58 Pages

Radiation+Lecture+Sp11

Course: PUBLIC POL 090, Spring 2011
School: Rutgers
Rating:
 
 
 
 
 

Word Count: 1985

Document Preview

and Radioterrorism Prof. Radiation Joshua Gray, Ph.D. ichael P. Shakarjian, Atomic Structure Nucleus contains Atomic number, Z, of protons Neutron number, n, of neutrons Atomic mass number, A , is A=Z+n ichael P. Shakarjian, A=Z+n Atoms which have the same Z (proton) but differing A (atomic mass number) and n (neutron number) are called isotopes. Note atomic mass number, A, is NOT the same thing...

Register Now

Unformatted Document Excerpt

Coursehero >> New Jersey >> Rutgers >> PUBLIC POL 090

Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.

Course Hero has millions of student submitted documents similar to the one below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
and Radioterrorism Prof. Radiation Joshua Gray, Ph.D. ichael P. Shakarjian, Atomic Structure Nucleus contains Atomic number, Z, of protons Neutron number, n, of neutrons Atomic mass number, A , is A=Z+n ichael P. Shakarjian, A=Z+n Atoms which have the same Z (proton) but differing A (atomic mass number) and n (neutron number) are called isotopes. Note atomic mass number, A, is NOT the same thing as the chemical atomic weight, which is the average of all isotopes of an element weighted according to their relative abundance. ichael P. Shakarjian, Nuclear Stability Stable atom Non-radioactive Does not decay. ichael P. Shakarjian, A is for Atom http://video.google.com/videoplay? docid=-8242415374753728499# ichael P. Shakarjian, Radiation Energy propagated through space. The energy may be: Particles Ionizing ichael P. Shakarjian, or waves or non-ionizing Non-ionizing Radiation DOES NOT have sufficient energy to cause ionization in the substances it interacts with. Light Laser Heat. Radio. Microwaves. ichael P. Shakarjian, Ionizing Radiation Has sufficient energy that its interaction with matter will produce an ejected electron and a positively charged ion. Ionizing radiation may originate from the nucleus of an unstable atom (radionuclide) or from external stimulation of certain materials (xrays). ichael P. Shakarjian, Energy and Injury Energy transfer to living things is the key to damage from interactions with ionizing radiation. All measurements and calculations used to evaluate the hazards from ionizing radiation serve to quantify the amount of energy that has been deposited in the region of interest. ichael P. Shakarjian, Energy and Injury The effects depend on: Type of radiation Amount of radiation Duration of exposure Area irradiated ichael P. Shakarjian, Alpha An alpha particle is essentially a helium nucleus. It consists of two protons and two neutrons, giving it a mass of 4 amu, and an electric charge of +2. 88 Ra 226 ichael P. Shakarjian, 222 86 Rn + 42 He+ Q ( energy). Alpha Particle ichael P. Shakarjian, Alpha Alpha particles are the least penetrating of the four types of radiation. They can be absorbed or stopped by a few centimeters of air or a sheet of paper. Alpha particles will not penetrate dead layer of skin. ichael P. Shakarjian, Beta Beta particles have the same mass and charge as an electron. They are spontaneously emitted from the nucleus of an unstable atom. Beta particles originate in the nucleus, in contrast with ordinary electrons, which exist in the orbits around the nucleus. 15 P 32 32 16 S+ 0 -1 + neutrino + Q. They travel several hundred times the distance of alpha particles in air and require a few millimeters of aluminum to stop them. ichael P. Shakarjian, Beta ichael P. Shakarjian, Beta Emitters Carbon 14 Hydrogen 3 ( a.k.a.Tritium) Sulfur-35 Calcium-45 Strontium-90 P-32 ichael P. Shakarjian, Gamma Rays Electromagnetic radiation originating from the nucleus of an atom. Often, gamma emission is accompanied by beta emission. Gamma rays travel at the speed of light through a medium until it interacts. Unlike beta, which slows down as it travels through a medium. ichael P. Shakarjian, Gamma Rays Gamma emitting isotopes have discrete energy or energies of emission Iodine 125 Iodine 131 Cobalt 60 .035 .027 .364 .637 1.17 1.33 .0037 cm Pb 2.3cm water 0.3 cm Pb 5.8cm water 1.1 cm Pb 11 cm water ichael P. Shakarjian, X- Rays Originate from atomic electrons falling from a higher energy state to a lower energy state. Energy released is characteristic