Mon 2:04:28 PM. Introduction
|
|
- Amanda Logan
- 6 years ago
- Views:
Transcription
1 Mon 2:04:28 PM Slide Nr. 0 of 18 Slide Introduction Air in the tmohere normlly contin ome wter vor (or moiture) nd i referred to tmoheric ir. By contrt, ir tht contin no wter vor i clled dry ir. It i often convenient to tret ir mixture of wter vor nd dry ir ince the comoition of dry ir remin reltively contnt. The mount of wter vor chnge reult of condention nd evortion from ocen, lke, river, hower, nd even the humn body.
2 Mon 2:04:28 PM Slide Nr. 1 of 18 Slide Sturtion Temerture nd Sturtion Preure At given reure, the temerture t which ure ubtnce chnge he i clled the turtion temerture T t. t At given temerture, the reure t which ure ubtnce chnge he i clled the turtion reure P t.
3 Slide Nr. 2 of 18 Slide Pychrometric Mixture Pychrometric or Pychrometry re term ued to decribe the field of engineering concerned with the determintion of hyicl nd thermodynmic roertie of g-vor mixture. Conider tmoheric ir t br nd 15 C. The turtion reure of wter vor correonding to 15 C i br. Unle the wter vor i in contct with it liquid it will not be turted, nd it reure will be below the turtion vlue of br. In norml liction the tmohere i well removed from the turted condition. At uch low vor reure the vor cn be conidered to ct erfect g, nd the roertie of the mixture cn be found uing the Gibb-Dlton lw.
4 Slide Nr. 3 of 18 Slide Pychrometric Mixture Aume tht in quntity of tmoheric ir the vour reure i 0.01 br t 15 C nd the totl reure i br = + = = br The turtion temerture correonding to 0.01 br i 7 C, hence the vor in tmoheric ir under thee condition h degree of uerhet of ( 15-7) = 8 K. (oint 1) 288 K 280 K
5 Slide Nr. 4 of 18 Slide Pychrometric Mixture The dew-oint temerture T d i defined the temerture t which condention begin when the ir i cooled t contnt reure. In other word, T d i the turtion temerture of wter correonding to the vor reure. Cooling
6 Slide Nr. 5 of 18 Slide Secific humidity, reltive humidity, nd ercentge turtion The ecific humidity (or moiture content or humidity rtio) i the rtio of the m of wter vour to the m of dry ir in given volume of the mixture ω = m m ω = V nd m R ~ m~ m = = T V R ~ m~ T R ~ T V m ~ = m ~ m ~ = V R ~ m~ T = 0.622
7 Slide Nr. 6 of 18 Slide Secific humidity, reltive humidity, nd ercentge turtion ω = m m ω = = (the totl reure i uully the brometric reure).
8 Slide Nr. 7 of 18 Slide Secific humidity, reltive humidity, nd ercentge turtion The reltive humidity of the tmohere i the rtio of the ctul m of the wter vour in given volume to tht which it would hve if it were turted t the me temerture (mximum mount of moiture the ir cn hold t the me temerture) φ = m ( m ) t V m = nd ( m ) = t R T g R V T where g i the turtion reure t the temerture of the mixture.
9 Slide Nr. 8 of 18 Slide Secific humidity, reltive humidity, nd ercentge turtion V m = nd ( m ) = t R T g R V T φ = g
10 Slide Nr. 9 of 18 Slide Secific humidity, reltive humidity, nd ercentge turtion The term ercentge turtion i lo ued, defined the rtio of the ecific humidity of mixture to the ecific humidity of the mixture when turted t the me temerture, exreed ercentge ψ = ω ω g ψ = 100 φ g where g i the turtion reure t the temerture of the mixture.
11 Thu 8:40:02 AM Slide Nr. 10 of 18 Slide Exmle Exmle
12 Thu 8:40:02 AM Slide Nr. 11 of 18 Slide Exmle Exmle
13 Thu 8:40:02 AM Slide Nr. 12 of 18 Slide Exmle Exmle
14 Slide Nr. 13 of 18 Slide Wet Bulb Temerture The temerture meured by thermometer whoe bulb i covered with cotton wick turted with wter nd ir i moved over the wick
15 Slide Nr. 14 of 18 Slide Meurement of reltive humidity An intrument ued to meure reltive humidity i clled ychrometer, or hygrometer ling ychrometer Some of the wter evorte nd thi roduce cooling effect t the bulb. the wet bulb indicte lower temerture thn the dry bulb. If the reltive humidity i low, then the rte of evortion t the wick i high, nd hence the wet bulb dereion i high.
16 Slide Nr. 15 of 18 Slide THE PSYCHROMETRIC CHART The tte of the tmoheric ir t ecified reure i comletely ecified by two indeendent intenive roertie.
