ISOTOPE PRODUCTION RATES IN THE LEAD TARGET OF THE ENERGY PLUS TRANSMUTATION -SETUP IN THE REACTION D+Pb AT 2,52 GEV
|
|
- Ira Whitehead
- 5 years ago
- Views:
Transcription
1 ISOTOPE PRODUCTION RATES IN THE LEAD TARGET OF THE ENERGY PLUS TRANSMUTATION -SETUP IN THE REACTION D+Pb AT,5 GEV O Yordanov, J Adam, S Bazev, K Kaovsky, L Kosov, V D Kovalenko, M I Krivopusov, M Maerle, A A Solnyshkin, Ch Soyanov, V M Tsoupko-Sinikov, P Zhivkov Insiue of Nuclear Research and Nuclear Energy, Sofia, Bulgaria Join Insiue for Nuclear Research, Dubna, Russia Czech Technical Universiy, Prague, Czech Republic Nuclear Physics Insiue, Rez, Czech Republic
2 The need of sudies for fuure opions of Nuclear power Conemporary Nuclear Power Favorable price of he produced energy clean - limied emission of СО compared o he amoun of produced power dependable- one of high-ech branches of world s economy Environmenaly friendy?: depends on he exisence of long-erm sorage capabiliies Expanding Nuclear Power Producion? Fas rising energy demands of growing economies Economic growh + reducion of greenhouse gas emissions Avoiding of sorage needs for large quaniies of radioacive wases Need for new approaches for fuure energy producion
3 A possible approach: Accelleraor Driven Sysems (ADS)- p~ GeV Pb, W Conemporary echnology Self susaining reacion Use of enriched fuel Criicaliy of he reacor Need of long-erm sorage of he produced radioacive wases ADS No need for fuel enrichmen Use of an exernal neuron source Sub-criical operaion Transmuaion of long-living and oxic radioacive componens Sable operaing high-curren acceleraor required
4 The Energy plus Transmuaion experimen, JINR Dubna: A sub-criical assembly for ransmuaion sudies following he ADS concep Sudies of (n,γ), (n,f), (n,xn) reacions in he neuron field generaed in he irradiaion of he U/Pb-arge-blanke-assembly wih relaivisic proon/deueron beams Samples: Pu38,39, Np37, I9, I7, Bi, Al, Fe, Dy, La, In, Pb, Au Acivaion deecors Pb-arge D -beam ~ Gev/u Acivaion deecors U38 in Al-cans Drawing by M I Krivopusov and T Tumendelger, JINR Dubna
5 Targe-Blanke Sysem Energy & Transmuaion, Experimens hall of he Nucloron faciliy
6 Experimenal sudies on nuclide producion in he Pb-arge Six Pb-samples Experimenal daa for he nuclide producion in he Pb-arge Comparison of he experimenal daa wih calculaions GeV 0 609mg 590mg 574mg 3 599mg 4 574mg 5 605mg Φ=5 mm, na Pb
7 Producion of β+ radioacive nuclides Idenificaion of he produced nuclides by precision gammaspecroscopy of he samples using HPGe deecors Assignmen of he observed gamma-ransiions o he corresponding decaying nuclides Off-line gamma-specroscopy eg afer he end of he irradiaion The deerminaion of he isoope producion raes is based on he measuremen of he absolue inensiy of he assigned gamma-ransiions m Au Bi Pb Tl Hg
8 The producion rae of an isoope (A,Z) is defined as: R A, Z A, Z = [number of prod nuclei/incoming deueron/arge aom] Y oal N N na Pb Analysis of he isoopes of Bi and Pb: -sep decay Pb Decay consan Tl Duraion of he measuremen Relaive Inensiy of he gamma-ransiion Absolue deecion efficiency A ( E i) = N( ) ( exp( ( )) exp( ( + δ ))) I ε ( E ) P ( E ) γ, A, Z end A, Z A, Z i end A, Z i i end γ γ esc γ Area of he gamma-line in specra i Amoun of he decaying isoope Sar of he measuremen End of irradiaion Absorpion probabiliy of he ougoing radiaion wihin he volume of he sample
9 Pb Tl Hg N N d dn N d dn + = = ( ) ( ) N N N N exp exp ) ( = ( ) ( ) [ ] ( ) ( ) [ ] exp exp exp exp ), ( N N N D + = Analysis of isoopes of Tl: feeding and wo decay channels
10 Nuclei of Pb and Tl are produced by each spill of he acceleraor, he produced amouns are proporional o he R-facors and he number of D-nuclei The number of D-nuclei in each spill are known The producion rae of he nuclide R(A,Tl) can be calculaed if R(A,Pb) is known and a sum over all spills is aken Measured number Of decays of (A,Tl) D( + R, A, Pb A, Pb y( A, Tl To be deermined R known ) = R known ) N y( y( na Pb ) N [ exp( ( )) exp( ( ))] [ exp( ( )) exp( ( ))] na Pb [ exp( ( )) exp( ( ))] ) N na Pb +
