Kingsport, Tennessee to manufacture specialty chemicals. The purpose of this project isto determine the effect of sparger ring diameter, D S, and gas flow rate, QG, on the liquid phaseresidence-time-distribution in a bubble column. In this CFD study, an algebraic slip mixture model(see Manninen et al., 1996; Ivanov et al., 1999) is used to simulate an air/water mixture in a columnof diameter D (= 2.4m) and height H (= 19.2m). The volume of the column, V, is approximately 91m3. The volumetric flow rate of the liquid phase, Q L, is about 89 m3/h; the gas rate, QG, is varied from~800 m3/h to ~ 2,400 m3/h. Thus, for the conditions studied, the superficial mean residence time ofthe liquid phase is about 3,600s whereas the superficial mean residence time
Page 7.130.4 Proceedings of the 2002 American Society for Engineering Education Annual Conference & Exposition Copyright © 2002, American Society for Engineering Education Home Page Site Navigation Interactive Tutorial Instrumentation Software Learning Q/A Notes Modules Highly interactive, More involved Extensive short questions questions with references with with a reply for detailed solutions
. Page 7.921.8 Proceedings of the 2002 American Society for Engineering Education Annual Conference & Exposition Copyright © 2002, American Society for Engineering EducationTable 2 shows relevant results from our course-end feedback for the spring semester of 2001.These data are for seven students who were participating in three different projects wesupervised: Popolopen Brook Float Bridge, Renovation of Walden Humane Society (redesign ineffort to gain funding from towns the Society served), and West Point Lower Post RecreationalCenter (provide design to assist community leadership in future decision Table 2: Course-End Feedback Responses Q.# USMA-Standard
. æ Qö ç k - ÷tC NO - (t ) = e è Vø 3åC x Q = M NO3- TOTALN IN SOIL - M NO - = N N Re maining 3Biomix Reaction Cells Cell Number Volume of Water, L 1 2.53 2 2.14 3 1.91 4 2.53 5 2.74 6 3.55The K constant to be used for the nitrification process is 2.6 mg N/kg soil per day. (Sumner C -174)The volumetric flow rate per week is based on 1
, J-Q., Lim, T. T, Warnemuende, E., and Grant, R . E. “Air Quality Measurments at a Laying Hen House”, animated web page at http://65.116.164.195/EPAmain.htm, as accessed November 30, 2001.10 Ileleji, K., Personal Communication, December 2001.11 Mumford, R., Fairfield Manufacturing Company, Lafayette, IN, Personal Communication, December 2001.12 Bhate, A., Johnson Controls, Detroit, MI, Personal Communication, January 2002.13 Sumali, H, “Aquisição de Dados e Intrumentação” (Data Acquisition and Instrumentation), class home page at http://pasture.ecn.purdue.edu/~abe591s/Brazil.html (in Portuguese), as posted in December 2000.14 Instrument Society of America (ISA), ISA Educational Foundation, http://www.isa.org/efsrecipients.html
q time Fnet = dp/dt = d(mv)/dtFree-Body tnet = dL/dt v Slope orDiagram = d(Iw)/dt or derivative w time Area or a
thesenewer version there are some changes being made to facilitate all the companies trying toachieve certification. Changes include new requirements, new flexibility, new emphasis, newstructure and new approach [1].Historically the ISO 9000 standards were created from a chain of earlier military andgovernmental quality standards for example US military (Mil-Q-9858A) and NATO (AQAP-1). In 1979, the British Standards Institution issued “BS 5750”, which along with otherexisting standards such as Canada “Z-299” quality standards became the eventual basis forthe present ISO9000 international standards. After ISO 9000 was issued, the BritishStandards Institution revised “BS 5750” to conform to the new composite standard [2].ISO 9000 is fairly simple to
= v¥ log c d D' 1 cd = - q ¥c 2 log Re At V ¥=V 1, the drag on the airfoil is D'1 . ' For V ¥=2V 1, the drag on the airfoil is D 2 . (a) D'1 > D '2 (b) D1 = D 2 ' ' (c) D'1 < D '2 (d
American Society for Engineering Education Annual Conference and Exposition Copyright © 2002. American Society for Engineering Education load of the next day at the same time point. For example, if in the past three days the loads were X Btuh, Y Btuh and Z Btuh, then, according to a certain prediction algorithm used, the control system may predict “tomorrow at that same time, the load to be Q Btuh”. According to this prediction, the control system may open more hot water valve, speed up the fan to give more heat to the room just shortly before the scheduled time point, or the system may do something in the opposite direction “to obey and to optimize”. The actual load may be different from the predicted one at the
