Consider the (Figure 1). Figure FR = Submit B Value -1.5 m Determine the magnitude of the hydrostatic force acting on gate AB, which has a width of 1.1 m. Water has a density of p=1 Mg/m³. Express your answer to three significant figures and include the appropriate units. Units 124 ? Units input for part A Previous Answers Request Answer < 1 of 1 X Incorrect; Try Again; 5 attempts remaining 2 m
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- The cross-section of an open tank is shown below at left. BC is a cylindrical surface with radius r = 6 ft, and the tank water depth is h = 10 ft. A free body diagram (FBD) for hydrostatic analysis is shown below at right. Use this information to solve problems 12 through 15 on a per unit width (into the page) basis. FBD: A B B OThe magnitude of the horizontal force Fy is nearest 1a) 490 lb/ft width of tank (b) 1610 Ib/ft width of tank (c) 3120 Ib/ft width of tank (d) 12.5 Ib/ft width of tank (e) None of the above are close to being correct ) The center of pressure Yp is ft below the water surfa The magnitude of the vertical hydrostatic force Fy is nearest (a) 1765 Ib/ft width of tank (b) 3744 Ib/ft width of tank (c) 1980 Ib/ft width of tank (d) 10.4 Ib/ft width of tank (e) 675 Ib/ft width of tank The location of Fy left of side AB is nearest ft OST or DISTREBUTE - THANK YOUQuestion 2 A gasoline line is connected to a pressure gage through a double U-manometer, as shown in fig below. If the pressure gage is 370 kPa, determine the gage pressure of the gasoline. Oil SG 0.79 Pse=370 kPa Enge Gasoline SG=0.70 45 cm 50 cm Pipe Air 22 cm 10 cm Mercury SG= 13.6 Water FIGURE P1-112 Add a caption... > Gideon YalleyA tank is 6 m long, 4 m wide, 5 m high, and contains kerosene with density 820 kg/m³ to a depth of 4.5 m. (Use 9.8 m/s² for the acceleration due to gravity.) (a) Find the hydrostatic pressure (in Pa) on the bottom of the tank. 36162 Pa (b) Find the hydrostatic force (in N) on the bottom of the tank. 867888 N (c) Find the hydrostatic force (in N) on one end of the tank. N
- Q1: Apply appropriate solution method using math principles to prove that "the pressure at a point in a fluid has the same magnitude in all directions". Support your answer with sketch. Answer: Px Pz = Pn P are the mean pressures at the three surfaces in the x- and z-directions. Q2: Formulate the issue and identify key variables to prove that [AP = P2 - P, = pg Az = y, Az], where y, and p are the specific weight and density of the fluid, respectively. Az is the vertical distance. Support your answer with sketch. Q3: From fluid mechanics science perspective, define the center of gravity and the center of pressure. Q4: Identify the hydrostatic force acting on the top surface of a submerged rectangular plate by applying principles of engineering for the following cases: 1 tilted plate, (2 vertical plate, and 3 horizontal plate. Support your answer with sketch. Q5: By applying principles of fluid mechanics science, define the "rigid-body" and identify its features. Q6: Formulate the issue…Write T as an answer if the statement is true and F as an answer if the statement is wrong. If your answer is F, then correct the statement Example: Q1- Sinop is a southern city located at Anatolia. A typical answer 1- F: Sinop is a northern city located at Anatolia. Question2-1 Thermal hot wire anemometers measure the temperature of the flow, and they are very small devices which do not disturb the flow significantly. Question2-2 Using a Laser Doppler velocimetry, one can measure the velocity information at a cross section instantaneously. Question2-3 An obstruction flow meter can be used to measure the velocity profile around a car in a wind tunnel. Question2-4 The exact value of the discharge parameter of an orifice meter should be supplied by the producer because it has a design based value.On an alien planet, the law that expresses the flow of blood through a blood vessel, F, as a function of the radius r of the vessel is f=kr5/2where k is a constant. Certain geological features of this planet produce a gas that changes the radius of blood vessels by 5% at the time of inhalation. What would the corresponding increase in blood flow through the vessel at this time be? Write 1-2 sentences explaining how you found your answer.
- Two students are playing catch outside. One throws the ball too high and overshoots his friend, hitting the streetlight - whoops! What is the height hB of the ball when it passes over player B? VA В hB ho A ha ha * dBc dAB dAB = 27 ft h4 = 8 ft dBC = 4 ft h. = 10.7 ft 0 = 29° What is the magnitude of v4? Enter your answer correct to two 2 decimal places. ft/s VAE Reading lis es This course EHide blocks O a. Graph D O b. Graph C O c. Graph B O d. Graph A In the Boyle's Law Demonstration experiment, the total volume of the measuring chamber is 1 liter and the total height is 200 mm. If the oil height in the measuring chamber is 50 mm then the corresponding air volume is equal to: Select one: O a. 0.25 milliliter. O b. 0.75 liter. C. 0.75 milliliter. O d. 0.25 liter. The control console in Temperature Measurement Methods experiment can be used to display the voltage and the temperature of a thermocouple of type K. Select one: O a. FalseThe pressure difference between 2 points is 100,000 Pascals of a fluid column with height of 4 meters. The specific gravity of the fluid is closest to what value? The answer has a margin of 0.05 from the exact answer.
- Assignment 3 On Viscosity Calculation - Word TOUT REFERENCES MAILINGS REVIEW VIEW Hyperlink P Bookmark tArt Chart Screenshot Apps for Office Online Video Cross-reference Comment Header Footer Page Number Text Quick WordA Box Parts - ns Apps Media Links Comments Header & Footer (2) Referring to the following figure, the distance between plates is Ay = 0.5 cm, Av: = 10 cm/s, and the fluid is ethanol at 273 K having a viscosity of 1.77cp (0.0177 g/cm s). (a) Calculate the shear stress ty and the velocity (b) gradient of shear rate -/dy using cgs units. (c) Repeat using SI units. A Torce Fdshear berween teoparailel platesB. Read are these sentences and choose the True or False. Answer only five 3-The Fluid friction apparatus in (major losses turbulent flows experiment) it is: h/ u V hoc u Log Ihl Where: h:the loss of head due to pipe friction. u :the velocity. 4- The Reynolds number is a ratio of an inertia force operation to a viscous force. Log lulThe plate R in the figure below, bounded by the parabola y = x2 and y = 1, is submerged vertically in water (distance in meters). Calculate the fluid force F on a side of R. (The density of water is p = 103 kg/m3 and the gravitational acceleration g is 9.8 m/s2. Round your answer to two decimal places.) F = N y Water Surface 1-y fy) Vy, y) R y = x²