of the isotope. ichael P. Shakarjian, Detection of Radiation Unlike other hazards, radiation cannot be sensed. We must use specialized instruments and perform calculations to determine the amount of energy deposited. ichael P. Shakarjian, Detection of Radiation and radiation is detected using a Geiger Counter A tube with inert gas (helium, neon, or argon) that conducts electricity when a particle or photon makes the gas conductive Radiation can only be detected using a scintillation counter ichael P. Shakarjian, Half Life ichael P. Shakarjian, Half-life ichael P. Shakarjian, Half Life Describes the rate at which a radioactive substance decays Carbon 14 Hydrogen 3 Calcium-45 Strontium-90 Technetium 99m Iodine-131 ichael P. Shakarjian, 5730y 12.3y 163d 28.1y 6h 8d Protection From Photons Time Distance - Intensity decreases as 1/d2 Shielding ichael P. Shakarjian, Particles and protection ichael P. Shakarjian, The Absorbed Dose Energy deposited is key in determining damage Absorbed dose describes the amount of energy imparted to matter ichael P. Shakarjian, Dose Equivalent Biologically weighted absorbed dose Rem or Sievert where 100 Rem = 1 Sievert 1 Rem = 100 ergs/gm Rem = Absorbed Dose (Rad) x Quality Factor ichael P. Shakarjian, Dose Equivalent (SI Units) Biologically weighted absorbed dose Sievert where 1 Sievert = 1 Joule/kg (=100 Rem) Sv = Absorbed Dose(Gray) x radiation weighting factor ichael P. Shakarjian, Activity The rate of radioactive decay of a sample Represents the number of atoms decaying per unit time Curie = 3.7 x 1010 disintegrations/s 2.2 x 1012 disintegrations/minute Ci = 2.2 x 106 disintegrations/minute SI Unit of Activity - Becquerel 1 Bq = 1 d/s ichael P. Shakarjian, Biological Effects of Radiation Activity alone is NOT a measure of hazard. Early Somatic Effects Late Somatic Effects Heredity Effects Stochastic and Non-Stochastic Effects-Risk ichael P. Shakarjian, Cellular Effects Radiation passing through living cells will directly ionize or excite atoms and molecules in the cell structure If this results in the molecules breaking up (dissociation), some of the parts will be charged Fragments are called free radicals ichael P. Shakarjian, Free Radicals Free radicals are VERY CHEMICALLY REACTIVE Water free radicals can combine into peroxides H2O2 Chemical Poison Or the HO radical which is more damaging than peroxide ichael P. Shakarjian, . Total Cellular Effect Dependant on the dose of radiation Cell Death Cell Repair Intracellular or through mitotic with replacement healthy cells If damage to organ is too large, the organ may not be able to repair itself Confused growth or uncontrolled growth may result from damage to the growth mechanism ichael P. Shakarjian, Radiosensitivity Cells that make up the body differ in both appearance and function, therefore, its response to radiation damage can be expected to be different Law of Bergonie and Tribondeau - ~1902 Radiosensitivity is: Directly proportional to the reproductive capacity Inversely proportional to the degree of differentiation ichael P. Shakarjian, Radiosensitivity High Sensitivity Bone marrow Lymphoid tissues Sperm and ova Low sensitivity Muscle Bone Nerve ichael P. Shakarjian, Radiation Damage Somatic damage Damage limited to the exposed individual Germ cell Damage Damage to genetic material in the germ cells results in possible damage to offspring ichael P. Shakarjian, Factors Influencing Radiation Effects 1. 2. 3. 4. 5. 6. ichael P. Shakarjian, Sensitivity of the individual for a select group, the effects may differ more greatly than for a heterogeneous group Nature or Type of Radiation Absorbed Dose Time distribution or Fractionation Dose Distribution in the Body Age at irradiation Uranium and critical mass A critical mass is the smallest amount of fissile material needed for a sustained nuclear chain reaction. Uranium 235 radiation can produce a sustained reaction, used in nuclear reactions ichael P. Shakarjian, Dirty Bombs An explosive device designed to disperse nuclear fallout Radiation exposure could be fairly high, but not fatal Create psychological harm through ignorance, mass panic, and terror. Considerable time and expense to clean victims and the physical area Some areas rendered unusable Economic damage Deployed, but never detonated ichael P. Shakarjian, Dirty Bombs - Examples 1995, Moscow Chechen