Recall Gibbs eqn. ds. Using h version. for ideal gas. integrate AE3450. for ideal gas. integrate s. s(t,p) behavior? AE3450. T p.
|
|
- Philomena Morris
- 8 years ago
- Views:
Transcription
1 Enti Shl f Aeae State Engineeing Eqn. Ideal Gae du eall Gibb eqn. d f ideal ga d integate d d d Ideal Ga Enty State elatin - Cyight 03 by Jey M. Seitzman. All ight eeed. d d d d d ln d ln Enti Shl f Aeae State Engineeing Eqn. Ideal Gae Uing h ein f ideal ga integate dh d d d d d d d d ln (,) behai? Ideal Ga Enty State elatin - Cyight 03 by Jey M. Seitzman. All ight eeed. deendene, deendene, due t due t and deendene i eaable!! al tue f (,)
2 Enti Shl f Aeae State Engineeing Eqn. Ideal Gae S an geneally wite with e.g., with d ef d ef tyially 0 K ( ) ln an alulate and/ find in table eay t alulate Ideal Ga Enty State elatin -3 Cyight 03 by Jey M. Seitzman. All ight eeed. Simlifying f =nt. CPG Shl f Aeae Engineeing (+Ideal) Equatin nmalizing d ln ln ln ln ln (,) ln ln enty me enitie t hange ln ln d ln ln ln (,) Ideal Ga Enty State elatin -4 Cyight 03 by Jey M. Seitzman. All ight eeed.
3 Shl f Aeae Engineeing Ai Examle Gien: Ai 7 C, atm; late ame meed t 37 C, 50 atm Find: Enty hange f g and nn-g ae Aume: tg Ideal Ga Enty State elatin -5 Cyight 03 by Jey M. Seitzman. All ight eeed. Ideal Ga Enty State elatin -6 Cyight 03 by Jey M. Seitzman. All ight eeed. Shl f Aeae Engineeing Ai Examle: Slutin 0.46 kj kgk 7C atm Analyi (g): State Eqn. ln ln need alue f, 87 J kgk mut ue ablute ~.4 3.5, K J 600K ln ln kgk 300K kj kgk fat f 50 ineae in nly abut twie the effet f ineae in 37C 50 atm 3
4 600K 300K Analyi (nn-g): State Eqn. Ideal Ga Enty State elatin -7 Cyight 03 by Jey M. Seitzman. All ight eeed. Shl f Aeae Engineeing Ai Examle: Slutin ln fm able D. kj kj kgk kgk wa kj kgk if ithemal? < 0??? kj 0.45 kgk 300K atm <% diffeene in () tem f g alulatin e K 600K 50 atm tem ame, een if nt g had t hae been led duing e Ideal Ga Enty State elatin -8 Cyight 03 by Jey M. Seitzman. All ight eeed. Shl f Aeae Engineeing - Diagam Often dawing a e n a - tate diagam will be ey helful t undetanding the e ithemal e? ienti e? ibai e? what d line f ntant lk like? an hw f tg le ineae with, lwe eue line? Nte: line diege t the ight Cling Heating Ie. 3 > > 3 4
5 5 Ideal Ga Enty State elatin -9 Shl f Aeae Engineeing Cyight 03 by Jey M. Seitzman. All ight eeed. Ienti elatin - PG What an we ay f =0? F tg ln 0 d ln d d ien e e e ()/ aailable in bk table a ienti ienti imilaly Ideal Ga Enty State elatin -0 Shl f Aeae Engineeing Cyight 03 by Jey M. Seitzman. All ight eeed. Ienti elatin PG and CPG F ien. & g uing = ln ln 0 ien ienti e ien nt ine > will need thi late
6 Shl f Aeae Engineeing Autmbile Engine Examle Gien: Ai meed in aut engine ylinde with mein ati f 0 (=V /V ), a tyial alue Find:, =300K = atm Aume: tg, g (=.4) mein fat enugh that n heat tanfe t ylinde wall BU lw enugh t be eeible Ideal Ga Enty State elatin - Cyight 03 by Jey M. Seitzman. All ight eeed. Shl f Aeae Engineeing Aut Engine Examle: Slutin Analyi: Ma Cne. nd Law e+adiab ienti m m V V m m V V =754K =5atm =300K = atm Ideal Ga Enty State elatin - Cyight 03 by Jey M. Seitzman. All ight eeed. 6
7 Shl f Aeae Engineeing Aut Engine Examle: Slutin What if dn t aume g: V till hae V Ue able D. (K) C kj/kgk Ideal Ga Enty State elatin -3 Cyight 03 by Jey M. Seitzman. All ight eeed. K =300K = atm ~ 730K 0 ien. 754 K atm.38 ien. 5 atm Shl f Aeae Engineeing Stagnatin Examle Gien: 300 K, atm, 700 m/ =300K = atm =700 m/ Find: Peue ( ) if flw i lwed eeibly and adiabatially t ze elity (tagnatin eue) Aume: tg, g (=.4) and n extenal wk Ideal Ga Enty State elatin -4 Cyight 03 by Jey M. Seitzman. All ight eeed. 7