17 Slide Nr. 16 of 18 Slide
18 Slide Nr. 17 of 18 Slide m 3 /kg 73.5 kj/kg 24.2 C 19.8 C kg H2o/kg dry ir
19 Thu 8:46:56 AM Slide Nr. 18 of 18 Slide
UNIT 6 PROPERTIES OF MOIST AIR
UNIT 6 PROPERTIES OF MOIST AIR Proertie of Moit Air Structure 6.1 Introduction Objectie 6.2 Working Subtnce in Air Conditioning 6.2.1 Gibb-Dlton Lw 6.2.2 Mole Frction of Comonent Ge 6.2.3 Moleculr Weight
More informationAPPLIED THERMODYNAMICS TUTORIAL 6 AIR-VAPOUR MIXTURES
APPLIED THERMODYNAMICS TUTORIAL 6 AIR-APOUR MIXTURES In thi tutoril you will do the following. Revie the UNIERSAL GAS LAW Lern DALTONS LAW OF PARTIAL PRESSURES Aly thee lw to mixture of wter vour nd ir.
More informationPsychrometric Applications
Psychrometric Applictions The reminder of this presenttion centers on systems involving moist ir. A condensed wter phse my lso be present in such systems. The term moist irrefers to mixture of dry ir nd
More informationChapter Direct Method of Interpolation More Examples Chemical Engineering
hter 5. Direct Method of Interoltion More Exmles hemicl Engineering Exmle To find how much het is required to bring kettle of wter to its boiling oint, you re sked to clculte the secific het of wter t
More informationDepartment of Mechanical Engineering ME 322 Mechanical Engineering Thermodynamics. Lecture 33. Psychrometric Properties of Moist Air
Deprtment of Mechnicl Engineering ME 3 Mechnicl Engineering hermodynmics Lecture 33 sychrometric roperties of Moist Air Air-Wter Vpor Mixtures Atmospheric ir A binry mixture of dry ir () + ter vpor ()
More information12.815, Atmospheric Radiation Dr. Robert A. McClatchey and Prof. Ronald Prinn ( ) ν da Area d Solid Angle d frequency int erval dt time
.85, Atmoheric Rdition Dr. Robert A. McCltchey nd Prof. Ronld Prinn. Eqution of Rditive Trnfer Secific Intenity of Rdition Trnfer I θφ,,z = E ( Energy Ω da Are d Solid Angle d frequency int ervl dt time
More informationPHYSICS 211 MIDTERM I 22 October 2003
PHYSICS MIDTERM I October 3 Exm i cloed book, cloed note. Ue onl our formul heet. Write ll work nd nwer in exm booklet. The bck of pge will not be grded unle ou o requet on the front of the pge. Show ll
More informationTP 10:Importance Sampling-The Metropolis Algorithm-The Ising Model-The Jackknife Method
TP 0:Importnce Smpling-The Metropoli Algorithm-The Iing Model-The Jckknife Method June, 200 The Cnonicl Enemble We conider phyicl ytem which re in therml contct with n environment. The environment i uully
More informationEE Control Systems LECTURE 8
Coyright F.L. Lewi 999 All right reerved Udted: Sundy, Ferury, 999 EE 44 - Control Sytem LECTURE 8 REALIZATION AND CANONICAL FORMS A liner time-invrint (LTI) ytem cn e rereented in mny wy, including: differentil
More informationChapter 14. Gas-Vapor Mixtures and Air-Conditioning. Study Guide in PowerPoint
Chpter 14 Gs-Vpor Mixtures nd Air-Conditioning Study Guide in PowerPoint to ccopny Therodynics: An Engineering Approch, 5th edition by Yunus A. Çengel nd Michel A. Boles We will be concerned with the ixture
More informationChapter 13 Lyes KADEM [Thermodynamics II] 2007
Gs-Vpor Mixtures Air is mixture of nitrogen nd oxygen nd rgon plus trces of some other gses. When wtervpor is not included, we refer to it s dry ir. If wter-vpor is included, we must properly ccount for
More informationPrinciples of Food and Bioprocess Engineering (FS 231) Solutions to Example Problems on Psychrometrics
Principles of Food and Bioprocess Engineering (FS 21) Solutions to Example Problems on Psychrometrics 1. We begin by identifying the conditions of the two streams on the psychrometric chart as follows.