rebels bury nuclear material in Ismailovsky Park. Partially buried container of Cs 1998, Greensboro, NC 19 Small tubes of Cs used for radiation therapy taken from hospital safe 1998, 1999 Chechen rebels try to blow up train with dirty bomb; try to steal radioactive materials from factory in Grozny ichael P. Shakarjian, Dirty Bombs - Examples 2002, Chicago Jose Padilla arrested on suspicion of planning a dirty bomb attack 2002, Moscow Yuri Vishnyevsky, Nuclear Regulatory Agency, says that small amounts of reactorgrade materials are unaccounted for 2003, Afghanistan Evidence that Taliban is helping Al Qaeda construct a dirty bomb ichael P. Shakarjian, Aum Shinrikyo Tried to: Hire Russian nuclear experts Purchase Russian nuclear technology Mine uranium Steal sensitive nuclear power plant information. Shoko Asahara Thwarted by Russian refusal to cooperate Lack of technical expertise within the group ichael P. Shakarjian, Accidents with Radioactives 1956 - Lakenheath Airbase, Suffolk, England 1966 Palomares Spain 1987 Goiania, Brazil 2001 - Georgia ichael P. Shakarjian, 1956 - Lakenheath Airbase, Suffolk, England Bomber crashes at air base Hits a concrete nuclear weapons bunker 3 U.S. Mark VI nuclear bombs Same as Nagasaki One Mark VI with exposed detonators sheared Near miss (!). ichael P. Shakarjian, 1966, Palomares Spain B-52 Bomber collides with fueling boom of a KC-135 tanker; planes explode Four unarmed B28 hydrogen bombs released. 1 Off shore later retrieved intact 3 On land Two explode, scattering plutonium 650 acres (>1 sq mile) of village, crops, and farms contaminated. 1700 U.S. and Spanish workers decontaminate area 1400 tons of radioactive soil and vegetation Similar accident in Greenland, 1968 ichael P. Shakarjian, 1987 Goiania, Brazil ichael P. Shakarjian, 1987 Goiania, Brazil Scrap Merchant steals radiation therapy source from hospital Contains small amount of 137CsCl powder Powder dispersed and tracked throughout Goiania. 200 people exposed, 4 died. 4 yr old girl who ate a sandwich after playing with blue radioactive powder. Decontamination took 6 months 500 cubic meters of waste created >100,000 people demanded screening Economic disaster for city ichael P. Shakarjian, 2001, Georgia Two woodcutters found a two small, warm, metal cylinders in the forest Slept next to them for warmth. Admitted to hospital the next day with terrible radiation burns. Cylinder was a generator that contained concentrated 90Sr. Russians ichael P. Shakarjian, built thousands of these Misplaced thermoelectric nuclear generators from the USSR Electrical generator which obtains its power from radioactive decay. Heat released by the decay of radioactive material is converted into electricity ichael P. Shakarjian, Broken Arrows to Faded Giants Pentagon Terminology for Nuclear Weapon Accidents Broken Arrow Accident involving a nuclear weapon, warhead or nuclear component Bent Spear Significant incident involving a nuclear weapon, warhead, nuclear components, or vehicle with nuclear loaded Empty Quiver Seizure, theft, or loss of a U.S. nuclear weapon. Faded Giant An event involving a nuclear reactor or radiological accident. Ex: ichael P. Shakarjian, Nuclear submarine, Kursk, Aug 14, 2000 Radioactive materials Strontium 90 Useful as a contaminant Some nuclear power plants in Russia were robbed of their uranium sources Sources for material thousands worldwide ichael P. Shakarjian, Fiestaware ichael P. Shakarjian, Radiation detection at ports of entry into the US Personal radiation detector Radiation portal Monitor Radiation Isotope Identifiers Large-scale gamma-ray/x-ray imaging ichael P. Shakarjian, Radiation detection ichael P. Shakarjian, Effects of Radiation Chernobyl http://www.kiddofspeed.com/ http://www.kiddofspeed.com/chapter1.html ichael P. Shakarjian, Future of biological and chemical weapons Nanotechnology Personalized medicine More biological threats ichael P. Shakarjian, Course Conclusions In this class, we covered: Potential agents of terrorism Political, environmental and health issues associated with the use of chemical, biological, or nuclear weapons Countermeasure development First response ichael P. Shakarjian,
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more. Course Hero has millions of course specific materials providing students with the best way to expand their education.

