A closed cylindrical tank of circular cross section has a radius of 4 ft. and a height of 8 ft. Find the approximate volume of insulator required to line the tank completely with a lining of 1" thick. What is the % of the insulator to the volume of the tank? r = 1 h = dr = dh =
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- A sphere is 50 mm mean diameter with a wall 0.5 mm thick. It has an inside pressure of 0.5 MPa greater than the outside pressure. Calculate the change in volume. Take E = 212 GPa and V = 0.25 (Note: Provide answer with at least two decimal places. (the answer is in cubic millimeter, mm³)An open cylindrical tank with the curved portion restraining a body of static fluid as shown in the plot below. The fluid in the tank is water. The room temperature is T=[t] 20 °C. The height from the free surface to the beginning of the curved surface is H= 3.00m. The The shape of the curved surface is a quarter circle.The radius of the circle is R= 1.70m. The width of the cylindrical tank w= 1.3 m (perpendicular to the screen). Answer the questions based on conditions provided. Horizontal distance to the centroid of the rectangular area (A1) above the curved surface from the right boundary of the curved surface, x1 ___________ (m)An 8 inches diameter piston is pushed inside the cylinder having an 8.005 inches diameter. The gap is filled with a lubricant (v= 0.003 ft^2/s, SG=0.80). If the piston is moving at 0.5ft/s, find the frictional resistance wherein there is an engagement of 10 ft.
- What is the required insulation for a 270 ft long pipe with inner radius 3.55 inches. Foam will be used with K value 0.02. Outside temperature is 135 degrees F. Please show calculations.As shown in the figure, when the temperature was 20 ° C, a 0.5 mm gap was left. Just determine the approximate value of the Temperature (° C) needed to close the gap.I want to know how much heat the tube lost due to the material it is made of aluminum or steel. Even if it is a small difference in temperature. I want to know which material Conduct Heat the Best through this problem. material: Aluminum, steel ( the dimensions are the same for both) temperature touching cylinder: 65 Celcius temeprature inside cylinder 64.5 celsius room temperature 24 celcius Tube measurements outer radius r1 r1 = 4 in inner radius r2 r2 = 3 in outer circumference C1 C1 = 25.132741228718 in inner circumference C2 C2 = 18.849555921539 in height h = 8 in wall thickness t = 1 in
- The surface tension of mercury at normal temperature compared to that of water is less. Select one: True FalseA silo for storing grains has a height of 105 feet above the ground and a radius of 1.5 meters supplies grains in an industrial process. The SILO has at its base a pipe with a radius equal to 1.27cm that supplies the industrial process. To meet the needs of the industrial process, the supply pipeline must be capable of supplying grains with a volumetric flow of 2.5 L/Seg. (a) If the grains flow at the maximum amount, what would be the pressure in the pipe at the bottom of the SILO? (b) A smaller pipe, 0.5 in. in diameter, supplies another silo, at a distance of 23.6 feet above ground level. What are the flow velocity and the pressure of the beads in this pipe? CONSIDER A DENSITY FOR THE GRAINS OF 1.2X103Kg/m³ Answer part to: 6x105 Pascals answer part b: 24.3 m/s and 4.8x105 PascalsA 1-in diameter cylinder 10 in long falls at 0.6 ft/s inside a tube of slightly larger diameter. A castor-oll film (u=6x10-3 lb-s/ft2) of constant thickness is between the cylinder and the tube. Determine the clearance between the cylinders in the tube in inches. (S.G for steel = 7.85)
- A grain silo is filled with 2 million pounds of wheat. The area of the silo’s floor is 400 ft2. The height of the silo is 23 ft. 1) Find the weight density of the wheat. 2) Find the pressure on the floor in lb/ft3 and in psi.I need help on this question: Q. Two vats are connected by a submerged pipe with a square cross-section, as shown in Figure Q2. A hinged valve in the centre of the square pipe prevents the fluid in both vats mixing. The valve door is square and has a cross sectional area L x L, and the hinge is at the top of the door. The fluid depth in the first tank is h1 and the depth in the second tank is h2. a) The fluid in vat 1 exerts a horizontal force, F1, on the valve door when it is closed. Express F1 in terms of h1. b) The fluid in vat 1 exerts a moment, M1, on the valve door (acting about the hinge at the top of the door) when it is closed. Express M1 in terns of h1. c) Considering the fluid in both vat 1 and vat 2, express the net moment on the door in terms of h1 and h2 when it is closed.Mercury with a surface tension of 0.514 N/m is inside a tube of 2mm Diameter. Compute the force caused by surface tension in N Choices are: A. 0.00247 B. 0.000247 C. 0.0247 D. 0.247