8 Shl f Aeae Engineeing Stagnatin Examle: Slutin Analyi: t =300K Law aleady hwed = atm if Q=0, W=0 h =700 m/ h and if g tagnatin temeatue nd Law e+adiabienti kgk 87 J ~ Ideal Ga Enty State elatin -5 Cyight 03 by Jey M. Seitzman. All ight eeed m 300 J =544K =8.0atm.8 kg What if e ie.? 8
Rayleigh Flow - Thermodynamics
Sl f Aerae Engineering Rayleig Flw - erdynai Steady, -d, ntant area, iniid flw wit n external wrk but wit reerible eat tranfer (eating r ling) ρ Cnered uantitie (a, entu e.) ine Ant: a fluxρntant G ine
More informationDoppler Effect. wavelength
Dopple Eet The Dopple Eet i the hange in the obeed equeny o a oue due to the elatie motion between the oue and the eeie. The elatie motion that aet the obeed equeny i only the motion in the Line-O-Sight
More informationGovern mechanics and thermodynamics of systems Control Mass Laws. Propulsion systems generally employ fluid flow
Schl f Aespace Engeeg Cnsevat Equats Gven mechanics an themynamics f systems Cntl Mass Laws mass: can nt ceate esty mass (e.g., neglect nuclea eacts mmentum: Newtn s Law, ma enegy: 1st Law f themynamics,
More informationSolutions to Problems: Chapter 7
Solution to Poblem: Chapte 7 P7-1. P7-2. P7-3. P7-4. Authoized and available hae LG 2; Baic a. Maximum hae available fo ale Authoized hae 2,000,000 Le: Shae outtanding 1,400,000 Available hae 600,000 b.
More informationMath 22B, Homework #8 1. y 5y + 6y = 2e t
Math 22B, Homework #8 3.7 Problem # We find a particular olution of the ODE y 5y + 6y 2e t uing the method of variation of parameter and then verify the olution uing the method of undetermined coefficient.
More informationWorked Examples. v max =?
Exaple iction + Unifo Cicula Motion Cicula Hill A ca i diing oe a ei-cicula hill of adiu. What i the fatet the ca can die oe the top of the hill without it tie lifting off of the gound? ax? (1) Copehend
More informationVectors. Vector Multiplication
Vectors Directed Line Segments and Geometric Vectors A line segment to which a direction has been assigned is called a directed line segment. The figure below shows a directed line segment form P to Q.
More informationME 24-221 THERMODYNAMICS I
Solution to extra problem in chapter 8 Noember 9, 000 Fall 000 J. Murthy ME 4- HERMODYNAMICS I 8.5 Water i ued a the working fluid in a Carnot cycle heat engine, where it change from aturated liquid to
More informationChapter 4. 4.3 Applications of Energy Balance
Capter 4 4. Appliation of Energy Balane We will diu exaple illutrating te analyi of erveral devie of interet in engineering, inluding nozzle and diffuer, turbine, opreor and pup, eat exanger, and trottling
More information4.1 - Trigonometric Functions of Acute Angles
4.1 - Tigonometic Functions of cute ngles a is a half-line that begins at a point and etends indefinitel in some diection. Two as that shae a common endpoint (o vete) fom an angle. If we designate one
More informationMANAGEMENT SCIENCE doi 10.1287/mnsc.1070.0804ec pp. ec1 ec17
MAAEMET SCIECE doi 087/mn0700804e e e7 e-omanion OY AAIABE I EECTOIC OM infom 008 IOMS Eleoni Comanion Call Cene Ououing Cona Unde Infomaion Aymmey by Samee aija Edieal J inke and obe A Sumky Managemen
More informationES-7A Thermodynamics HW 5: 5-62, 81, 96, 134; 7-29, 40, 42, 67, 71, 106 Spring 2003 Page 1 of 7
ES-7A hermodynamic HW 5: 5-6, 8, 96, 34; 7-9, 4, 4, 67, 7, 6 Sring 3 Page of 7 5-6 Heat Pum Given: A heat um i ued to maintain a houe at 3 C. he houe loe heat to the outide at a rate of 6, kj/h, and the
