I need a final answer asap. AhThe tank of water with a radius of R=1.1m is filled with a liquid to a height of Z=2.9m when it is stationary as shown in the left diagram. Assume in all cases, the tank walls are high enough and the liquid does not overflow. In your calculations use the value of gravity as 9.8 m/s2.If the tank then rotates at a speed of w-1.5rad/s as shown in the right image, determine Ah in meters to at least 3 significant figures.Answer:What is the minimal rotational speed that would result in the base of the tank being exposed to air (i.e. h,=0)? Answer in SI units to at least 2 decimal places.Answer:

Answered: Image /qna-images/answer/963a82ee-4fae-4a03-a1ba-d30c85b9e217.jpg

Ah h. The tank of water with a radius of R-1.1m is filled with a liquid to a height of Z-2.9m when it is stationary as shown in the left diagram. Assume in all cases, the tank walls are high enough and the liquid does not overflow. In your calculations use the value of gravity as 9.8 m/s If the tank then rotates at a speed of w-1.5rad/s as shown in the right image, determine Ah in meters to at least 3 significant figures. Answer: What is the minimal rotational speed that would result in the base of the tank being exposed to air (ie. ho-0)? Answer in SI units to at least 2 decimal places. Answer:

Ah h. The tank of water with a radius of R-1.1m is filled with a liquid to a height of Z-2.9m when it is stationary as shown in the left diagram. Assume in all cases, the tank walls are high enough and the liquid does not overflow. In your calculations use the value of gravity as 9.8 m/s If the tank then rotates at a speed of w-1.5rad/s as shown in the right image, determine Ah in meters to at least 3 significant figures. Answer: What is the minimal rotational speed that would result in the base of the tank being exposed to air (ie. ho-0)? Answer in SI units to at least 2 decimal places. Answer:

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

A box with one inlet and two outlets is shown in the figure below. The fluid is oil with a specific gravity (SG) of 0.79. The weight of the oil in the box is 2500 N. Only the outlets are open to the atmosphere. Calculate the force components Fx and Fy required to hold the box stationary. Neglect the weight of the box. Q3 = 3.0 m3/s V3 = 1.5 m/s V2 = 2.0 m/s 03 = 60° 02 45° Q1 Vị = 2.0 m/s P1 = 4000 Pa = 5 m/s F, F, Fx i 14330.9 N Fy i 5918.47 N II
A cylindrical vessel 15 cm diameter and 40 cm long is completely filled with water. The vessel is open at the top. Find the quantity of water left in the vessel in cm^3, when it is rotated about its vertical axis with a speed of 300 rpm.
Example 2 What fraction of the mass flow rate m is diverted down the plate shown below? Neglect friction between the water and the plate and the effect of gravity. Calculate the force F required to hold the plate stationary. V2 solution: V = 30 m/s Water in the x-direction F = M - M, in out m=5kg/s But F, =0 → M, out - M, in = V,m, - V,m, = V,m, -V,(m– m,) 45° M. x out M, in = V, cos 45m
Consider a cubical water tank with a side length of 3 m. The tank is half filled with water, and is open to the atmosphere with a pressure of 100 kPa. Now, A truck carrying this tank accelerated at a rate of 5 m/s^2. The maximum pressure in kPA in the water is
A pipe with an internal diameter ϕ = 200 mm performs a gravitational discharge from a large pond (point “0”) downwards, as shown in the diagram in the figure. The discharge occurs at D, open to the atmosphere. It is known that the pipe wall is hydrodynamically smooth and that secondary losses are negligible, but not friction losses. All dimensions indicated in the figure are in (m). Consider v=10-6m2/s (Kinematic viscosity), g= 9.81 m/s2 and f=0.0104 (Darcy friction factor) a) Determine the average velocity and the flow rate Q of the flow that circulates in the pipe
In the figure below, a fluid with a specific gravity of 0.77 is flowing. The mass flow rate is recorder to be 18.5 kg/s and the pressure gage at point 1 is 175 kPag. Point 2 is right after the nozzle. The diameter of the nozzle is 4.87 cm. Note that the angle shown is 35 degrees. Determine the velocity at point 1 in m/s p = 175 kPag 7.75 cm--
SITUATION 7. The acceleration of a particle is given by a = −k²s, where a is in meters per second squared, k is a constant, and s is in meters. Determine the velocity of the particle as a function of its position s. Evaluate your expression for s = 5m ifk = 0.1m-¹5-² and the initial conditions at time t = 0 are so = 3m and vo=10m/s. SITUATION 8. A balls is thrown vertically up with a velocity of 30m/s at the edge of a 60m cliff. Calculate the height h to which the ball rises and thee total time t after release for the ball to reach the bottom of the cliff. Neglect air resistance and take the downward acceleration to be 9.82m/s².
The velocity profile of a liquid flowing through the pipe is approximated by the truncated conical distribution as shown in (Figure 1). Suppose that V = 4 ft/s. Hint: The volume of a cone is V= πr² h. 0.3 ft 0.6 ft 0.3 ft V Determine the average velocity of the flow.
Q3) when we put in the class tube have diameter 1.5 mm liquid with mass density900 kg/m3 , the liquid rise in the tube about 15 mm . Calculate the surface tension force?
5. A 2-kg wrecking ball attached to a spring with a force constant of 30 N/m oscillates on a frictionless, horizontal air track. At t=0, the wrecking ball is released from rest at x=-3 cm (that is, the spring is compressed by 3 cm). Find the maximum speed in m/s.
A tank has a circular 60 mm in diameter located at its side. Its bottom is elevated 19 m above the ground with the orifice 1 m above the tank bottom as shown. Neglecting air friction, what is the horizontal distance from a point on the ground immediately below the edge of the tank where the water trajectory will strike if the tank is filled 10 m above the orifice. Use ?? = 0.97.
!! A semicircular water tank of dia. 1.0 m is connected to a pipe of 0.1 m in dia. as can be seen in Fig. Initially if the fluid height inside the tank is 0.1 m, compute the time required to fill the rest of the tank. D= 1.0 m V2 = 2 m/s V = 3 m/s d = 10 cm I B t