11 04Bi, 9840 kev Li: T/= (0) h 04Bi, 8995 kev 00E+00 00E+0 00E+00 couns/sec 00E-0 couns/sec 00E-0 00E-0 00E-0 T/=40 (35) h 000E E+0 00E+03 50E+03 00E+03 50E+03 ime [min] 00E-03 T/=07 (7) h 0E+00 E+03 E+03 3E+03 4E+03 5E+03 6E+03 ime [min] 06Bi, 8030 kev Li: T/=6,43 (3) d 06Bi, 3435 kev 00E+00 00E+00 couns/sec 00E-0 couns/sec 00E-0 00E-0 T/=65 (8) d 000E+00 00E+04 00E E E+04 00E-0 T/=697 (7) d 000E+00 00E+04 00E E E+04 ime [min] ime [min]
12 Resuls Producion raes of Bi-isoopes 04Bi 03Bi 3,50E-8 3,00E-8,50E kev 374 kev 984 kev 3,00E-8,50E-8,00E-8 80 kev R,00E-8,50E-8,00E-8 5,00E-9 R,50E-8,00E-8 5,00E-9 0,00E sample 0,00E sample
13 Producion raes of Tl-isoopes R,00E-6,00E-7 00Tl 0Tl 0Tl Tl98m Tl98,00E-8,00E Sample
14 Producion raes of Pb-isoopes 00Pb 0Pb R,E-7,E-7 8,E-8 6,E-8 4,E-8 47,63 kev MCNPX R,5E-7,0E-7,5E-7,0E-7 33 kev 36 kev 946 kev 908 kev 69 kev MCNPX,E-8 5,0E-8 0,E ,0E sample sample 03Pb 0mPb 4,0E-7 3,5E-7 3,0E-7,5E-7 79 kev 40 kev MCNPX,E-7 9,E-8 8,E-8 7,E-8 6,E kev 657 kev 787 kev 4 kev R,0E-7,5E-7,0E-7 5,0E-8 0,0E R 5,E-8 4,E-8 3,E-8,E-8,E-8 0,E sample sample
15 Isoope producion raes for he reacion GeV R,00E-6,00E-7,00E-8,00E Sample 03Bi 04Bi 05Bi 06Bi 98Pb 00Pb 0mPb 03Pb 0Pb 00Tl 0Tl 0Tl Tl98m Tl98
16 Calculaions: MCNPX, TALYS Goal: Calculaion of he isoope producion raes R(A,Z) MCNPX- provides calculaion of he fluxes of neurons, deuerons and proons a he locaion poins of samples Producion cross secions: TALYS: paricle energies less han 50 MeV, MCNPX greaer han 50 MeV Sum over he parial producions wih respec o he isoope composiion of na Pb: 04Pb,06Pb,07Pb,08Pb R Calc i, A( Pb) A( Pb) A( Pb) A( Pb) 4 ( φ ( E ) σ ( E ) + φ ( E ) σ ( E ) φ ( E ) σ ( E ))0,00 = p A( Pb) n i n, X ( A, Z ) i p i p, X ( A, Z ) i + d i d, X ( A, Z ) i e φ n ( Ei ), φ p ( Ei ), φd ( Ei ) : [paricles/cm /incoming deueron] σ ( E ), σ,( E ), σ ( E A( Pb) A( Pb) A( Pb) n, X ( A, Z ) i p, X ( A, Z ) i d, X ( A, Z ) i ) : producion cross secions [mbarn]
17 Comparison beween calculaed and measured isoope producion raes: Pb isoopes 4,00 Rexp/Rcalc 3,50 3,00,50,00,50,00 0,50 Pb98 Pb00 Pb0 Pb03 0, sample
18 Comparison beween calculaed and measured isoope producion raes: Tl isoopes 0,00 Rexp/Rcalc 9,00 8,00 7,00 6,00 5,00 4,00 3,00,00,00 0, sample Tl98 Tl00 Tl0 Tl0
19 Comparison beween calculaed and measured isoope producion raes: Bi isoopes Rexp/Rcalc 0,00 9,00 8,00 7,00 6,00 5,00 4,00 3,00,00,00 0, sample 04Bi 05Bi 06Bi
20 Oulook Using Pb-samples placed a differen posiions along he Pb-arge he producion raes of isoopes of Bi, Pb and Tl have been measured The resuls are consisen and show a maximum of he isoope producion in he middle par of he arge No shor-living isoopes wih T/ below 3h have been observed No significan amoun of decays of isoopes wih Z<80 have been observed The bes agreemen beween measured and calculaed isoope producion raes was observed for Pb-isoopes Excep he 0 h arge, all deviaions beween calculaed and measured producion raes do no exceed order of magniude Nex experimens The use of purified samples of 00%-08Pb is preferred The gamma-specroscopy measuremens of he samples has o sar as soon as possible afer he end of he irradiaion in order o observe shor-living isoopes produced in reacions wih he mos energeic paricles Collecing of isoope producion raes a differen beam energies
21 Thanks o all friends and colleagues from:
22 ,00E+00,00E-0 Neuron flux,00e-0,00e-03,00e-04,00e-05 pos 0 pos pos pos 3 pos 4 pos 5,00E-06,00E Energy of neuron [MeV],00E+00,00E-0,00E-0 Proon flux,00e-03,00e-04,00e-05,00e-06 pos 0 pos pos pos 3 pos 4 pos 5,00E-07,00E-08,00E Energy of proon [MeV]
23 Cross-secion Pb(n,xn) reacion Cross-secion Pb03 Pb0 Pb00 Pb Energy of neurons [MeV] Cross-secion Pb(p,pxn) Cross-secion Pb03 Pb0 Pb00 Pb Energy of proons [MeV]
Quiz (15 Points) Identify the daughter and the decay mode for the following isotopes 3-2. Parent isotope Decay mode Daughter Isotope.