More informationThermodynamics worked examples
An Introduction to Mechanical Engineering Part hermodynamics worked examles. What is the absolute ressure, in SI units, of a fluid at a gauge ressure of. bar if atmosheric ressure is.0 bar? Absolute ressure
More informationInterface Design for Rationally Clocked GALS Systems
Intefae Deign fo Rationally Cloked GALS Sytem Joyee Mekie, Supatik Chakaboty, Giih Venkataamani,.S. Thiagaajan, D.K. Shama Mah 15, 2006 Motivation SoC : integation of pedeigned I oe Rationally loked ytem
More informationIncline and Friction Examples
Incline and riction Eample Phic 6A Prepared b Vince Zaccone riction i a force that oppoe the motion of urface that are in contact with each other. We will conider 2 tpe of friction in thi cla: KINETIC
More informationAnswer, Key Homework 6 David McIntyre 1
Answer, Key Homework 6 David McIntyre 1 This print-out should have 0 questions, check that it is complete. Multiple-choice questions may continue on the next column or page: find all choices before making
More informationThermodynamics. Chapter 13 Phase Diagrams. NC State University
Thermodynamics Chapter 13 Phase Diagrams NC State University Pressure (atm) Definition of a phase diagram A phase diagram is a representation of the states of matter, solid, liquid, or gas as a function
More informationChapter 11 Relative Velocity
Chapter 11 Relatie Velocity 11 Relatie Velocity Vector add like ector, not like nuber. Except in that ery pecial cae in which the ector you are adding lie along one and the ae line, you can t jut add the
More informationSouth East of Process Main Building / 1F. North East of Process Main Building / 1F. At 14:05 April 16, 2011. Sample not collected
At 14:05 April 16, 2011 At 13:55 April 16, 2011 At 14:20 April 16, 2011 ND ND 3.6E-01 ND ND 3.6E-01 1.3E-01 9.1E-02 5.0E-01 ND 3.7E-02 4.5E-01 ND ND 2.2E-02 ND 3.3E-02 4.5E-01 At 11:37 April 17, 2011 At
More informationFirst Law, Heat Capacity, Latent Heat and Enthalpy
First Law, Heat Caacity, Latent Heat and Enthaly Stehen R. Addison January 29, 2003 Introduction In this section, we introduce the first law of thermodynamics and examine sign conentions. Heat and Work
More informationThick-Walled Cylinders and Press Fits. 2004 by W.H.Dornfeld PressCylinder:
Thck-Walled Cylndes and Pess Fts 004 by W.H.Dnfeld PessCylnde: 1 Stesses n Thck-Walled Cylndes Thck-Walled cylndes have an aveage adus less than 0 tmes the wall thckness. σ σl They ae essuzed ntenally
More information[ ] Amplitude Modulation AM with Envelope Detector. Large S/N limit m. c c c c s c. slowly varying. y, low-pass filtered (envelope)
Amplitude Modulation AM with Envelope Detetor Large S/N limit m < 1 (t) in ω t 1 m [ ] Reeived = y(t) = A 1 + m ( t) o ω t + n ( t)o ω t + n ( t)in ω t { j ω t (t)e } = Re Y lowly varying y, low-pa filtered
More informationComments on two models for operating two-warehouse inventory systems with deteriorating items and inflationary effects
Cmmen n w mdel f eaing w-waehue inveny yem wih deeiaing iem and inflainay effe ( be ublihed in he junal IJORIS Huahun Xing, Jinxing Xie *, B Niu Deamen f Mahemaial Siene, Tinghua Univeiy, Beijing 00084,
More informationHYDROLOGY - TUTORIAL 1 UNIFORM FLOW IN CHANNELS
HYDROLOGY - TUTORIAL 1 UNIFORM FLOW IN CHANNELS In ti tutrial yu will Derive frmula fr flw trug nte. Slve prlem invlving flw trug nte. Define unifrm annel flw. Derive frmulae relating annel dimenin and
