Question

2. Given the following velocity distribution: (Po – P.)R? [1 - 01 v (r) = 4 4uL A. Find the volume rate of flow (Q) through an area element, rdr de. Assume range values for limits to solve above equation Hint: dQ = v,r r.dr.de.(10 pts) B. Glycerol at 26.5°C is flowing through a horizontal tube with 0.1 inch inside diameter, 1 ft long, a drop pressure of 40 psi and volume flow rate (Q) of 0.00398 ft/min. The density of glycerol at 26.5°C is 1.261 g/cm3. From the flow data above, find the viscosity of glycerol in centipoises. (10 pts) A velr) = APP C. Determine if the rippling effect will be negligible. (5 pts) Q 2T (PO - PUJRA [1- (3) uc 4117-16 EC dQ = (Po-PL) R² do 4UL par ce IQ = T(Po-PL) RY 8uL Q = vzor.dr.do - Seven code |2017-01 Ganho vzor. dr Podbe T-LB)* do otras ~ |- Portes By C en pag 54uL Q = an (Po-Pele? TERDES .

This is a Fluid Mechanic course. Please note that these results are possibly wrong. I would like to know how to solve the problem. Please, be clear to allow me to understand where the values came from, and if you use any value from a table or constant, make a small note beside.

Answer 1

ANSWER:-

VOLUME FLOW RATE;-

The volume flow rate of a fluid is defined to be the volume of fluid that is passing through a given cross sectional area per unit time.

RIPPLE EFFECT:-The continuing and spreading results of an event or action:-