More informationCHAPTER 20: Second Law of Thermodynamics
CHAER 0: Second Lw of hermodynmics Responses to Questions 3. kg of liquid iron will hve greter entropy, since it is less ordered thn solid iron nd its molecules hve more therml motion. In ddition, het
More informationTHREE-DIMENSIONAL MODELING OF STRESS-STRAIN RELATIONSHIP OF SAND SUBJECT TO LARGE CYCLIC LOADING
Per No. TMSNA THREE-DIMENSIONAL MODELING OF STRESS-STRAIN RELATIONSHIP OF SAND SUBJECT TO LARGE CYCLIC LOADING Tutomu NAMIKAWA, Junichi KOSEKI,Lddu Indik Nlin DE SILVA 3 ABSTRACT In order to redict ground
More informationNon-Reacting Gas Mixtures. Introduction. P-V-T Relationships for Ideal Gas Mixtures. Amagat Model (law of additive volumes)
Non-Reacting Gas Mixtures Reading Problems 13-1 13-3 13-52, 13-60 14-1 14-7 14-32, 14-35, 14-68, 14-71, 14-75 14-79, 14-103, 14-112 Introduction homogeneous gas mixtures are frequently treated as a single
More informationThe Thermodynamics of Aqueous Electrolyte Solutions
18 The Thermodynmics of Aqueous Electrolyte Solutions As discussed in Chpter 10, when slt is dissolved in wter or in other pproprite solvent, the molecules dissocite into ions. In queous solutions, strong
More informationSatellite Orbits. Orbital Mechanics. Circular Satellite Orbits
Obitl Mechnic tellite Obit Let u tt by king the quetion, Wht keep tellite in n obit ound eth?. Why doen t tellite go diectly towd th, nd why doen t it ecpe th? The nwe i tht thee e two min foce tht ct
More informationSection 4.2 Analysis of synchronous machines Part II
Section 4. Anlyi of ynchronou mchine Prt 4.. Sttor flux linkge in non-lient pole ynchronou motor due to rotor The ir-gp field produced by the rotor produce flux linkge with individul phe winding. Thee
More informationPRACTICE EXAM 2 SOLUTIONS
MASSACHUSETTS INSTITUTE OF TECHNOLOGY Deprtment of Phyic Phyic 8.01x Fll Term 00 PRACTICE EXAM SOLUTIONS Proble: Thi i reltively trihtforwrd Newton Second Lw problem. We et up coordinte ytem which i poitive
More informationME 354 Tutorial, Week#11 Non-Reacting Mixtures Psychrometrics Applied to a Cooling Tower
ME 5 Tutoril, Week# Non-Recting Mixtures Psychroetrics Applied to Cooling Toer Wter exiting the condenser of poer plnt t 5 C enters cooling toer ith ss flo rte of 5000 kg/s. A stre of cooled ter is returned
More informationV i = component volume of component i. T282. c Dr. Md. Zahurul Haq (BUET) Gas Mixture ME 203 (2017) 6 / 22. Moist Air T284
Ideal Gas ixtures Properties of Homogeeous ixtures & Pyschrometry Dr. d. Zahurul Haq Professor Departmet of echaical Egieerig Bagladesh Uiversity of Egieerig & Techology (BUET) Dhaka-000, Bagladesh zahurul@me.buet.ac.bd
More information2. The Laplace Transform
. The Lplce Trnform. Review of Lplce Trnform Theory Pierre Simon Mrqui de Lplce (749-87 French tronomer, mthemticin nd politicin, Miniter of Interior for 6 wee under Npoleon, Preident of Acdemie Frncie
More informationSTABILITY and Routh-Hurwitz Stability Criterion
Krdeniz Technicl Univerity Deprtment of Electricl nd Electronic Engineering 6080 Trbzon, Turkey Chpter 8- nd Routh-Hurwitz Stbility Criterion Bu der notlrı dece bu deri ln öğrencilerin kullnımın çık olup,
More information4-4 E-field Calculations using Coulomb s Law
1/11/5 ection_4_4_e-field_clcultion_uing_coulomb_lw_empty.doc 1/1 4-4 E-field Clcultion uing Coulomb Lw Reding Aignment: pp. 9-98 Specificlly: 1. HO: The Uniform, Infinite Line Chrge. HO: The Uniform Dik
More informationLINKÖPINGS TEKNISKA HÖGSKOLA. Fluid and Mechanical Engineering Systems
(6) Fluid nd Mechnicl Engineering Sytem 008086. ) Cvittion in orifice In hydrulic ytem cvittion occur downtrem orifice with high preure drop. For n orifice with contnt inlet preure of p = 00 br cvittion
More informationPartial Derivatives. Limits. For a single variable function f (x), the limit lim
Limits Prtil Derivtives For single vrible function f (x), the limit lim x f (x) exists only if the right-hnd side limit equls to the left-hnd side limit, i.e., lim f (x) = lim f (x). x x + For two vribles
More informationPHYS 601 HW 5 Solution. We wish to find a Fourier expansion of e sin ψ so that the solution can be written in the form
5 Solving Kepler eqution Conider the Kepler eqution ωt = ψ e in ψ We wih to find Fourier expnion of e in ψ o tht the olution cn be written in the form ψωt = ωt + A n innωt, n= where A n re the Fourier
More informationDNM, DNP. Single-Stage End-Suction Pumps