More informationChapter 7. (a) The compressor work is give by. = m (h 2 h 1 ) = (0.08 kg/s)(416.2 398.6) kj/kg = 1.408 kw. (b) The refrigeration capacity, in tons, is
apter 7 Exaple 7.- 6 ---------------------------------------------------------------------------------- Refrigerant 4a i te working fluid in an ideal vapor-opreion refrigeration yle tat ouniate terally
More informationBARTON COLLEGE PRACTICE PLACEMENT TEST. a) 4 b) 4 c) 12 d) 10.5. a) 7a 11 b) a 17 c) a 11 d) 7a 17. a) 14 b) 1 c) 66 d) 81
. Simplify: 0 + 4 (! 8) 4 4 0.. Simplify: (a 4) + (a ) (a+) 7a a 7 a 7a 7. Evaluate the expessin: 4a! 4ab + b, when a = and b = 4 8 4. Fiefightes use the fmula S = 0.P + t cmpute the hizntal ange S in
More informationLecture 16: 11.04.05 Single-Component phase diagrams continued; Thermodynamics of solutions
Lecture 16: 11.04.05 Single-Cmpnent phase diagrams cntinued; Thermdynamics f slutins Tday: LAST TIME...2 Single-cmpnent phase diagrams and the Gibbs phase rule...2 Cnstraints n the shape f phase bundaries
More information4 Impulse and Impact. Table of contents:
4 Impulse and Impact At the end of this section you should be able to: a. define momentum and impulse b. state principles of conseration of linear momentum c. sole problems inoling change and conseration
More informationGibbs Free Energy and Chemical Potential. NC State University
Chemistry 433 Lecture 14 Gibbs Free Energy and Chemical Potential NC State University The internal energy expressed in terms of its natural variables We can use the combination of the first and second
More informationChem 338 Homework Set #5 solutions October 10, 2001 From Atkins: 5.2, 5.9, 5.12, 5.13, 5.15, 5.17, 5.21
Chem 8 Homework Set #5 solutions October 10, 2001 From Atkins: 5.2, 5.9, 5.12, 5.1, 5.15, 5.17, 5.21 5.2) The density of rhombic sulfur is 2.070 g cm - and that of monoclinic sulfur is 1.957 g cm -. Can
More informationDifferential Amplifiers: Implementation on ICs
iffeential plifies: Ipleentatin n ICs eplain SS an with uent-sues an atie las F. Najabai, ECE, Fall /9 esist ss pies sue eeneatin f a stable bias Bias Cn Me iuit I I I I I I I In isete iuits, bias is siila
More informationUNIT CIRCLE TRIGONOMETRY
UNIT CIRCLE TRIGONOMETRY The Unit Cicle is the cicle centeed at the oigin with adius unit (hence, the unit cicle. The equation of this cicle is + =. A diagam of the unit cicle is shown below: + = - - -
More informationd e f i n i c j i p o s t a w y, z w i z a n e j e s t t o m. i n. z t y m, i p o jі c i e t o
P o s t a w y s p o і e c z e t s t w a w o b e c o s у b n i e p e і n o s p r a w n y c h z e s z c z e g у l n y m u w z g lb d n i e n i e m o s у b z z e s p o і e m D o w n a T h e a t t i t uodf
More informationvap H = RT 1T 2 = 30.850 kj mol 1 100 kpa = 341 K
Thermodynamics: Examples for chapter 6. 1. The boiling point of hexane at 1 atm is 68.7 C. What is the boiling point at 1 bar? The vapor pressure of hexane at 49.6 C is 53.32 kpa. Assume that the vapor
More informationMSc Financial Economics: International Finance. Bubbles in the Foreign Exchange Market. Anne Sibert. Revised Spring 2013. Contents
MSc Financial Economic: International Finance Bubble in the Foreign Exchange Market Anne Sibert Revied Spring 203 Content Introduction................................................. 2 The Mone Market.............................................
More informationChapter 30: Magnetic Fields Due to Currents
d Chapte 3: Magnetic Field Due to Cuent A moving electic chage ceate a magnetic field. One of the moe pactical way of geneating a lage magnetic field (.1-1 T) i to ue a lage cuent flowing though a wie.
