N5D.4 (e) and (f) both sides of the x component of Newton's second lav v, and take the indefinite integral of both sides.) Rich- N5D.4 We have seen that the drag force between a fluid and an...
both sides of the x component of Newton's second lav v, and take the indefinite integral of both sides.) Rich- N5D.4 We have seen that the drag force between a fluid and an object moving through that fluid is proportional to 2 if the object is big and/or fast and/or the fluid is not a m ery viscous but is proportional to löl if the object is small Slo At kin d/or slow and/or the fluid is very viscous. But how can you really tell what formula to use? It turns out that you can tell by calculating a unitless constant physicists call an a object's Reynolds number. We define this number to be N5 (N5.20) where L expresses the object's size (it does not really mat- ter much if this is the object's length, width, or depth), and vis the fluid's kinematic viscosity (v 13 x 10-6 m2/s for air, 1.0 × 10-6 m2/s for water, 76 × 10-6 m2/s for honey, all at room temperature and standard pressure). The approx- imate rule is that if Re 1000, then | FolxI and if Res1, then | FD | χ . Between those values, neither formula works very well a) Consider a basehall 0075 ml moing at 20 l