DNM, DNP ingle-tge End-uction Pums A wide rnge of comct nd directly couled end-suction ums designed for circultion of cold nd hot liquids in oen nd closed systems. TM 9 99 Contents Generl dt Performnce
More informationDIRECT CURRENT CIRCUITS
DRECT CURRENT CUTS ELECTRC POWER Consider the circuit shown in the Figure where bttery is connected to resistor R. A positive chrge dq will gin potentil energy s it moves from point to point b through
More informationThe heat budget of the atmosphere and the greenhouse effect
The het budget of the tmosphere nd the greenhouse effect 1. Solr rdition 1.1 Solr constnt The rdition coming from the sun is clled solr rdition (shortwve rdition). Most of the solr rdition is visible light
More informationFBR Neutronics: Breeding potential, Breeding Ratio, Breeding Gain and Doubling time
FBR eutronics: Breeding potentil, Breeding Rtio, Breeding Gin nd Doubling time K.S. Rjn Proessor, School o Chemicl & Biotechnology SASTRA University Joint Inititive o IITs nd IISc Funded by MHRD Pge 1
More informationSubject: Principles of Refrigeration and Air Conditioning Lecturer: Assistant Professor Dr. Waheed Shaty Mohammed
Subject: Principles of Refrigeration and Air Conditioning Lecturer: Assistant Professor Dr. Waheed Shaty Mohammed Refrences: 1-A. R. Trott and T. Welch " Refrigeration and Air conditioning ",Third Edition
More informationdy ky, dt where proportionality constant k may be positive or negative
Section 1.2 Autonomous DEs of the form 0 The DE y is mthemticl model for wide vriety of pplictions. Some of the pplictions re descried y sying the rte of chnge of y(t) is proportionl to the mount present.
More informationUSA Mathematical Talent Search Round 1 Solutions Year 25 Academic Year
1/1/5. Alex is trying to oen lock whose code is sequence tht is three letters long, with ech of the letters being one of A, B or C, ossibly reeted. The lock hs three buttons, lbeled A, B nd C. When the
More informationAnalysis of Variance and Design of Experiments-II
Anlyi of Vrince nd Deign of Experiment-II MODULE VI LECTURE - 7 SPLIT-PLOT AND STRIP-PLOT DESIGNS Dr. Shlbh Deprtment of Mthemtic & Sttitic Indin Intitute of Technology Knpur Anlyi of covrince ith one
More informationARITHMETIC OPERATIONS. The real numbers have the following properties: a b c ab ac
REVIEW OF ALGEBRA Here we review the bsic rules nd procedures of lgebr tht you need to know in order to be successful in clculus. ARITHMETIC OPERATIONS The rel numbers hve the following properties: b b
More informationHeat flux and total heat
Het flux nd totl het John McCun Mrch 14, 2017 1 Introduction Yesterdy (if I remember correctly) Ms. Prsd sked me question bout the condition of insulted boundry for the 1D het eqution, nd (bsed on glnce
More informationCBSE Sample Paper 2. Question 6 The maximum KE of the electrons emitted in a photocell is 10eV. What is the stopping potential?
CBSE Smle Per 2 Generl Instruction:. Answer ll questions 2. Internl choices re rovided for some questions 3. Question numbers to 8 re very short nswer questions nd crry mrk ech. 4. Question numbers 8 to
More information( ) Same as above but m = f x = f x - symmetric to y-axis. find where f ( x) Relative: Find where f ( x) x a + lim exists ( lim f exists.
AP Clculus Finl Review Sheet solutions When you see the words This is wht you think of doing Find the zeros Set function =, fctor or use qudrtic eqution if qudrtic, grph to find zeros on clcultor Find
More informationFirst Law of Thermodynamics. Control Mass (Closed System) Conservation of Mass. Conservation of Energy
First w of hermodynmics Reding Problems 3-3-7 3-0, 3-5, 3-05 5-5- 5-8, 5-5, 5-9, 5-37, 5-0, 5-, 5-63, 5-7, 5-8, 5-09 6-6-5 6-, 6-5, 6-60, 6-80, 6-9, 6-, 6-68, 6-73 Control Mss (Closed System) In this section
More informationMachine Design II Prof. K.Gopinath & Prof. M.M.Mayuram. Drum Brakes. Among the various types of devices to be studied, based on their practical use,
chine Design II Prof. K.Gointh & Prof...yurm Drum Brkes Among the vrious tyes of devices to be studied, bsed on their rcticl use, the discussion will be limited to Drum brkes of the following tyes which
More informationChapter #3 EEE Subsea Control and Communication Systems
EEE 87 Chter #3 EEE 87 Sube Cotrol d Commuictio Sytem Cloed loo ytem Stedy tte error PID cotrol Other cotroller Chter 3 /3 EEE 87 Itroductio The geerl form for CL ytem: C R ', where ' c ' H or Oe Loo (OL)
More informationIn the next lecture... Tutorial on ideal cycles and component performance.