Quiz. (5 Poins) Provide a roue for he producion of 38 Pu? 5 poin bonus: Wha is he use of his isoope? Give an example of where i has been used.. (5 Poins) Below is a mass parabola from he able of he isoopes
More informationUnits. Chapter 1 Basic Concepts. Units. Example 1. Atoms. Example 2. Radiation Dosimetry I
Unis Chaper Basic Conceps Radiaion Dosimery I Tex: H.E Johns and J.R. Cunningham, The physics of radiology, 4 h ed. Special uni of energy: elecron vol ev ev=.60x0-9 C x vol=.60x0-9 J Unis Absorbed dose:
More informationSuggested Problem Solutions Associated with Homework #5
Suggesed Problem Soluions Associaed wih Homework #5 431 (a) 8 Si has proons and neurons (b) 85 3 Rb has 3 proons and 48 neurons (c) 5 Tl 81 has 81 proons and neurons 43 IDENTIFY and SET UP: The ex calculaes
More informationNuclear Decay kinetics : Transient and Secular Equilibrium. What can we say about the plot to the right?
uclear Decay kineics : Transien and Secular Equilibrium Wha can we say abou he plo o he righ? IV. Paren-Daugher Relaionships Key poin: The Rae-Deermining Sep. Case of Radioacive Daugher (Paren) 1/2 ()
More informationPhysics 235 Chapter 2. Chapter 2 Newtonian Mechanics Single Particle
Chaper 2 Newonian Mechanics Single Paricle In his Chaper we will review wha Newon s laws of mechanics ell us abou he moion of a single paricle. Newon s laws are only valid in suiable reference frames,
More informationRANDOM PROCESS: Identical to Unimolecular Decomposition. ΔE a
7 Lecure 13: Radioacive Decay Kineics I. Kineics of Firs-Order Processes. Mechanism: 1. ucleus has Inernal Srucure Z X Z Decay involves inernal + Y + Q ; Q =+ rearrangemen of sysem. RDOM PROCESS: Idenical
More information04. Kinetics of a second order reaction
4. Kineics of a second order reacion Imporan conceps Reacion rae, reacion exen, reacion rae equaion, order of a reacion, firs-order reacions, second-order reacions, differenial and inegraed rae laws, Arrhenius
More informationChapter 15. Time Series: Descriptive Analyses, Models, and Forecasting
Chaper 15 Time Series: Descripive Analyses, Models, and Forecasing Descripive Analysis: Index Numbers Index Number a number ha measures he change in a variable over ime relaive o he value of he variable
More information1 Nuclear particles and nuclear radiation may cause ionisation as they pass through matter.
1 uclear paricles and nuclear radiaion may cause ionisaion as hey pass hrough maer. Which of he following is he mos ionising? A α paricles B β paricles C γ rays D neurons 2 An unsable nucleus recoils as
More informationChapter 15: Phenomena. Chapter 15 Chemical Kinetics. Reaction Rates. Reaction Rates R P. Reaction Rates. Rate Laws
Chaper 5: Phenomena Phenomena: The reacion (aq) + B(aq) C(aq) was sudied a wo differen emperaures (98 K and 35 K). For each emperaure he reacion was sared by puing differen concenraions of he 3 species
More informationRadioactive Decay BSEN-625 ADVANCES IN FOOD ENGINEERING
Radioacive Decay BSE-65 DVCES I FOOD EGIEERIG civiy The rae of decay of a radionuclide I is he number of aoms ha decay per uni ime Unis Bacquarel (Bq): one desinegaion/second Bq s - Curie-(Ci): aciviy
More information2. For a one-point fixed time method, a pseudo-first order reaction obeys the equation 0.309
Chaper 3. To derive an appropriae equaion we firs noe he following general relaionship beween he concenraion of A a ime, [A], he iniial concenraion of A, [A], and he concenraion of P a ime, [P] [ P] Subsiuing
More informationTime series Decomposition method
Time series Decomposiion mehod A ime series is described using a mulifacor model such as = f (rend, cyclical, seasonal, error) = f (T, C, S, e) Long- Iner-mediaed Seasonal Irregular erm erm effec, effec,
More informationCHEMICAL KINETICS: 1. Rate Order Rate law Rate constant Half-life Temperature Dependence
CHEMICL KINETICS: Rae Order Rae law Rae consan Half-life Temperaure Dependence Chemical Reacions Kineics Chemical ineics is he sudy of ime dependence of he change in he concenraion of reacans and producs.
More informationTOP-QUARK MASS MEASUREMENTS AT THE LHC
TOP-QUARK MASS MEASUREMENTS AT THE LHC S. Blyweer, on behalf of he ATLAS and CMS Collaboraions Vrije Universiei Brussel - Ineruniversiy Insiue for High Energies Pleinlaan 2, 1050 Brussel, Belgium The op-quark
More informationSummary of shear rate kinematics (part 1)
InroToMaFuncions.pdf 4 CM465 To proceed o beer-designed consiuive equaions, we need o know more abou maerial behavior, i.e. we need more maerial funcions o predic, and we need measuremens of hese maerial
More information1. VELOCITY AND ACCELERATION
1. VELOCITY AND ACCELERATION 1.1 Kinemaics Equaions s = u + 1 a and s = v 1 a s = 1 (u + v) v = u + as 1. Displacemen-Time Graph Gradien = speed 1.3 Velociy-Time Graph Gradien = acceleraion Area under
More informationNice Try. Some Properties of Nuclei. Charge and mass Introduction: Development of Nuclear Physics. Nuclear Binding, Radioactivity
SPHUI Physics Modern undersanding: he ``onion picure Nuclear Binding, Radioaciviy Nucleus Proons om and neurons Le s see wha s inside! Nice Try Inroducion: Developmen of Nuclear Physics 1896 he birh of
More informationModule 2 F c i k c s la l w a s o s f dif di fusi s o i n
Module Fick s laws of diffusion Fick s laws of diffusion and hin film soluion Adolf Fick (1855) proposed: d J α d d d J (mole/m s) flu (m /s) diffusion coefficien and (mole/m 3 ) concenraion of ions, aoms
More informationA First Course on Kinetics and Reaction Engineering. Class 19 on Unit 18
A Firs ourse on Kineics and Reacion Engineering lass 19 on Uni 18 Par I - hemical Reacions Par II - hemical Reacion Kineics Where We re Going Par III - hemical Reacion Engineering A. Ideal Reacors B. Perfecly
More informationNature Neuroscience: doi: /nn Supplementary Figure 1. Spike-count autocorrelations in time.
