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A long chain is coiled up at the edge of a table, with a length x hanging down vertically. It is released from rest at time t = 0. In this video we use Newton's second law to find v(x), where v is the velocity of the chain. There are some complications to deal with, for example the variable mass of the moving chain, and energy losses due to inelastic collisions between the links as they're set in motion.
About me: I studied Physics at the University of Cambridge, then stayed on to get a PhD in Astronomy. During my PhD, I also spent four years teaching Physics undergraduates at the university. Now, I'm working as a private tutor, teaching Physics & Maths up to A Level standard.
My website: benyelverton.com/
#physics #mathematics #dynamics #mechanics #chain #differentialequation #integratingfactor #integration #calculus #force #newtonslaws #energy #collisions #inelastic #table #mass #gravity #physicsproblems #maths #math #science #education