CRANFIELD UNIVERSITY F MORTEL CRANFIELD TEAM F1: THE FRONT WING SCHOOL OF ENGINEERING CRANFIELD COLLEGE OF AERONAUTICS MSc THESIS CRANFIELD UNIVERSITY SCHOOL OF ENGINEERING CRANFIELD COLLEGE OF AERONAUTICS MSc THESIS Academic Year 2002-2003 F MORTEL Cranfield Team F1: The front wing Supervisor: P A RUBINI September 2003 This thesis is submitted in partial fulfilment of the requirements for the degree of Master of Science © Cranfield University 2003. All
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Pneumatic Conveying Systems Course No: M05-010 Credit: 5 PDH A. Bhatia Continuing Education and Development‚ Inc. 9 Greyridge Farm Court Stony Point‚ NY 10980 P: (877) 322-5800 F: (877) 322-4774 info@cedengineering.com PNEUMATIC CONVEYING SYSTEMS A pneumatic conveying system is a process by which bulk materials of almost any type are transferred or injected using a gas flow as the conveying medium from one or more sources to one or more destinations. Air is the most commonly used gas
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Unit and Hydraulic Bench): Sketch a labeled schematic diagram of the Venturi tube and the interior functions of the hydraulic bench. Theory: Starting from a fluid element along a streamline derive the Bernoulli equation for steady one-dimensional flow of an incompressible‚ inviscid fluid: is the specific weight of the fluid‚ z is the elevation‚ V is the velocity on the center streamline in the Venturi tube‚ P and P0 are the static and stagnation (total) pressure‚ respectively. Then
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to environment‚ and evaporation to the energy and mass balances are assumed to be negligible. Variables and Parameters: ‚ Mass of bulk liquid; ‚ heat capacity; ‚ Temperature of bulk liquid; ‚ flow rate of heat transfer fluid in jacket; ‚ heat capacity of heat transfer fluid in jacket; ‚ jacket inlet temperature; ‚ jacket outlet temperature‚ ‚ overall heat transfer coefficient times area. Balance Equations: where‚ Pilot Plant Data: The following data relating bulk liquid temperatures
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10 cc/sec of 5 cp fluid through arock (assume horizontal system‚ i.e.‚ z´ is perpendicular to flow direction) having a permeability of 50 md and an area of 5 cm2? Problem 4: For a linear flow‚ Darcy’s law in oil field units is written as; Assume a channel reservoir that is inclined at 30o from horizontal and the pressure at the left end of thechannel is 1000 psia. Find the pressure 2500 ft away going in the uphill direction if the fluid density is 50 lb-mass/ft3 and the fluid is at rest. Problem
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Wilkerson Company is a fluid control devices manufacturer and they supply products to manufactures of water purification equipment. The company has established a strong brand name in the industry because of the high quality of its valves. Over the year‚ the company has extended their product range to pumps and flow controllers. The main learning outcome from analyzing the case study is manufacturing overhead cost allocation. Exhibit 2 in the case study shows pumps has a highest manufacturing overhead
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SUMMARY This experiment has four objectives to it of which are measuring the standard performance characteristics of the pump‚ comparing the performance characteristics for three different Reynolds numbers and explaining the effects observed and to also make predictions about the performance for a pump with an impeller diameter of 228mm using the data obtained in the experiments. This experiment was conducted under room temperature. The motor was first adjusted to 3000 rpm and the input valve which
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increases velocity and decrease pressure while an Orifice plate is a device which measures the rate of fluid flow. The Venturi Tube and Orifice Plate are basically used to determine flow rate in piping systems. Both of them used the same principle which is Bernoulli’s Equation. Based on Bernoulli’s Equation which says that there is a relationship between the pressure of the fluid and velocity of the fluid. In a flow metering device‚ the downstream pressure before an obstruction will be higher than the
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the drive shaft. This rotates the impeller within the pump‚ pressuring the liquid and forcing it to circulate. In a perfectly efficient system‚ all the electrical energy‚ Ee would be converted to shaft energy‚ Es. This in turn will be converted to fluid energy in the water‚ Ew. The expressions of
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ME313L Fluid Mechanic Lab Manual (DRAFT) Pipe Friction Experiment Object: The friction loss in a small-bore horizontal pipe is to be determined over a wide range of Reynolds number. Both laminar and turbulent flow regimes are to be studied. Equipment: Air valve Water manometer Mercury U-tube Isolating tap meter From water supply Needle valve Test tube Figure 1 Pipe friction apparatus A. Laminar Flow The laminar pipe friction apparatus is shown above. It consists of a water loop. The
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