In the next lecture... utoril on idel cycles nd component performnce. rof. Bhskr Roy, rof. A M rdeep, Deprtment of Aerospce, II Bomby roblem # Lect-9 A Bryton cycle opertes with regenertor of 75% effectiveness.
More informationWATER IN THE ATMOSPHERE
WATER IN THE ATMOSPHERE I. Humidity A. Defined as water vapor or moisture in the air (from evaporation and condensation). B. The atmosphere gains moisture from the evaporation of water from oceans, lakes,
More informationSolutions Problem Set 2. Problem (a) Let M denote the DFA constructed by swapping the accept and non-accepting state in M.
Solution Prolem Set 2 Prolem.4 () Let M denote the DFA contructed y wpping the ccept nd non-ccepting tte in M. For ny tring w B, w will e ccepted y M, tht i, fter conuming the tring w, M will e in n ccepting
More informationAPPENDIX 2 LAPLACE TRANSFORMS
APPENDIX LAPLACE TRANSFORMS Thi ppendix preent hort introduction to Lplce trnform, the bic tool ued in nlyzing continuou ytem in the frequency domin. The Lplce trnform convert liner ordinry differentil
More informationArtificial Intelligence Markov Decision Problems
rtificil Intelligence Mrkov eciion Problem ilon - briefly mentioned in hpter Ruell nd orvig - hpter 7 Mrkov eciion Problem; pge of Mrkov eciion Problem; pge of exmple: probbilitic blockworld ction outcome
More informationThermodynamics Introduction and Basic Concepts
Thermodynamics Introduction and Basic Concepts by Asst. Prof. Channarong Asavatesanupap Mechanical Engineering Department Faculty of Engineering Thammasat University 2 What is Thermodynamics? Thermodynamics
More informationINTRODUCTION. The three general approaches to the solution of kinetics problems are:
INTRODUCTION According to Newton s lw, prticle will ccelerte when it is subjected to unblnced forces. Kinetics is the study of the reltions between unblnced forces nd the resulting chnges in motion. The
More informationMath 2142 Homework 2 Solutions. Problem 1. Prove the following formulas for Laplace transforms for s > 0. a s 2 + a 2 L{cos at} = e st.
Mth 2142 Homework 2 Solution Problem 1. Prove the following formul for Lplce trnform for >. L{1} = 1 L{t} = 1 2 L{in t} = 2 + 2 L{co t} = 2 + 2 Solution. For the firt Lplce trnform, we need to clculte:
More informationTransfer Functions. Chapter 5. Transfer Functions. Derivation of a Transfer Function. Transfer Functions
5/4/6 PM : Trnfer Function Chpter 5 Trnfer Function Defined G() = Y()/U() preent normlized model of proce, i.e., cn be ued with n input. Y() nd U() re both written in devition vrible form. The form of
More informationPROBLEM SOLUTION
PROLEM 15.11 The 18-in.-rdius flywheel is rigidly ttched to 1.5-in.-rdius shft tht cn roll long prllel rils. Knowing tht t the instnt shown the center of the shft hs velocity of 1. in./s nd n ccelertion
More informationPhysics 1402: Lecture 7 Today s Agenda
1 Physics 1402: Lecture 7 Tody s gend nnouncements: Lectures posted on: www.phys.uconn.edu/~rcote/ HW ssignments, solutions etc. Homework #2: On Msterphysics tody: due Fridy Go to msteringphysics.com Ls:
More informationconcentration of the chemical species A to activity as shown below:
Fundmentl of Anlyticl Chemitry: th ed. Chpter Chpter - Activity, A, i the effective concentrtion of chemicl ecie A in olution. The ctivity coefficient, A, i the numericl fctor necery to convert the molr
More informationME 141. Lecture 10: Kinetics of particles: Newton s 2 nd Law
ME 141 Engineering Mechnics Lecture 10: Kinetics of prticles: Newton s nd Lw Ahmd Shhedi Shkil Lecturer, Dept. of Mechnicl Engg, BUET E-mil: sshkil@me.buet.c.bd, shkil6791@gmil.com Website: techer.buet.c.bd/sshkil
More informationLesson 1: Quadratic Equations
Lesson 1: Qudrtic Equtions Qudrtic Eqution: The qudrtic eqution in form is. In this section, we will review 4 methods of qudrtic equtions, nd when it is most to use ech method. 1. 3.. 4. Method 1: Fctoring
More informationIntroduction. Lecture 6: Water in Atmosphere. How Much Heat Is Brought Upward By Water Vapor?
