The olive oil is flowing between the two parallel plates which has 0.072 m diameter.The lower and upper plates are being pulled at a relative velocity of 0.45 m/s and 0.13m/s. The olive oil viscosity is 3.2x10² Pa•s at 323 °K. Calculate the shear stress and theshear rate for olive oil. If soybean oil having a viscosity of 1.123 kg/m.s was usedinstead of olive oil, what would be the new relative velocity in m/s?

Write the diameter of olive oil which is in two parallel plates. d=0.072 m Write the relative…

The olive oil is flowing between the two parallel plates which has 0.072 m diameter. The lower and upper plates are being pulled at a relative velocity of 0.45 m/s and 0.13 m/s. The olive oil viscosity is 3.2x102 Pa-s at 323 °K. Calculate the shear stress and the shear rate for olive oil. If soybean oil having a viscosity of 1.123 kg/m.s was used instead of olive oil, what would be the new relative velocity in m/s?

The olive oil is flowing between the two parallel plates which has 0.072 m diameter. The lower and upper plates are being pulled at a relative velocity of 0.45 m/s and 0.13 m/s. The olive oil viscosity is 3.2x102 Pa-s at 323 °K. Calculate the shear stress and the shear rate for olive oil. If soybean oil having a viscosity of 1.123 kg/m.s was used instead of olive oil, what would be the new relative velocity in m/s?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Q1) A shaft of diameter (d glycerin-filled sleeve as shown in Figure. The glycerin to be used has a dynamic viscosity of 1.5 Pa.s, and the cable is pulled by 140-N tensile force. If the cable is to be pulled at a velocity of 3.68 m/s and the velocity profile equation though glycerin is (u = 2.4y + 80y2), what is the length of the sleeve that can be used to provide this velocity? Assume that the cable can be kept at the center of the sleeve. = 41-mm) is to be pulled through a (44.1)-cm-diameter Sleeve Shaft P
In mechanical fluid
Two plates are positioned at distance of 1.3 mm from each other. One of the plates is moving at velocity of 0.5 m/s; the movement requires a shear stress of 5 N/m². Calculate dynamic viscosity of the fluid between the plates by assuming linear velocity distribution. Round off the answer to three decimal digits in kg/ms, but enter the answer without the unit. Answer:
A titanium cylinder having a diameter of 50 mm in diameter and 540 mm long falls inside a vertical tube 50.5 mm in diameter. The density of the titanium cylinder is 6846 kg/m3 . The space between the cylinder and the tube is a film of glycerine at 15oC with a viscosity of 0.567 Pa-s. What is the speed of the cylinder as it falls the tube?