The unsteady flow of glycerin is such that at A it has a velocity of VA = (5 t/2) m/s, where t is in seconds. (Figure 1) Part A Determine the acceleration of a fluid particle located at x = 0.3 m when t = 1 s. Hint: Determine V = V(x, t), then find the material derivative. Express your answer to three significant figures and include the appropriate units. HÀ ? a = Value Units

The unsteady flow of glycerin is such that at A it has a velocity of VA = (5 t/2) m/s, where t is in seconds. (Figure 1) Part A Determine the acceleration of a fluid particle located at x = 0.3 m when t = 1 s. Hint: Determine V = V(x, t), then find the material derivative. Express your answer to three significant figures and include the appropriate units. HÀ ? a = Value Units

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)

5th Edition

ISBN:9781305084766

Author:Saeed Moaveni

Publisher:Saeed Moaveni

Chapter10: Force And Force-related Variables In Engineering

Section: Chapter Questions

Problem 23P

See similar textbooks

Similar questions

Pitot tube is an instrument that is used to measure flowrate in a pipe. Figure 3 shows water flowing through a pipe with pitot tube attached to a U-tube manometer containing Fluid X. Given the difference in height in the manometer, h, calculate the flowrate through the pipe by showing the application of Bernoulli Equation and Hydrostatic Pressure Equation. Details of the parameters are as follows; Difference in manometer, h = 0.1 m Density of water = 1000 kg/m3 Density of Fluid X = 12000 kg/m3 Diameter of pipe = 0.3m
Q1: Given the following quantities Q= discharge, ∆? ? = pressure drop per unit length, ?= viscosity, D= diameter Use Buckingham theorem to find an expression relates Q with the other quantities.
In the figure, fluid A has a specific gravity of 0.90 and fluid B has a specific gravity of 3.00. Determine the pressure at point m.
Refer to the flow shown in the figure. The velocity before the contraction is 1.51m/s. Given: h=0.20m D1=0.103m D2=0.057m Determine the height of the fluid in the manometer, H, in meters
Kim Jisoo discovered an element (1.43 kN/m3) that flows through a 100 mm (diameter) pipe at a mean velocity of 3 m/s. Find the volume flow rate in L/s. Round off to one decimal place.
Consider the parallel springs shown in the accompanying figure. Realizing that the deflection of each spring in parallel is the same and the applied force must equal the sum of forces in individual springs, show that for springs in parallel the equivalent spring constant Ke is
A string is wrapped around the hub of the spool. a pull at the end of the string causes the spool to roll on the horizontal plane without slipping. At a certain instant, the angular velocity and angular acceleration of the spool are as shown in the figure. For this instant, find (a) the acceleration of the point D on the spool; (b) the acceleration of point B ; and (c) the acceleration a0 of the end of the string.
The liquid reservoir in the figure accelerates to the right with its fluid moving like a rigid solid. Determine the modulus of the horizontal acceleration. Consider the fluid to be glycerin at 20 ° C, whose specific gravity is 1.263.
Figure shows a slender uniform rod with mass M and length L. It might be a baton held by a twirler in a marching band (without the rubber end caps). (a) Use integration to compute its moment of inertia about an axis through O, at an arbitrary distance h from one end. (b) Initially the rod is at rest. It is given a constant angular acceleration of magnitude a around the axis through O. Find how much work is done on the rod in a time t. (c) At time t, what is the linear acceleration of the point on the rod farthest from the axis?
a = 1 m b = 2 m c = 3 m Force AB = 500 Newtons Find the Projected Force to direction AC in N. (Hint: Dot Product). If the calculated answer is not whole number, express it in 4 significant figures. If the value is negative, include a negative sign.
A container is filled with different layers of various liquids, as shown in the figure,Determine: a) the pressure difference between the top surface and the bottom of the cylinder and b) the pressureabsolute at the bottom of the cylinder if the atmospheric pressure is equal to 100Kpa. solve step by step
In Figure below, calculate Fx and Fy per unit width of the cylinder