Supplemenary Figure 1 Spike-coun auocorrelaions in ime. Normalized auocorrelaion marices are shown for each area in a daase. The marix shows he mean correlaion of he spike coun in each ime bin wih he spike
More informationNavneet Saini, Mayank Goyal, Vishal Bansal (2013); Term Project AML310; Indian Institute of Technology Delhi
Creep in Viscoelasic Subsances Numerical mehods o calculae he coefficiens of he Prony equaion using creep es daa and Herediary Inegrals Mehod Navnee Saini, Mayank Goyal, Vishal Bansal (23); Term Projec
More informationAcceleration. Part I. Uniformly Accelerated Motion: Kinematics & Geometry
Acceleraion Team: Par I. Uniformly Acceleraed Moion: Kinemaics & Geomery Acceleraion is he rae of change of velociy wih respec o ime: a dv/d. In his experimen, you will sudy a very imporan class of moion
More informationAcceleration. Part I. Uniformly Accelerated Motion: Kinematics & Geometry
Acceleraion Team: Par I. Uniformly Acceleraed Moion: Kinemaics & Geomery Acceleraion is he rae of change of velociy wih respec o ime: a dv/d. In his experimen, you will sudy a very imporan class of moion
More informationRC, RL and RLC circuits
Name Dae Time o Complee h m Parner Course/ Secion / Grade RC, RL and RLC circuis Inroducion In his experimen we will invesigae he behavior of circuis conaining combinaions of resisors, capaciors, and inducors.
More informationVehicle Arrival Models : Headway
Chaper 12 Vehicle Arrival Models : Headway 12.1 Inroducion Modelling arrival of vehicle a secion of road is an imporan sep in raffic flow modelling. I has imporan applicaion in raffic flow simulaion where
More informationA Dynamic Model of Economic Fluctuations
CHAPTER 15 A Dynamic Model of Economic Flucuaions Modified for ECON 2204 by Bob Murphy 2016 Worh Publishers, all righs reserved IN THIS CHAPTER, OU WILL LEARN: how o incorporae dynamics ino he AD-AS model
More informationψ(t) = V x (0)V x (t)
.93 Home Work Se No. (Professor Sow-Hsin Chen Spring Term 5. Due March 7, 5. This problem concerns calculaions of analyical expressions for he self-inermediae scaering funcion (ISF of he es paricle in
More information10.37 Chemical and Biological Reaction Engineering, Spring 2007 Prof. K. Dane Wittrup Lecture 10: Non ideal Reactor Mixing Patterns
1.37 Chemical and Biological Reacion ngineering, Spring 27 Prof. K. Dane Wirup Lecure 1: Non ideal Reacor Mixing Paerns This lecure covers residence ime disribuion (RTD), he anks in series model, and combinaions
More informationCross-section Measurements of Relativistic Deuteron Reactions on Copper by Activation Method
Nuclear Physics Institute, Academy of Sciences of the Czech Republic Department of Nuclear Reactors, Faculty of Nuclear Sciences and Physical Engineering, Czech Technical University in Prague Cross-section
More information= N 0!e. Topics... Nuclear Medicine: Gamma cameras, SPECT and PET. Radioactivity Discovery. Part 1: Radioactive Decay.
Topics... Nuclear Medicine: Gamma cameras, SPECT and PET 1: radioacive decay 2: deecion of radiaion A brief inroducion for DTU sudens Inroducion o medical imaging 31540, 2010 3: planar imaging 4: omographic
More informationStructure of atom nucleus
Philosophers / scieniss Timeline Srucure of aom nucleus risoeles Dalon J.J.Thompson Bohr Schrödinger Pauli Biophysics lecures Ocober József Orbán Biophysics Deparmen hp://biofizika.aok.pe.hu/en/ Pierre,
More informationPoS(Baldin ISHEPP XXII)061
Reaction Rates of Residual Nuclei Produced in 59 Co at the Target QUINTA 1ab, J. Adam ac, K. Katovsky b a Joint Institute for Nuclear Research Joliot Curie str. 6, 1419980 Dubna, Moscow Region, Russia
More informationSolutions to Assignment 1
MA 2326 Differenial Equaions Insrucor: Peronela Radu Friday, February 8, 203 Soluions o Assignmen. Find he general soluions of he following ODEs: (a) 2 x = an x Soluion: I is a separable equaion as we
More informationLab 10: RC, RL, and RLC Circuits
Lab 10: RC, RL, and RLC Circuis In his experimen, we will invesigae he behavior of circuis conaining combinaions of resisors, capaciors, and inducors. We will sudy he way volages and currens change in
More informationFinal Exam. Tuesday, December hours
San Francisco Sae Universiy Michael Bar ECON 560 Fall 03 Final Exam Tuesday, December 7 hours Name: Insrucions. This is closed book, closed noes exam.. No calculaors of any kind are allowed. 3. Show all
More information20. Applications of the Genetic-Drift Model
0. Applicaions of he Geneic-Drif Model 1) Deermining he probabiliy of forming any paricular combinaion of genoypes in he nex generaion: Example: If he parenal allele frequencies are p 0 = 0.35 and q 0
More informationNotes 8B Day 1 Doubling Time
