Poiseuille's Law | Harvard Natural Sciences Lecture Demonstrations
Poiseuille's Law | Harvard Natural Sciences Lecture Demonstrations
Apr 5, 2017
harvard.edu
According to Poiseuille's law, the resistance to flow of a blood vessel, R, is directly proportional to the length, l, and inversely proportional to the fourth power of the radius, r . If R=25 when l=12 and r=0.2, find R, to the nearest hundredth, as r increases to 0.3, while l is unchanged. | Numerade
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Random Videos on Instagram: "This simple demonstration reveals a life-saving principle of physics that every doctor, nurse, and paramedic relies on in an emergency. The video shows that a smaller gauge number on an IV catheter corresponds to a much larger diameter, and therefore a dramatically faster flow rate. This isn’t a linear increase; it’s an exponential one, governed by a principle of fluid dynamics known as Poiseuille’s Law. In simple terms, this law states that the flow rate through a t
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