More informationThermodynamics of Mixing
Thermodynamics of Mixing Dependence of Gibbs energy on mixture composition is G = n A µ A + n B µ B and at constant T and p, systems tend towards a lower Gibbs energy The simplest example of mixing: What
More informationa) Use the following equation from the lecture notes: = ( 8.314 J K 1 mol 1) ( ) 10 L
hermodynamics: Examples for chapter 4. 1. One mole of nitrogen gas is allowed to expand from 0.5 to 10 L reversible and isothermal process at 300 K. Calculate the change in molar entropy using a the ideal
More information( ) = ( ) = {,,, } β ( ), < 1 ( ) + ( ) = ( ) + ( )
{ } ( ) = ( ) = {,,, } ( ) β ( ), < 1 ( ) + ( ) = ( ) + ( ) max, ( ) [ ( )] + ( ) [ ( )], [ ( )] [ ( )] = =, ( ) = ( ) = 0 ( ) = ( ) ( ) ( ) =, ( ), ( ) =, ( ), ( ). ln ( ) = ln ( ). + 1 ( ) = ( ) Ω[ (
More informationG ri d m on i tori n g w i th N A G I O S (*) (*) Work in collaboration with P. Lo Re, G. S av a and G. T ortone WP3-I CHEP 2000, N F N 10.02.2000 M e e t i n g, N a p l e s, 29.1 1.20 0 2 R o b e r 1
More informationWhat Happens To My Benefits If I Get a Bunch of Money? TANF Here is what happens if you are on the TANF program when you get lump-sum income:
126 Sewall Street Augusta, Maine 04330-6822 TTY/Vice: (207) 626-7058 Fax: (207) 621-8148 www.mejp.rg What Happens T My Benefits If I Get a Bunch f Mney? Each prgram, (TANF, SSI, MaineCare, etc.) has its
More informationChapter 4: Thinking Like a Programmer
Cha 4: Thnkng Lk a Pga Pag 53 Cha 4: Thnkng Lk a Pga On f h had hng lan hw hnk lk a ga. A ga n cad by l bk cla b gw f whn an ndvdal. T bc a "gd" ga ak an f chnlgy, lf lanng, bac nllgnc, and a dv ca and
More informationAnalysis of Binary Search algorithm and Selection Sort algorithm
Analysis of Binary Search algorithm and Selection Sort algorithm In this section we shall take up two representative problems in computer science, work out the algorithms based on the best strategy to
More information1.3. The Mean Temperature Difference
1.3. The Mean Temperature Difference 1.3.1. The Lgarithmic Mean Temperature Difference 1. Basic Assumptins. In the previus sectin, we bserved that the design equatin culd be slved much easier if we culd
More information#1 #2. How should insulin be ordered? 1) Click the Add Order icon 2) Type insulin 3) Select Insulin Subcutaneous Orderset
Insulin Subcutaneus Orderset In the past, insulin sliding scales were the standard methd f cntrlling bld sugars in the hspital. Hwever, sliding scales were develped fr regular and NPH insulins. Since emulating
More informationLeads and Signals. All things being equal, we tend to be on defense about half the time; and leading about half of this time
Leads and Signals All things being equal, we tend t be n defense abut half the time; and leading abut half f this time Opening lead frequently sets up the pattern n defense Cperatin between partners n
More informationCSE 231 Fall 2015 Computer Project #4
CSE 231 Fall 2015 Cmputer Prject #4 Assignment Overview This assignment fcuses n the design, implementatin and testing f a Pythn prgram that uses character strings fr data decmpressin. It is wrth 45 pints
More informationSolution of the Heat Equation for transient conduction by LaPlace Transform
Solution of the Heat Equation for tranient conduction by LaPlace Tranform Thi notebook ha been written in Mathematica by Mark J. McCready Profeor and Chair of Chemical Engineering Univerity of Notre Dame
More information1240 ev nm 2.5 ev. (4) r 2 or mv 2 = ke2
Chapte 5 Example The helium atom has 2 electonic enegy levels: E 3p = 23.1 ev and E 2s = 20.6 ev whee the gound state is E = 0. If an electon makes a tansition fom 3p to 2s, what is the wavelength of the
More informationDeflection of Electrons by Electric and Magnetic Fields
Physics 233 Expeiment 42 Deflection of Electons by Electic and Magnetic Fields Refeences Loain, P. and D.R. Coson, Electomagnetism, Pinciples and Applications, 2nd ed., W.H. Feeman, 199. Intoduction An
More informationFibonacci Numbers and Greatest Common Divisors. The Finonacci numbers are the numbers in the sequence 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144,...
Fibonacci Numbers and Greatest Common Divisors The Finonacci numbers are the numbers in the sequence 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144,.... After starting with two 1s, we get each Fibonacci number
More informationLaboratory 2 Design of an Instrumentation Amplifier
Labratry Design f an Instrumentatin Amplifier OBJECTIVE T esign an implement an p-amp base instrumentatin amplifier. BACKGOUND An instrumentatin amplifier is typically the first stage in an instrumentatin
More informationPre Calculus Math 40S: Explained!
Pre Calculus Math 0S: Eplained! www.math0s.com 0 Logarithms Lesson PART I: Eponential Functions Eponential functions: These are functions where the variable is an eponent. The first tpe of eponential graph
More information1) Assume that the sample is an SRS. The problem state that the subjects were randomly selected.