Noes 8B Day 1 Doubling ime Exponenial growh leads o repeaed doublings (see Graph in Noes 8A) and exponenial decay leads o repeaed halvings. In his uni we ll be convering beween growh (or decay) raes and
More informationCENTRALIZED VERSUS DECENTRALIZED PRODUCTION PLANNING IN SUPPLY CHAINS
CENRALIZED VERSUS DECENRALIZED PRODUCION PLANNING IN SUPPLY CHAINS Georges SAHARIDIS* a, Yves DALLERY* a, Fikri KARAESMEN* b * a Ecole Cenrale Paris Deparmen of Indusial Engineering (LGI), +3343388, saharidis,dallery@lgi.ecp.fr
More informationAP CALCULUS AB 2003 SCORING GUIDELINES (Form B)
SCORING GUIDELINES (Form B) Quesion A blood vessel is 6 millimeers (mm) long Disance wih circular cross secions of varying diameer. x (mm) 6 8 4 6 Diameer The able above gives he measuremens of he B(x)
More informationarxiv: v1 [math.na] 23 Feb 2016
EPJ Web of Conferences will be se by he publisher DOI: will be se by he publisher c Owned by he auhors, published by EDP Sciences, 16 arxiv:163.67v1 [mah.na] 3 Feb 16 Numerical Soluion of a Nonlinear Inegro-Differenial
More informationExplaining Total Factor Productivity. Ulrich Kohli University of Geneva December 2015
Explaining Toal Facor Produciviy Ulrich Kohli Universiy of Geneva December 2015 Needed: A Theory of Toal Facor Produciviy Edward C. Presco (1998) 2 1. Inroducion Toal Facor Produciviy (TFP) has become
More informationMechanical Fatigue and Load-Induced Aging of Loudspeaker Suspension. Wolfgang Klippel,
Mechanical Faigue and Load-Induced Aging of Loudspeaker Suspension Wolfgang Klippel, Insiue of Acousics and Speech Communicaion Dresden Universiy of Technology presened a he ALMA Symposium 2012, Las Vegas
More informationAdvanced Organic Chemistry
Lalic, G. Chem 53A Chemisry 53A Advanced Organic Chemisry Lecure noes 1 Kineics: A racical Approach Simple Kineics Scenarios Fiing Experimenal Daa Using Kineics o Deermine he Mechanism Doughery, D. A.,
More information11. The Top Quark and the Higgs Mechanism
11. The Top Quark and he Higgs Mechanism Paricle and Nuclear Physics Dr. Tina Poer Dr. Tina Poer 11. The Top Quark and he Higgs Mechanism 1 In his secion... Focus on he mos recen discoveries of fundamenal
More informationEE3723 : Digital Communications
EE373 : Digial Communicaions Week 6-7: Deecion Error Probabiliy Signal Space Orhogonal Signal Space MAJU-Digial Comm.-Week-6-7 Deecion Mached filer reduces he received signal o a single variable zt, afer
More informationLecture 4 Kinetics of a particle Part 3: Impulse and Momentum
MEE Engineering Mechanics II Lecure 4 Lecure 4 Kineics of a paricle Par 3: Impulse and Momenum Linear impulse and momenum Saring from he equaion of moion for a paricle of mass m which is subjeced o an
More information2) Of the following questions, which ones are thermodynamic, rather than kinetic concepts?
AP Chemisry Tes (Chaper 12) Muliple Choice (40%) 1) Which of he following is a kineic quaniy? A) Enhalpy B) Inernal Energy C) Gibb s free energy D) Enropy E) Rae of reacion 2) Of he following quesions,
More informationNorthern Arizona University Exam #1. Section 2, Spring 2006 February 17, 2006
Norhern Arizona Universiy Exam # CHM 52, General Chemisry II Dr. Brandon Cruickshank Secion 2, Spring 2006 February 7, 2006 Name ID # INSTRUCTIONS: Code he answers o he True-False and Muliple-Choice quesions
More informationEXPERIMENTS OF HIGH ENERGY NEUTRON SPECTRUM INVESTIGATION ON U/Pb - ASSEMBLY USING AND 2.52 GeV DEUTERON BEAM FROM JINR NUCLOTRON (DUBNA)
EXPERIMENTS OF HIGH ENERGY NEUTRON SPECTRUM INVESTIGATION ON U/Pb - ASSEMBLY USING 1.60 AND 2.52 GeV DEUTERON BEAM FROM JINR NUCLOTRON (DUBNA) M. Bielewicz 1, S. Kilim 1, E. Strugalska-Gola, 1 M. Szuta
More informationDouble system parts optimization: static and dynamic model
Double sysem pars opmizaon: sac and dynamic model 1 Inroducon Jan Pelikán 1, Jiří Henzler 2 Absrac. A proposed opmizaon model deals wih he problem of reserves for he funconal componens-pars of mechanism
More informationEE 435. Lecture 31. Absolute and Relative Accuracy DAC Design. The String DAC
EE 435 Lecure 3 Absolue and Relaive Accuracy DAC Design The Sring DAC . Review from las lecure. DFT Simulaion from Malab Quanizaion Noise DACs and ADCs generally quanize boh ampliude and ime If convering
More informationChapter 14 Chemical Kinetics
/5/4 Chaper 4 Chemical Kineics Chemical Kineics Raes of Reacions Chemical Kineics is he sudy of he rae of reacion. How fas does i ake place? Very Fas Reacions Very Slow Reacions Acid/Base Combusion Rusing
More informationToroidal Field Ripple Induced Excursion of Banana Orbit
Toroidal Field Ripple Induced Excursion of Banana Orbi in Tokamak Plasmas Gao Qingdi Key words TF ripple Banana orbi Local magneic well Thermonuclear plasma ions wihin a okamak mus be achieved wih a finie