Lecture 6: Water in Atmosphere Introduction Over 70% of the planet is covered by water Water is unique in that it can simultaneously exist in all three states (solid, liquid, gas) at the same temperature
More informationLesson 1.6 Exercises, pages 68 73
Lesson.6 Exercises, pges 68 7 A. Determine whether ech infinite geometric series hs finite sum. How do you know? ) + +.5 + 6.75 +... r is:.5, so the sum is not finite. b) 0.5 0.05 0.005 0.0005... r is:
More informationS.A.T.E S.A.T.E. SDV3 OUTLET
SUMMARY APPLICATION OF DYNAMIC PROCESS SIMULATION AND NUMERICAL OPTIMIZATION TECHNIQUES IN THE DESIGN OF RECYCLE ANTISURGE LOOPS FOR CENTRIFUGAL COMPRESSORS Attilio Brighenti, Anre Pvn, Cristin Vnzin S.r.l.
More informationln P s T and P s T where R 22,105, D A 27, E B 97.
ASAE D271.2 DEC94 Psychrometric Data Reviewed by ASAE s Structures and Environment Division and the Food Engineering Division Standards Committees; approved by the Electric Power and Processing Division
More informationPhysics Honors. Final Exam Review Free Response Problems
Physics Honors inl Exm Review ree Response Problems m t m h 1. A 40 kg mss is pulled cross frictionless tble by string which goes over the pulley nd is connected to 20 kg mss.. Drw free body digrm, indicting
More informationContact resistance in flat thin films
Contct reitnce in flt thin film The MIT Fculty h mde thi rticle oenly vilble. Plee hre how thi cce benefit you. Your tory mtter. Cittion A Publihed Publiher Red, M. B. et l. Contct Reitnce in Flt Thin
More informationpositive definite (symmetric with positive eigenvalues) positive semi definite (symmetric with nonnegative eigenvalues)
Chter Liner Qudrtic Regultor Problem inimize the cot function J given by J x' Qx u' Ru dt R > Q oitive definite ymmetric with oitive eigenvlue oitive emi definite ymmetric with nonnegtive eigenvlue ubject
More informationR13. II B. Tech I Semester Regular Examinations, Jan THERMODYNAMICS (Com. to ME, AE, AME) PART- A
SET - 1 II B. Tech I Semester Regular Examinations, Jan - 2015 THERMODYNAMICS (Com. to ME, AE, AME) Time: 3 hours Max. Marks: 70 Note 1. Question Paper consists of two parts (Part-A and Part-B) 2. Answer
More information3-Way Mixing and Sequencing Globe Valves, Flared (5/8 in. O.D.) with Electric, Hydraulic, and Pneumatic Actuators
lectric, Hydrulic, nd Pneumtic ctutors TL 1. Select Vlve ody including P ode (Vlve Size, v Rting, Port ode) or select Vlve ssemly correct (refer to Tle 3 nd Tle 3 lso) less ctutor ode (XXX) including the
More informationMath 8 Winter 2015 Applications of Integration
Mth 8 Winter 205 Applictions of Integrtion Here re few importnt pplictions of integrtion. The pplictions you my see on n exm in this course include only the Net Chnge Theorem (which is relly just the Fundmentl
More informationMath 1431 Section M TH 4:00 PM 6:00 PM Susan Wheeler Office Hours: Wed 6:00 7:00 PM Online ***NOTE LABS ARE MON AND WED
Mth 43 Section 4839 M TH 4: PM 6: PM Susn Wheeler swheeler@mth.uh.edu Office Hours: Wed 6: 7: PM Online ***NOTE LABS ARE MON AND WED t :3 PM to 3: pm ONLINE Approimting the re under curve given the type
More informationINTRODUCTION TO LINEAR ALGEBRA
ME Applied Mthemtics for Mechnicl Engineers INTRODUCTION TO INEAR AGEBRA Mtrices nd Vectors Prof. Dr. Bülent E. Pltin Spring Sections & / ME Applied Mthemtics for Mechnicl Engineers INTRODUCTION TO INEAR
More informationDuke Math Meet
Duke Mth Meet 01-14 Power Round Qudrtic Residues nd Prime Numers For integers nd, we write to indicte tht evenly divides, nd to indicte tht does not divide For exmle, 4 nd 4 Let e rime numer An integer
More informationConservation Law. Chapter Goal. 5.2 Theory
Chpter 5 Conservtion Lw 5.1 Gol Our long term gol is to understnd how mny mthemticl models re derived. We study how certin quntity chnges with time in given region (sptil domin). We first derive the very
More informationSection 2 of 6 Applied Psychrometrics
Section 2 of 6 Applied Psychrometrics Psychrometric chart - your energy map Key psychrometric variables for humidity Predicting building condensation Hot weather Cold weather Predicting moisture sorption
More informationLect-23. In this lecture... Tutorial on axial flow turbines. Prof. Bhaskar Roy, Prof. A M Pradeep, Department of Aerospace, IIT Bombay