12.1 Homework for t Hypothei Tet 1) Below are the etimate of the daily intake of calcium in milligram for 38 randomly elected women between the age of 18 and 24 year who agreed to participate in a tudy
More informationDist INDEX OF PLANS CML-6204(114) STATE OF CALIFORNIA MODOC SISKIYOU LOCATIONS OF CONSTRUCTION 5-16 PROJECT PLANS FOR CONSTRUCTION ON
ist X F -0() F F 0, 8.0/5.0, 0.0/3. 77 K F 5 - F - J 7 - J F 37 - Q G G, F, Q G V F Q 7 & 77 G F G 78-8 G, Q 00 F 87-0 - G,, Q / p K lv G wy wy 3-3 V, 35-35K 38 30 t 57 5 G kwy v t 70 lv : F F F. 3 t 0
More informationHUT, TUT, LUT, OU, ÅAU / Engineering departments Entrance examination in mathematics May 25, 2004
HUT, TUT, LUT, OU, ÅAU / Engineeing depamens Enane examinaion in mahemais May 5, 4 Insuions. Reseve a sepaae page fo eah poblem. Give you soluions in a lea fom inluding inemediae seps. Wie a lean opy of
More informationHeat and Work. First Law of Thermodynamics 9.1. Heat is a form of energy. Calorimetry. Work. First Law of Thermodynamics.
Heat and First Law of Thermodynamics 9. Heat Heat and Thermodynamic rocesses Thermodynamics is the science of heat and work Heat is a form of energy Calorimetry Mechanical equivalent of heat Mechanical
More informationThe Gibbs Free Energy and Cell Voltage
The Gibbs Free Energy and Cell Vltage When an amunt f charge, Q, mves thrugh a ptential difference, E w = - Q E b/c wrk dne by the system E > 0 fr galvanic (vltaic) cells Recall, G = H TS = E + PV TS Fr
More informationTHE PRINCIPLE OF THE ACTIVE JMC SCATTERER. Seppo Uosukainen
THE PRINCIPLE OF THE ACTIVE JC SCATTERER Seppo Uoukaie VTT Buildig ad Tapot Ai Hadlig Techology ad Acoutic P. O. Bo 1803, FIN 02044 VTT, Filad Seppo.Uoukaie@vtt.fi ABSTRACT The piciple of fomulatig the
More informationPhysics Equation List :Form 5 Wave
Ocillation Phyic Equation Lit :Form 5 Wave f 1 T f frequency (Hz or -1 ) T Period () Dilacement-Time Grah Amlitude, Period and Frequency can be found from a Dilacement-Time Grah Wave v f λ v velocity (m
More informationUnit 11 Using Linear Regression to Describe Relationships
Unit 11 Uing Linear Regreion to Decribe Relationhip Objective: To obtain and interpret the lope and intercept of the leat quare line for predicting a quantitative repone variable from a quantitative explanatory
More informationKinetic Molecular Theory of Gases/Ideal Gases. Kinetic Molecular Theory of Gases/Ideal Gases. Kinetic Molecular Theory of Gases/Ideal Gases
CHEMISTRY 000 Tpic #: Intermlecular Frces What Attracts Mlecules t Each ther? Spring 009 Prf. René Beré Kinetic Mlecular Thery f Gases/Ideal Gases In an ideal gas : The distance between gas particles (atms
More informationSpacetime Diagrams (1D in space)
PH300 Modern Phsics P11 Last time: Time dilation and length contraion Toda: pacetime ddition of elocities Lorent transformations The onl reason for time is so that eerthing doesn t happen at once. /1 Da
More informationCHECKING ACCOUNTS AND ATM TRANSACTIONS
1 Grades 6-8 Lessn 1 CHECKING ACCOUNTS AND ATM TRANSACTIONS Tpic t Teach: This lessn is intended fr middle schl students in sixth thrugh eighth grades during a frty minute time perid. The lessn teaches
More information10. Collisions. Before During After
10. Collisions Use conseation of momentum and enegy and the cente of mass to undestand collisions between two objects. Duing a collision, two o moe objects exet a foce on one anothe fo a shot time: -F(t)
More informationEffect of Unemployment Insurance Tax On Wages and Employment: A Partial Equilibrium Analysis
Effect of Unemployment nuance Tax On Wage and Employment: atial Equilibium nalyi Deegha Raj dhikai, Oklahoma Employment Secuity Commiion ynn Gay, Oklahoma Employment Secuity Commiion Jackie Bun, Texa &
More informationProblem Set 4 Solutions
Chemistry 360 Dr Jean M Standard Problem Set 4 Solutions 1 Two moles of an ideal gas are compressed isothermally and reversibly at 98 K from 1 atm to 00 atm Calculate q, w, ΔU, and ΔH For an isothermal
More informationTransient Voltage Suppressor SMBJ5.0 - SMBJ440CA
Features: Glass passivated junction Low incremental surge resistance, excellent clamping capability 600W peak pulse power capability with a 10/1,000μs waveform, repetition rate (duty cycle): 0.01% Very