More informationThis exam is formed of 4 obligatory exercises in four pages numbered from 1 to 4 The use of non-programmable calculators is allowed
وزارةالتربیةوالتعلیمالعالي المدیریةالعامةللتربیة داي رةالامتحانات امتحاناتشھادةالثانویةالعامة فرع العلومالعامة مسابقةفي ال فیزیاء المدة:ثلاثساعات دورةسنة الاسم : الرقم : 005 ا لعادیة This exam is formed
More informationBEng (Hons) Telecommunications. Examinations for / Semester 2
BEng (Hons) Telecommunicaions Cohor: BTEL/14/FT Examinaions for 2015-2016 / Semeser 2 MODULE: ELECTROMAGNETIC THEORY MODULE CODE: ASE2103 Duraion: 2 ½ Hours Insrucions o Candidaes: 1. Answer ALL 4 (FOUR)
More informationOn Measuring Pro-Poor Growth. 1. On Various Ways of Measuring Pro-Poor Growth: A Short Review of the Literature
On Measuring Pro-Poor Growh 1. On Various Ways of Measuring Pro-Poor Growh: A Shor eview of he Lieraure During he pas en years or so here have been various suggesions concerning he way one should check
More informationChapter 17 Physics of Nuclear Medicine. (Radioisotopes in Medicine)
(Radioisoopes in Medicine) Naural radioaciviy (Table 17.1) Becquerel (1905 Novel Prize) Curie: radium Alpha ray Nuclei of helium aoms A few cenimeers in air Posiively charges Fixed energy Bea ray or negaron
More informationCOS 2AB Physics Year 11 Programme 2012
COS AB Physics Year 11 Programme 01 Semeser Week 1 & 30 Jan 6 Feb Monday is School Dev Day Week 3 13 Feb Week 4 0 Feb a & b Disribue Programme, Assessmen srucure, Syllabus, Course ouline Heaing and cooling
More informationPerformance of Stochastically Intermittent Sensors in Detecting a Target Traveling between Two Areas
American Journal of Operaions Research, 06, 6, 99- Published Online March 06 in SciRes. hp://www.scirp.org/journal/ajor hp://dx.doi.org/0.436/ajor.06.60 Performance of Sochasically Inermien Sensors in
More informationReaction Order Molecularity. Rate laws, Reaction Orders. Determining Reaction Order. Determining Reaction Order. Determining Reaction Order
Rae laws, Reacion Orders The rae or velociy of a chemical reacion is loss of reacan or appearance of produc in concenraion unis, per uni ime d[p] d[s] The rae law for a reacion is of he form Rae d[p] k[a]
More informationPhysics 5A Review 1. Eric Reichwein Department of Physics University of California, Santa Cruz. October 31, 2012
Physics 5A Review 1 Eric Reichwein Deparmen of Physics Universiy of California, Sana Cruz Ocober 31, 2012 Conens 1 Error, Sig Figs, and Dimensional Analysis 1 2 Vecor Review 2 2.1 Adding/Subracing Vecors.............................
More informationCross-section Measurements of (n,xn) Threshold Reactions
Nuclear Physics Institute, Academy of Sciences of Czech Republic Department of Nuclear Reactors, Faculty of Nuclear Sciences and Physical Engineering, Czech Technical University in Prague Cross-section
More informationPolymerization Technology Laboratory
Versuch eacion Calorimery Polymerizaion Technology Laboraory eacion Calorimery 1. Subjec Isohermal and adiabaic emulsion polymerizaion of mehyl mehacrylae in a bach reacor. 2. Theory 2.1 Isohermal and
More informationDamped mechanical oscillator: Experiment and detailed energy analysis
1 Damped mechanical oscillaor: Experimen and deailed energy analysis Tommaso Corridoni, DFA, Locarno, Swizerland Michele D Anna, Liceo canonale, Locarno, Swizerland Hans Fuchs, Zurich Universiy of Applied
More informationEFFECT OF OPERATING PARAMETERS ON FORMATION PROCESS OF DEFECTS IN MODERATOR BLOCK IN GRAPHITE REACTORS
Jr of Indusrial Polluion Conrol 32(2)(2016) pp 437-441 wwwiconrolpolluioncom Research EFFECT OF OPERATING PARAMETERS ON FORMATION PROCESS OF A MOCHALOV, A NAYMUSHIN *, V NESTEROV, S SAVANYUK AND I SHAMANIN
More informationExponentially Weighted Moving Average (EWMA) Chart Based on Six Delta Initiatives
hps://doi.org/0.545/mjis.08.600 Exponenially Weighed Moving Average (EWMA) Char Based on Six Dela Iniiaives KALPESH S. TAILOR Deparmen of Saisics, M. K. Bhavnagar Universiy, Bhavnagar-36400 E-mail: kalpesh_lr@yahoo.co.in
More informationScientific Herald of the Voronezh State University of Architecture and Civil Engineering. Construction and Architecture
Scienific Herald of he Voronezh Sae Universiy of Archiecure and Civil Engineering. Consrucion and Archiecure UDC 625.863.6:551.328 Voronezh Sae Universiy of Archiecure and Civil Engineering Ph. D. applican
More informationIB Physics Kinematics Worksheet
IB Physics Kinemaics Workshee Wrie full soluions and noes for muliple choice answers. Do no use a calculaor for muliple choice answers. 1. Which of he following is a correc definiion of average acceleraion?
