazing channel, I m so happy I found it

linouchette
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Finally i got it. Thanks for your help.

albertpicher
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what would the equation of motion be for damped forced vibration SDOF system?

mavimutfak
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why didn't you use the x(t)=Xe^iwt method?

yumengli
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Plz if possible upload some problem solve...

nyajumbame
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Great video. What kind of sketching setup/software are you using?

trailblazingfive
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but how do you solve for C1 and C2 when the initial speed and displacement are both zero?

jrtrack
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+Freeball
what is the reason for multiplying particular solution with t during resonance
can i get any link for that explanation

ajith_nandan
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please, can you tell me what is the program you are using?

كنوز-عد
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How to put 5, 6, 7 into 1 is still beyond me. Good video otherwise, as usual.

Ivan-mpff