More informationRotated Ellipses. And Their Intersections With Lines. Mark C. Hendricks, Ph.D. Copyright March 8, 2012
Rotated Ellipses And Their Intersections With Lines b Mark C. Hendricks, Ph.D. Copright March 8, 0 Abstract: This paper addresses the mathematical equations for ellipses rotated at an angle and how to
More informationCANKAYA UNIVERSITY FACULTY OF ENGINEERING MECHANICAL ENGINEERING DEPARTMENT ME 212 THERMODYNAMICS II HW# 11 SOLUTIONS
CNKY UNIVESIY FCULY OF ENGINEEING MECHNICL ENGINEEING DEMEN ME HEMODYNMICS II HW# SOLUIONS Deterne te ulton reure of wter or t -60 0 C ung dt lle n te te tle. Soluton Ste tle do not ge turton reure for
More informationHow To Understand An Outut Stage
CHATE 3 OUTUT STAGES AND OE AMFES Chapter Outline 3. Classificatin f Output Stages 3. Class A Output Stage 3.3 Class B Output Stage 3.4 Class AB Output Stage 3.5 Biasing the Class AB Circuit 3.6 CMOS Class
More informationSymmetric polynomials and partitions Eugene Mukhin
Symmetic polynomials and patitions Eugene Mukhin. Symmetic polynomials.. Definition. We will conside polynomials in n vaiables x,..., x n and use the shotcut p(x) instead of p(x,..., x n ). A pemutation
More informationVoltage ( = Electric Potential )
V-1 Voltage ( = Electic Potential ) An electic chage altes the space aound it. Thoughout the space aound evey chage is a vecto thing called the electic field. Also filling the space aound evey chage is
More informationCarter-Penrose diagrams and black holes
Cate-Penose diagams and black holes Ewa Felinska The basic intoduction to the method of building Penose diagams has been pesented, stating with obtaining a Penose diagam fom Minkowski space. An example
More informationTwo Dimensional FEM Simulation of Ultrasonic Wave Propagation in Isotropic Solid Media using COMSOL
Excerpt from the Proceeding of the COMSO Conference 0 India Two Dimenional FEM Simulation of Ultraonic Wave Propagation in Iotropic Solid Media uing COMSO Bikah Ghoe *, Krihnan Balaubramaniam *, C V Krihnamurthy
More informationGain vs. Proportional Band
Gain vs. Prprtinal Band The end result f the analysis f a typial lp tuning predure, whether pen lp r lsed lp, is a set f parameters with whih t adjust the ntrller. One f these parameters is ntrller gain.
More informationLecture 29. Operational Amplifier frequency Response. Reading: Jaeger 12.1 and Notes
Lecture 9 perational mplifier frequency epone eadg: Jaeger. and Note ECE 3040 - Dr. lan Doolittle Ideal p mp Ued to Control Frequency epone - Low Pa Filter Preiouly: Now put a capacitor parallel with :
More informationAP Physics Electromagnetic Wrap Up
AP Physics Electomagnetic Wap Up Hee ae the gloious equations fo this wondeful section. F qsin This is the equation fo the magnetic foce acting on a moing chaged paticle in a magnetic field. The angle
More informationCODES FOR PHARMACY ONLINE CLAIMS PROCESSING
S FOR PHARMACY ONLINE CLAIMS PROCESSING The following is a list of error and warning codes that may appear when processing claims on the online system. The error codes are bolded. CODE AA AB AI AR CB CD
More informationStandardized Coefficients
Standadized Coefficient Ta. How do ou decide which of the X ae mot impotant fo detemining? In thi handout, we dicu one poile (and contoveial) anwe to thi quetion - the tandadized egeion coefficient. Fomula.
More informationChapter 19: Electric Charges, Forces, and Fields ( ) ( 6 )( 6
Chapte 9 lectic Chages, Foces, an Fiels 6 9. One in a million (0 ) ogen molecules in a containe has lost an electon. We assume that the lost electons have been emove fom the gas altogethe. Fin the numbe
More informationFinal Exam CHM 3410, Dr. Mebel, Fall 2005
Final Exam CHM 3410, Dr. Mebel, Fall 2005 1. At -31.2 C, pure propane and n-butane have vapor pressures of 1200 and 200 Torr, respectively. (a) Calculate the mole fraction of propane in the liquid mixture
More informationFigure 2. So it is very likely that the Babylonians attributed 60 units to each side of the hexagon. Its resulting perimeter would then be 360!