More informationWEEK-3 Recitation PHYS 131. of the projectile s velocity remains constant throughout the motion, since the acceleration a x
WEEK-3 Reciaion PHYS 131 Ch. 3: FOC 1, 3, 4, 6, 14. Problems 9, 37, 41 & 71 and Ch. 4: FOC 1, 3, 5, 8. Problems 3, 5 & 16. Feb 8, 018 Ch. 3: FOC 1, 3, 4, 6, 14. 1. (a) The horizonal componen of he projecile
More informationSub Module 2.6. Measurement of transient temperature
Mechanical Measuremens Prof. S.P.Venkaeshan Sub Module 2.6 Measuremen of ransien emperaure Many processes of engineering relevance involve variaions wih respec o ime. The sysem properies like emperaure,
More information2.1: What is physics? Ch02: Motion along a straight line. 2.2: Motion. 2.3: Position, Displacement, Distance
Ch: Moion along a sraigh line Moion Posiion and Displacemen Average Velociy and Average Speed Insananeous Velociy and Speed Acceleraion Consan Acceleraion: A Special Case Anoher Look a Consan Acceleraion
More information3.1.3 INTRODUCTION TO DYNAMIC OPTIMIZATION: DISCRETE TIME PROBLEMS. A. The Hamiltonian and First-Order Conditions in a Finite Time Horizon
3..3 INRODUCION O DYNAMIC OPIMIZAION: DISCREE IME PROBLEMS A. he Hamilonian and Firs-Order Condiions in a Finie ime Horizon Define a new funcion, he Hamilonian funcion, H. H he change in he oal value of
More informationPHYSICS 149: Lecture 9
PHYSICS 149: Lecure 9 Chaper 3 3.2 Velociy and Acceleraion 3.3 Newon s Second Law of Moion 3.4 Applying Newon s Second Law 3.5 Relaive Velociy Lecure 9 Purdue Universiy, Physics 149 1 Velociy (m/s) The
More informationLinear Response Theory: The connection between QFT and experiments
Phys540.nb 39 3 Linear Response Theory: The connecion beween QFT and experimens 3.1. Basic conceps and ideas Q: How do we measure he conduciviy of a meal? A: we firs inroduce a weak elecric field E, and
More informationProposal of atomic clock in motion: Time in moving clock
Proposal of aomic clock in moion: Time in moving clock Masanori Sao Honda Elecronics Co., d., 0 Oyamazuka, Oiwa-cho, Toyohashi, ichi 441-3193, Japan E-mail: msao@honda-el.co.jp bsrac: The ime in an aomic
More informationKriging Models Predicting Atrazine Concentrations in Surface Water Draining Agricultural Watersheds
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 Kriging Models Predicing Arazine Concenraions in Surface Waer Draining Agriculural Waersheds Paul L. Mosquin, Jeremy Aldworh, Wenlin Chen Supplemenal Maerial Number
More informationSolutions to Odd Number Exercises in Chapter 6
1 Soluions o Odd Number Exercises in 6.1 R y eˆ 1.7151 y 6.3 From eˆ ( T K) ˆ R 1 1 SST SST SST (1 R ) 55.36(1.7911) we have, ˆ 6.414 T K ( ) 6.5 y ye ye y e 1 1 Consider he erms e and xe b b x e y e b
More informationHIGGS&AT&HADRON&COLLIDER
IGGS&AT&ADRON&COLLIDER iggs&proper,es&and&precision&tes& Lecure&1& Shahram&Rahalou Fisica&delle&Par,celle&Elemenari,&Anno&Accademico&014815 hp://www.roma1.infn.i/people/rahalou/paricelle/ WY&AND&WIC&BOSON?
More informationThe Paradox of Twins Described in a Three-dimensional Space-time Frame
The Paradox of Twins Described in a Three-dimensional Space-ime Frame Tower Chen E_mail: chen@uguam.uog.edu Division of Mahemaical Sciences Universiy of Guam, USA Zeon Chen E_mail: zeon_chen@yahoo.com
More information1 Introduction MCNPX SIMULATIONS OF THE ENERGY PLUS TRANSMUTATION SYSTEM: NUCLEAR TRACK DETECTORS
MCNPX SIMULATIONS OF THE ENERGY PLUS TRANSMUTATION SYSTEM: NUCLEAR TRACK DETECTORS M. Majerle 1,2, V. Wagner 1,2, A. Krása 1,2, J. Adam 1,3, S.R. Hashemi-Nezhad 4, M.I. Krivopustov 3, A. Kugler 1, V.M.
