The open cylindrical tank is filled with linseed oil. A crack having a length of 45 mm and average height of 2 mm occurs at the base of the tank. (Figure 1) Part A How many liters of oil will slowly drain from the tank in eight hours? Take po = 940 kg/m³. Express your answer using three significant figures. • View Available Hint(s) Figure < 1 of 1 > ΑΣφ ve . Vie = liters Submit 3m Provide Feedback

The open cylindrical tank is filled with linseed oil. A crack having a length of 45 mm and average height of 2 mm occurs at the base of the tank. (Figure 1) Part A How many liters of oil will slowly drain from the tank in eight hours? Take po = 940 kg/m³. Express your answer using three significant figures. • View Available Hint(s) Figure < 1 of 1 > ΑΣφ ve . Vie = liters Submit 3m Provide Feedback

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

The standpipe is connected at C to the field storage tank with oil, and the system is open to the atmosphere at B and E. Suppose that hj = 9 ft , hɔ = 5.5 ft and h3 = 8 ft. Take po = 1.78 slug/ft³. (Figure 1) Figure 1 of 1 B 4 ft E hi F h3 C h2 If the level of oil in the pipe is at F, determine the largest gage pressure in the tank in psi. Express your answer to three significant figures and include the appropriate units. At what level should the oil be in the tank, so that the maximum gage pressure occurs in the tank and the oil doesn't flow out from the tank at B? O F O A ОЕ Ос Ов What is the value of the maximum gage pressure that can occur in the tank if oil doesn't flow out from the tank at B? Express your answer to three significant figures and include the appropriate units.
: Determine the pressure difference between the two points in figure below Oil (S=0.75) X- S, =1 S, = 1 200 mm unu ost4
If a triangle of helght d and base bis vertikal and submerged in liquid with its vertex at a distance "a below the liquid surface, derive and expression for the depth h Do not write the unit. You will only input the numerical answer in the space provided, Unit of the Correct Answer meter Decimal Places required in the feal answer na O hep=a+2d/3-42/1182aa O hepa+ 3d/2+2/118 a-2a/3) O hep -ad/3 +d2/118d/3) O hcpa 2d/3+62/118la+2d/3)
5. For the setup shown in the figure, what is the pressure pA if the specific gravity of the oil is 0.82? (S.G. of Hg 13.6) Air Oil Орen 4 m H,0 320 mm Hg- Figure for Prob. No. 5
1. If the pressure gage, A, in figure 1 reads 2.5kPa. Determine the elevation of the liquid levels (z) in the open tubes B and C if the fluids are at 293K. Hint, specific weight of each fluid can be found online. 2m 1.5 m Air Gasoline Glycerin Figure 1 2-0
You are being asked to determine the heights in tubes B and C (relative to z=0) given the following information: The specific weight of Air is Pair = 11.9N/m3 The specific weight of glycerine is Paiye = 12355N/m3 The specific weight of gasoline is Pgas = 6677N/m3 The gauge pressure at A is Pa = 1.6kPa The height of the tank of air is a = 1.7m The height of the tank of gasoline is y = 1.6m The height of the tank of glyercin is k = 0.95m A в с xm Air y m Gasoline k m Glycerin z = 0 As a HINT, you do not need to know the specific elevations of the tubes B and C entering their respective fluids, but you do need to account for this. Input the height the fluid rises in B to 2 decimal places here: (in metres) Input the height the fluid rises in C to 2 decimal places here: (in metres)
80 min 200 mm 11. The figure shows a high-pressure hand pump used for boosting oil pressure in a hydraulic line. When the handle is in equilibrium at theta=15 deg under the action of a force P-120 N, determine the oil pressure p which acts on the 46 mm diameter piston. (Pressure on the top of the piston is atmospheric). 200 mm piston. Ans: P=0.27 MPa mm
A cylinder glass tubing is 4.4ft long with one end closed and is immersed vertically with the open end down into a tank of cleaning solvent (S.G = 0.83) until only 4.8 inches of it remains above the liquid surface. Determine the fluid rise inside the tube. (Patm = 14.7 psi) Do not write the unit. You will only input the numerical answer in the space provided. Unit of the Correct Answer: in Decimal Places required in the final answer: 2
4. Determine the pressure difference between the points at A and B. Take the density of air as 0.03486 kg/ ft^3. (Answer must be in kPa) 0.2 m Air 0.2 m ha - l4 sin 30° Liquid (S1 = 1.2) 30 [h3=l3 sin 30° 0.4 m Mercury (SHg = 13.6) 0.25 m Z-
Q3/ Two pipes containing water are connected to a compound differential manometer as shown in Fig. Determine the pressure difference between the points at A and B when the specific gravities of mercury and oil are 13.6 and 0.9, respectively. 3366 Im Water S2=0.9 Oil (5091 15 m 03 m Water 0,4 m Mercury (S 13.61
The pressure at point m in the figure shown was increased from kPa. This causes the top level of mercury to move 28 mm in the sloping tube. What is the inclination (angle ). Ans. 85 kPa to 125 34.932 0 X C water mercury
A and B are cross-sections of two pipes with water flowing. These pipes look like To measure the pressure difference between A and B by connecting a U manometer is requested. The heights in the U manometer are given in inches (1 inch=25.4mm). Since Moil=850 kg/m3 and 'mercury=13600 kg/m3 A- Find the pressure difference B. B Oil 8 -H20 10 H20 4 3 Hareketli plaka -Hg-