Lect- In this lecture... Lect- utoril on xil flow turbines Prof. Bhskr Roy, Prof. A M Prdeep, Deprtment of Aerospce, II Bomby Problem # Lect- A single stge gs turbine opertes t its design condition with
More informationR13 SET - 1 '' ''' '' ' '''' Code No RT21033
SET - 1 II B. Tech I Semester Supplementary Examinations, June - 2015 THERMODYNAMICS (Com. to ME, AE, AME) Time: 3 hours Max. Marks: 70 Note: 1. Question Paper consists of two parts (Part-A and Part-B)
More information13.4 Work done by Constant Forces
13.4 Work done by Constnt Forces We will begin our discussion of the concept of work by nlyzing the motion of n object in one dimension cted on by constnt forces. Let s consider the following exmple: push
More informationLecture 3. Dispersion and waves in cold plasma. Review and extension of the previous lecture. Basic ideas. Kramers-Kronig relations
Lecture 3 Dierion and wave in cold lama Review and extenion of the reviou lecture Baic idea At the reviou lecture, we dicued how to roerly earch for eigenmode (or quai-eigenmode) of a dierive medium. In
More informationFamilies of Solutions to Bernoulli ODEs
In the fmily of solutions to the differentil eqution y ry dx + = it is shown tht vrition of the initil condition y( 0 = cuses horizontl shift in the solution curve y = f ( x, rther thn the verticl shift
More informationTerminal Velocity and Raindrop Growth
Terminl Velocity nd Rindrop Growth Terminl velocity for rindrop represents blnce in which weight mss times grvity is equl to drg force. F 3 π3 ρ L g in which is drop rdius, g is grvittionl ccelertion,
More information12.1 Introduction to Rational Expressions
. Introduction to Rtionl Epressions A rtionl epression is rtio of polynomils; tht is, frction tht hs polynomil s numertor nd/or denomintor. Smple rtionl epressions: 0 EVALUATING RATIONAL EXPRESSIONS To
More informationOperations with Polynomials
38 Chpter P Prerequisites P.4 Opertions with Polynomils Wht you should lern: How to identify the leding coefficients nd degrees of polynomils How to dd nd subtrct polynomils How to multiply polynomils
More informationMeasurement and Instrumentation Lecture Note: Strain Measurement
0-60 Meurement nd Intrumenttin Lecture Nte: Strin Meurement eview f Stre nd Strin Figure : Structure under tenin Frm Fig., xil tre σ, xil trin, trnvere trin t, Pin' rti ν, nd Yung mdulu E re σ F A, dl
More informationPart I: Basic Concepts of Thermodynamics
Prt I: Bsic Concepts o Thermodynmics Lecture 4: Kinetic Theory o Gses Kinetic Theory or rel gses 4-1 Kinetic Theory or rel gses Recll tht or rel gses: (i The volume occupied by the molecules under ordinry
More informationChapter Direct Method of Interpolation More Examples Electrical Engineering
Chpter. Direct Method of Interpoltion More Emples Electricl Engineering Emple hermistors re used to mesure the temperture of bodies. hermistors re bsed on mterils chnge in resistnce with temperture. o
More informationWelcome. Vaisala Industrial Measure Webinar Series - Humidity Theory, Terms & Definitions. Yumi Alanoly Vaisala Application Engineer
Welcome Vaisala Industrial Measure Webinar Series - Humidity Theory, Terms & Definitions Yumi Alanoly Vaisala Application Engineer Agenda 1. Why do we measure humidity? 2. Dalton s Law 3. Relative humidity
More information13.3. The Area Bounded by a Curve. Introduction. Prerequisites. Learning Outcomes
The Are Bounded b Curve 3.3 Introduction One of the importnt pplictions of integrtion is to find the re bounded b curve. Often such n re cn hve phsicl significnce like the work done b motor, or the distnce
More informationPhysics 111. Lecture 11 (Walker: 6.1-2) Friction Forces. Frictional Forces. Microscopic Friction. Friction vs. Area
Phyi 111 Leture 11 (Wler: 6.1-2) rition ore ritionl ore rition h it bi in urfe tht re not ompletely mooth: September 25, 2009 Leture 11 1/28 Leture 11 2/28 Surfe Roughne Miroopi rition Adheion rition v.
More informationUNIT # 07 (PART - II)
9. ph ph [H + 0. [H + 0.0 V 50 V 50 [H + of miture i[h + N V N V V V 50(0. 0.0) 00 [H + 0. 0.055 ph.6. ph 7 [H + 0 7, [H 0 7 ne ph fter ddition of be ph [H + 0 [H 0 [H + concentrtion incree 0 5 time..