1. What ae angles? Last time, we looked at how the Geeks intepeted measument of lengths. Howeve, as fascinated as they wee with geomety, thee was a shape that was much moe enticing than any othe : the
More information7. Differential Amplifiers
7. ifferential plifiers Sera & Sith Se... an Se. 8 (MOS Prtin (S&S 5 th E: Se... an Se. 7 MOS Prtin & ignre frequeny-respnse ECE 0, Fall 0, F. Najabai Cn-Me an ifferential-me Signals & Gain F. Najabai,
More informationLESSON EIII.E EXPONENTS AND LOGARITHMS
LESSON EIII.E EXPONENTS AND LOGARITHMS LESSON EIII.E EXPONENTS AND LOGARITHMS OVERVIEW Here s what ou ll learn in this lesson: Eponential Functions a. Graphing eponential functions b. Applications of eponential
More informationHeartCode Information
HeartCde Infrmatin Hw t Access HeartCde Curses... 1 Tips fr Cmpleting Part 1 the nline curse... 5 HeartCde Part 2... 6 Accessing a Cmpleted Curse... 7 Frequently Asked Questins... 8 Hw t Access HeartCde
More informationHeat Exchangers - Introduction
Heat Exchangers - Introduction Concentric Pipe Heat Exchange T h1 T c1 T c2 T h1 Energy Balance on Cold Stream (differential) dq C = wc p C dt C = C C dt C Energy Balance on Hot Stream (differential) dq
More information1D STEADY STATE HEAT
D SEADY SAE HEA CONDUCION () Pabal alukda Aociate Pofeo Depatment of Mecanical Engineeing II Deli E-mail: pabal@mec.iitd.ac.in Palukda/Mec-IID emal Contact eitance empeatue ditibution and eat flow line
More informationHeat transfer to or from a fluid flowing through a tube
Heat tranfer to or from a fluid flowing through a tube R. Shankar Subramanian A common ituation encountered by the chemical engineer i heat tranfer to fluid flowing through a tube. Thi can occur in heat
More informationSkills Needed for Success in Calculus 1
Skills Needed fo Success in Calculus Thee is much appehension fom students taking Calculus. It seems that fo man people, "Calculus" is snonmous with "difficult." Howeve, an teache of Calculus will tell
More informationTIME SERIES ANALYSIS AND TRENDS BY USING SPSS PROGRAMME
TIME SERIES ANALYSIS AND TRENDS BY USING SPSS PROGRAMME RADMILA KOCURKOVÁ Sileian Univerity in Opava School of Buine Adminitration in Karviná Department of Mathematical Method in Economic Czech Republic
More informationVector Algebra. Addition: (A + B) + C = A + (B + C) (associative) Subtraction: A B = A + (-B)
Vector Algebra When dealing with scalars, the usual math operations (+, -, ) are sufficient to obtain any information needed. When dealing with ectors, the magnitudes can be operated on as scalars, but
More informationHow To Get A House For Free
ISUZU EPACEMENT FO 840 93/GIGA FT WA21 213-1118- D D HEAD AMP D: 1-82110-305-4 1-82110-306-4 4PCS 5.19CFT '95 213-1406 SIDE AMP EPACEMENT FO BUS 213-1202-C(CHOMED) IGHT CASE 3.09CFT ISUZU / 00-213-1621P-C
More informationBio-Plex Analysis Software
Multiplex Supenion Array Bio-Plex Analyi Software The Leader in Multiplex Immunoaay Analyi Bio-Plex Analyi Software If making ene of your multiplex data i your challenge, then Bio-Plex data analyi oftware
More informationReconcile and monitor accounts receivable
Recncile and Mnitr Accunts Receivable using MYOB AccuntRight v19 Cpyright Ntice: Cpyright 2011 - Sftware Publicatins. All rights reserved. N part f this material may be reprduced r cpied in any frm r by
More informationQueueing systems with scheduled arrivals, i.e., appointment systems, are typical for frontal service systems,
MANAGEMENT SCIENCE Vol. 54, No. 3, March 28, pp. 565 572 in 25-199 ein 1526-551 8 543 565 inform doi 1.1287/mnc.17.82 28 INFORMS Scheduling Arrival to Queue: A Single-Server Model with No-Show INFORMS
More informationDetermining solar characteristics using planetary data
Detemining sola chaacteistics using planetay data Intoduction The Sun is a G type main sequence sta at the cente of the Sola System aound which the planets, including ou Eath, obit. In this inestigation
More informationElectrochemical cells
Electrchemical cells In this chapter, we turn ur attentin t electrn transfer reactins. T identify an electrn transfer reactins, we must assign xidatin states review rules in Chapter 3. e.g. Zn(s) Cu(NO
More informationThe force between electric charges. Comparing gravity and the interaction between charges. Coulomb s Law. Forces between two charges
The foce between electic chages Coulomb s Law Two chaged objects, of chage q and Q, sepaated by a distance, exet a foce on one anothe. The magnitude of this foce is given by: kqq Coulomb s Law: F whee
More information