More informationProblem Set #3: AK models
Universiy of Warwick EC9A2 Advanced Macroeconomic Analysis Problem Se #3: AK models Jorge F. Chavez December 3, 2012 Problem 1 Consider a compeiive economy, in which he level of echnology, which is exernal
More informationExcel-Based Solution Method For The Optimal Policy Of The Hadley And Whittin s Exact Model With Arma Demand
Excel-Based Soluion Mehod For The Opimal Policy Of The Hadley And Whiin s Exac Model Wih Arma Demand Kal Nami School of Business and Economics Winson Salem Sae Universiy Winson Salem, NC 27110 Phone: (336)750-2338
More information4.1 INTRODUCTION TO THE FAMILY OF EXPONENTIAL FUNCTIONS
Funcions Modeling Change: A Preparaion for Calculus, 4h Ediion, 2011, Connally 4.1 INTRODUCTION TO THE FAMILY OF EXPONENTIAL FUNCTIONS Growing a a Consan Percen Rae Example 2 During he 2000 s, he populaion
More informationPresentation Overview
Acion Refinemen in Reinforcemen Learning by Probabiliy Smoohing By Thomas G. Dieerich & Didac Busques Speaer: Kai Xu Presenaion Overview Bacground The Probabiliy Smoohing Mehod Experimenal Sudy of Acion
More informationPhysics 20 Lesson 5 Graphical Analysis Acceleration
Physics 2 Lesson 5 Graphical Analysis Acceleraion I. Insananeous Velociy From our previous work wih consan speed and consan velociy, we know ha he slope of a posiion-ime graph is equal o he velociy of
More informationCurling Stress Equation for Transverse Joint Edge of a Concrete Pavement Slab Based on Finite-Element Method Analysis
TRANSPORTATION RESEARCH RECORD 155 35 Curling Sress Equaion for Transverse Join Edge of a Concree Pavemen Slab Based on Finie-Elemen Mehod Analysis TATSUO NISHIZAWA, TADASHI FUKUDA, SABURO MATSUNO, AND
More informationFinal Spring 2007
.615 Final Spring 7 Overview The purpose of he final exam is o calculae he MHD β limi in a high-bea oroidal okamak agains he dangerous n = 1 exernal ballooning-kink mode. Effecively, his corresponds o
More informationBiol. 356 Lab 8. Mortality, Recruitment, and Migration Rates
Biol. 356 Lab 8. Moraliy, Recruimen, and Migraion Raes (modified from Cox, 00, General Ecology Lab Manual, McGraw Hill) Las week we esimaed populaion size hrough several mehods. One assumpion of all hese
More informationInnova Junior College H2 Mathematics JC2 Preliminary Examinations Paper 2 Solutions 0 (*)
Soluion 3 x 4x3 x 3 x 0 4x3 x 4x3 x 4x3 x 4x3 x x 3x 3 4x3 x Innova Junior College H Mahemaics JC Preliminary Examinaions Paper Soluions 3x 3 4x 3x 0 4x 3 4x 3 0 (*) 0 0 + + + - 3 3 4 3 3 3 3 Hence x or
More informationLight Stop Decays.
Ligh Sop Decays Alexander Wlozka in collaboraion wih R. Gröber, M. Mühlleiner and E. Popenda 28 h Sepember 26 Eur.Phys.J. C75 (25) 9, 42 (arxiv:48.4662), Phys.Le. B747 (25) 44-5 (arxiv:52.5935) INSTITUTE
More informationSelective peracetic acid determination in the presence of hydrogen peroxide using the molecular absorption properties of catalase
Analyical and Bioanalyical Chemisry Elecronic Supplemenary Maerial Selecive peraceic acid deerminaion in he presence of hydrogen peroxide using he molecular absorpion properies of caalase Javier Galbán,
More informationFaculty of Natural Sciences and Technology RAPPORT. Felleslab, TKP 4105 og TKP 4110
NTNU Norwegian Universiy of Science and Technology Faculy of Naural Sciences and Technology Deparmen of Chemical Engineering RAPPORT Felleslab, TKP 4105 og TKP 4110 - Tiel: Kineic Sudy of Ehyl Iodide and
More informationGiambattista, Ch 3 Problems: 9, 15, 21, 27, 35, 37, 42, 43, 47, 55, 63, 76
Giambaisa, Ch 3 Problems: 9, 15, 21, 27, 35, 37, 42, 43, 47, 55, 63, 76 9. Sraeg Le be direced along he +x-axis and le be 60.0 CCW from Find he magniude of 6.0 B 60.0 4.0 A x 15. (a) Sraeg Since he angle
More information15210 RECORDING TIMER - AC STUDENT NAME:
CONTENTS 15210 RECORDING TIMER - AC STUDENT NAME: REQUIRED ACCESSORIES o C-Clamps o Ruler or Meer Sick o Mass (200 g or larger) OPTIONAL ACCESSORIES o Ticker Tape Dispenser (#15225) o Consan Speed Vehicle
More informationNotes for Lecture 17-18
U.C. Berkeley CS278: Compuaional Complexiy Handou N7-8 Professor Luca Trevisan April 3-8, 2008 Noes for Lecure 7-8 In hese wo lecures we prove he firs half of he PCP Theorem, he Amplificaion Lemma, up
More informationAn Inventory Model for Time Dependent Weibull Deterioration with Partial Backlogging
American Journal of Operaional Research 0, (): -5 OI: 0.593/j.ajor.000.0 An Invenory Model for Time ependen Weibull eerioraion wih Parial Backlogging Umakana Mishra,, Chaianya Kumar Tripahy eparmen of
More informationMultivariate analysis of H b b in associated production of H with t t-pair using full simulation of ATLAS detector
Mulivariae analysis of H b b in associaed producion of H wih -pair using full simulaion of ATLAS deecor Sergey Koov MPI für Physik, München ATLAS-D Top meeing, May 19, 26 Sergey Koov (MPI für Physik, München)
More informationComparing Theoretical and Practical Solution of the First Order First Degree Ordinary Differential Equation of Population Model
Open Access Journal of Mahemaical and Theoreical Physics Comparing Theoreical and Pracical Soluion of he Firs Order Firs Degree Ordinary Differenial Equaion of Populaion Model Absrac Populaion dynamics
More information6.003 Homework 1. Problems. Due at the beginning of recitation on Wednesday, February 10, 2010.
6.003 Homework Due a he beginning of reciaion on Wednesday, February 0, 200. Problems. Independen and Dependen Variables Assume ha he heigh of a waer wave is given by g(x v) where x is disance, v is velociy,
More information