More informationRel Gses 1. Gses (N, CO ) which don t obey gs lws or gs eqution P=RT t ll pressure nd tempertures re clled rel gses.. Rel gses obey gs lws t extremely low pressure nd high temperture. Rel gses devited
More information13: Diffusion in 2 Energy Groups
3: Diffusion in Energy Groups B. Rouben McMster University Course EP 4D3/6D3 Nucler Rector Anlysis (Rector Physics) 5 Sept.-Dec. 5 September Contents We study the diffusion eqution in two energy groups
More informationTheory. Humidity h of an air-vapor mixture is defined as the mass ratio of water vapor and dry air,
Theory Background In a cooling tower with open water circulation, heat is removed from water because of the material and heat exchange between the water and the ambient air. The cooling tower is a special
More informationForces from Strings Under Tension A string under tension medites force: the mgnitude of the force from section of string is the tension T nd the direc
Physics 170 Summry of Results from Lecture Kinemticl Vribles The position vector ~r(t) cn be resolved into its Crtesin components: ~r(t) =x(t)^i + y(t)^j + z(t)^k. Rtes of Chnge Velocity ~v(t) = d~r(t)=
More information8.2. THE EQUATION OF STATE FOR A PERFECT GAS
8 del nd Rel Gses 8.. ntroduction. 8.. he eqution of stte for erfect gs. 8.3. -- surfce of n idel gs. 8.4. nternl energy nd enthly of erfect gs. 8.5. Secific het ccities of n idel gs. 8.6. Rel gses. 8.7.
More informationProblem 22: Buffer solutions 1. The equilibrium, which governs the concentration of H + within the solution is HCOOH! HCOO + H + + Hence K
Problem : Buffer solutions. The equilibrium, hich governs the concentrtion of H ithin the solution is HCOOH! HCOO H [HCOO ] 4 Hence. [HCOOH] nd since [HCOOH] 0.00 M nd [HCOO ] 0.50 M -4 0.00 4..8 M 0.50
More informationPROFESSIONAL ENGINEERS OF ONTARIO. ANNUAL EXAMINATIONS May Mec-B2 Environmental Control in Buildings. 3 hours duration
ANNUAL EXAMINATIONS My 201 S Pge 1 of 7 07-MEC-B2 Environmentl Control in Buildings PROFESSIONAL ENGINEERS OF ONTARIO ANNUAL EXAMINATIONS My 2015 07-Mec-B2 Environmentl Control in Buildings 3 hours durtion
More informationDo hyperpycnal-plume deposits record river-flood dynamics?
GSA DATA REPOSITORY 00968 Do hyerycnl-lume eosits recor river-floo ynmics? Michel P. Lmb * Dvi Mohrig Jckson School of Geosciences niversity of Texs 1 niversity Sttion C1100 Austin Texs 7871-054 SA *Now
More informationSSC Mains Mock Test 227 [Answer with Solution]
SS Mins Mock Test 7 [nswer with Solution]. (D) E ccording to question, G 00 00 8 0 G GF, F D Let, GF GF Now, eterior ngle FGE FGE FEG Now, eterior ngle D In DE, + + 80º 80º 7 5º (ppro.). () I st digit
More informationCHM Physical Chemistry I Chapter 1 - Supplementary Material
CHM 3410 - Physicl Chemistry I Chpter 1 - Supplementry Mteril For review of some bsic concepts in mth, see Atkins "Mthemticl Bckground 1 (pp 59-6), nd "Mthemticl Bckground " (pp 109-111). 1. Derivtion
More informationMaximum Likelihood Estimation for Allele Frequencies. Biostatistics 666
Mximum Likelihood Estimtion for Allele Frequencies Biosttistics 666 Previous Series of Lectures: Introduction to Colescent Models Comuttionlly efficient frmework Alterntive to forwrd simultions Amenble
More informationCHAPTER 08: MONOPROTIC ACID-BASE EQUILIBRIA
Hrris: Quntittive Chemicl Anlysis, Eight Edition CHAPTER 08: MONOPROTIC ACIDBASE EQUILIBRIA CHAPTER 08: Opener A CHAPTER 08: Opener B CHAPTER 08: Opener C CHAPTER 08: Opener D CHAPTER 08: Opener E Chpter
More informationME6301- ENGINEERING THERMODYNAMICS UNIT I BASIC CONCEPT AND FIRST LAW PART-A
ME6301- ENGINEERING THERMODYNAMICS UNIT I BASIC CONCEPT AND FIRST LAW PART-A 1. What is meant by thermodynamics system? (A/M 2006) Thermodynamics system is defined as any space or matter or group of matter
More informationJoule-Thomson effect TEP
Joule-homson effect EP elted oics el gs; intrinsic energy; Gy-Lussc theory; throttling; n der Wls eqution; n der Wls force; inverse Joule- homson effect; inversion temerture. Princile A strem of gs is
More information