Engineering Education Annual Conference and Exposition Copyright © 2002. American Society for Engineering Education loads were X Btuh, Y Btuh and Z Btuh, then, according to a certain prediction algorithm used, the control system may predict “tomorrow at that same time, the load to be Q Btuh”. According to this prediction, the control system may open more hot water valve, speed up the fan to give more heat to the room just shortly before the scheduled time point, or the system may do something in the opposite direction “to obey and to optimize”. The actual load may be different from the predicted one at the scheduled time: this difference can be compensated by the control system by slightly adjusting the relevant
system was devised during WWII to help military personnel enrolled in specialprograms at a university to read faster and study better. It involves the following, for which itgets its name: S = Survey: Leaf through an assigned chapter reading headings and subheadings, skimming topic sentences, and reading summary and concluding paragraphs. Q = Question: Turn headings and subheadings into questions by preceding them with who, what, when, where or how. R = Read: After a question is framed, read the ensuing paragraph or section to answer the specific question. R = Recite: Immediately after reading, look away from the page and recite what you have just read in your own words. R = Review
1 m pv 2 η= 2 (3) m f Q HVwhere mp is the mass of the potato, v is the exit velocity of the potato, mf is the mass of fuel in thechamber of the potato gun, and QHV is the heating value of the fuel.While equation (3) may seem simple enough with only four variables, the students had to makeassumptions and/or estimations about each variable in equation (3). The students understood thatthe objective of their first five-week project was to obtain repeatable results using the potato gun.They further understood that because of some assumptions that they
offered.Course Design and DeliveryCS/EE Online courses are delivered via the World-Wide-Web in the form of hypertext files.This permits a wide range of options for course design and implementation. All courses aredesigned to facilitate asynchronous and self-paced learning. On-line Web access (utilizingcourse WebPages and WebBoard, and email) is used to facilitate group discussions and Q&Awith the instructor, and support other logistical needs such as homework assignments. FAQs andthreaded discussions are provided through the course WebBoard. Threaded discussions andQ&As are kept from each semester and are made available to students in future semestersthrough the WebBoard. Use of the WebBoard to organize project teams in CSE 5324 is shownin Fig
this paper.Bibliography[1] Pittsburg, KS Morning Sun, March 11, 2000,http://www.morningsun.net/stories/031100/usw_0311000031.shtml, “Contractor claims she was warned not todisclose White House e-mail problem” (AP). [2] Online Athens (Ga.), March 11, 2000, http://www.onlineathens.com/stories/031100/new_0311000005.shtml,“White House contractor alleges threats over ‘hidden’ emails,” Pete Yost (AP).[3] greenspun.com, March 23, 2000 (from FoxNews.com), http://hv.greenspun.com/bboard/q-and-a-fetch-msg.tcl?msg_id=002q0X, “Computer specialists tell of threats on lost White House e-mails,” John P. Martin.[4] Los Angeles Times, March 24, 2000, Friday, Home Edition, Page 1, 966 words, “Criminal Probe into WhiteHouse E-Mails Is Opened,” Robert L. Jackson
fluid h = elevation of fluidIn this lab, a water column similar to figure 1 will be used to demonstrate the Bernoulli equation.The pressure will be constant (atmospheric pressure) and the water on the top will be stationary(V = 0). As a result, the velocity out of the holes will only depend on the height from the watersurface (see figure 1) to the hole according to equation 2. V = 2×g×h (2)In addition, the volumetric flow rate out of the hole, is defined by equation 3: p × d2 Q (Flowrate) = V × hole area = V