PPT-Using MFIX to Solve Multiphase

Flow Problems a tool for better understanding fluidization processes Janine Galvin US Dept of Energy National Energy Technology Laboratory Albany OR 97321 PNNL November 28th 2011 Thanks to . Michael Schmidt. Hod. Lipson. 2010 HUMIES Competition. f. (. f. (. x. )). Iterated . Functions. f. (. f. (. x. )) = . x. f. (. x. ) = . x. f. (. f. (. x. )) = . x. + 2. f. (. x. ) = . x. + 1. f. (. www.tuvnel.com An introduction to multiphase ow measurement Flow PatternsFluid PropertiesHow to Measure Multiphase Flow This guide provides an introduction to multiphase ow measurement. Firstly, th Recall from JC maths / science:. Speed and distance are scalars. We use the vector versions, velocity (. ) and displacement (. ):.  . 1. Solve Problems About Linear Motion. only works for constant (or average) velocity.. Arvand. . Azin. Aryan. Agenda. What is multiphase meter. Operating principle. Multiphase advantages. Fluid operation range. What companies using multiphase? . Operation example. Accessories List. . Find the roots:. 1) x. 2. – 64 = 0 . 2) 8x. 2. – 64x = 0. 3) x. 2. – 16x + 64 = 0. 1) Ensure the quadratic equation is set to zero.. 2) Factor the quadratic equation (GCF, perfect square binomial [DOTS], trinomial). Remember this?. A good reader . PAUSES. !. P: . Establish a reading . p. urpose. What are your reasons for reading the text?.  . A: . Create an . a. nnotation guide . What system will you use to identify important information that links to your reading purpose and what you know?. 1. s - . = . 2. s . = . 3. d 4 = 36. 4. d – 4 = 36.  . 5 Minute Check. Solve and show work on the back on your homework.. 1. s - . = .  . 5 Minute Check. Solve and show work on the back on your homework.. MAT 275. Example: . Find the solution of the IVP. Solution: . Rewrite the forcing function using the . notation:. Now apply the Laplace Transform Operator to both sides and simplify:.  . (c) ASU-SoMSS - Scott Surgent. Report errors to surgent@asu.edu. Activity 13. Pick up a Notecard and write your . NAME. and . PERIOD. Title Notecard: . GOALS. Answer the following questions:. 1. What do I want to improve upon this six weeks in math class?. 2. How can I make sure I accomplish this goal?. Using proportional sets to calculate equivalent amounts, strengths and substitutes. 20 2 3 4 AT A GLANCE/ PHARMACY CALCULATIONS C 1 V 1 = C 2 V 2 2   Proportional sets C 1 V 1 =C 2 V 2 is used to calculate an unknown quantity where two solutions/mixtures are proportional … Essential Question: How do you solve percent problems?. Before we start…. The sum of China and Japan’s total Olympic medals from 2004 is 100. What percent of their medals were gold? Silver? Bronze?.  . Warm – up #7. 1. . 3x + 1 = 8 or 3x + 1 = - 8. . -1 -1 - 1 -1. . 3x = 7 3x = -9. . 3 3 3 3. . x = . or x = -3.  . Warm – up . #7 . Solutions. 2. . +2 +2.  . Ismail B. Celik. Mechanical and Aerospace Engineering Department. West Virginia University (. WVU. ), Morgantown WV 26506. ibcelik@mail.wvu.edu. Contributors:. . Zhiyuan . Ma* Sofiane Benyahia**, . by Factoring. Vocabulary:. Monomial: one term. (ex) x (ex) 4 (ex) 4x (ex) 4xy. 2. (ex) 3x. 3. y. 2. z. Binomial: two terms. (ex) x + 2 (ex) 3x – 2 (ex) 4x. 2. + 5. Trinomial: three terms.