Below is a small sample set of documents:

Rutgers - PUBLIC POL - 090
Dear Students,Here are links to the two speeches of President Eisenhower that I referred to at the end of my March 2lecture. They provide both transcripts and an audio recording for download.This first one, known as the "Chance for Peace" or "Cross of
Rutgers - PUBLIC POL - 090
Chemical and Biological WeaponsToxinsMichael P. Shakarjian,ToxinsBotulinumRicinTricotheceneAflatoxinErgot AlkaloidsSaxitoxinStaph Enterotoxin BMichael P. Shakarjian,What is a toxin? Toxin vs. Poison? Protein or Small molecules Not man made
Rutgers - PUBLIC POL - 090
1. +You2. Web3. Images4. Videos5. Maps6. News7. Gmail8. More1. Shopping2. Translate3. Books4. Finance5. Scholar6. Blogs7. YouTube8. Calendar9. Photos10.Documents11.Sites12.Groups13.Reader14.Even more Account Options1. joe.joeseider.
Rutgers - LINGUISTIC - 101
Site Resources Upload-Download Multiple ResourcesLocation:Linguistics 101:03 Fall 2010 ResourcesCopyList of resourcesCheck AllAccessTitleCreatedModifiByStart Actions MenuLinguistics101:03 Fall 2010ResourcesActions Copy ViewDetails End
Rutgers - LINGUISTIC - 101
2PhoneticslHEPAC. J CONDEAUG TUC'TAP lCT?(I HILARY B. PRICE. KING FEATURES SYNDICATEVoWELS'l' NDROMt (<;ATOUGHON .2.0What Is Phonetics?honetics is the study of the minimal units that make up language.! For spoken language, these are the soun
Rutgers - LINGUISTIC - 101
3PhonologyFor BeUer or For WorseW1U-1.tJJ A:AOAN'1ELLMe.IF?by Lynn Johnston,FOR BETIER OR FOR WORSE 1990 Lynn Johnston Productions. Dist. By Universal Press Syndicate. Reprinted withpermission. All rights reserved.3 .0What Is Phonology?oth pho
Rutgers - LINGUISTIC - 101
5SyntaxWOfl,I>S bOWN 60Twt've Goot>P,tTTY . SI"IOl/L.bNOW I NVF:NTwe SYNTAX!FRANK & ERNEST: Thaves/Dist. by Newspaper Enterprise Association, Inc.5 .0What Is Syntax?Words in a sentence are more than just a string of items that can be put togeth
Rutgers - LINGUISTIC - 101
6SeITlanticsI_. KING FEATURES SYNDICATE<.II:II/,/6.0What Is Semantics?In semantics, the focus of study is on meaning: the meaning of individual words asas meanings of phrases and sentences. Semantics endeavors to answer such questionsthe fol
Rutgers - LINGUISTIC - 101
7PragmaticsGET FUZZY: Darby Conley!Dist. by United Feature Syndicate, Inc.7 .0What Is Pragmatics?In chapter 6, semantics was defined as the study of meaning. Given such a definition, itis tempting to suspect that once we understand the semantics of
Rutgers - LINGUISTIC - 101
8Language Acquisition"Lahwaah, buwhabuwhaah, guUygahabawaa mey ayeeyaah. Is that normal?"Cartoon by Mike Baldwin, available at www.CartoonStock.com8 .0What Is Language Acquisition?Many people believe that language is what sets humans apart from ot
Rutgers - LINGUISTIC - 101
12Language ChangeNON SEQUITUR 2004 Wiley Miller. Dist. By UNIVERSALPRESS SYNDICATE. Reprinted with permission.All rights reserved.1 2.0What Is Language Change?All languages change through time, but how they change, what drives theseand what kinds
Rutgers - LINGUISTIC - 101
1a)1b)1c)1d)2a)2b)2c)2d)3a)3b)3c)3d)4a)4b)4c)4d)5a)5b)5c)5d)
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Language Log: Koko's Trip to the DentistPage 1 of 1Language Log An Autobiography About Someone Else? | Main | Linguists and prime numbers August 11, 2004KOKO'S TRIP TO THE DENTISTAccording to an AP item in today's (August 10th) Prince George Citizen
Rutgers - LINGUISTIC - 101
Wired 7.08: Must ReadPage 1 of 3Issue 7.08 | August 1999UPDATABabble On RevisitedWhen we last checked in with Klingon linguist d'ArmondSpeers ("Dejpu'bogh Hov rur qabllj!" Wired 4.08, page84), he had embarked on an ambitious project: to teachhis t
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
6) alcohola)b)nco n o ncl k h lc)n o n o ncd)on cb)NONEsd) b)ononcskstins k s t i nd)onco ncskstinonnnnson cNONEoncnc8) sixteenononcc)NONEl k h lc)a)l k h lnc o n c nca)7) singings
Rutgers - LINGUISTIC - 101
Rutgers - LINGUISTIC - 101
Rutgers - MATH - 136
Math 136, Fall 2010, Formula Sheet for Exam 1sin(/4) = 2/2 ;cos(/4) = 2/2 ;sin(0) = 0 ; sin(/6) = 1/2 ;cos(0) = 1 ; cos(/6) = 3/2 ;cos2 x + sin2 x = 1 ;sin(/3) = 3/2 ; sin(/2) = 1cos(/3) = 1/2 ;cos(/2) = 01 + tan2 x = sec2 x ;sin(2x) = 2 sin x c
Rutgers - MATH - 136
Math 136, Fall 2010, Formula Sheet for Final Examsin(/4) = 2/2 ;cos(/4) = 2/2 ;sin(0) = 0 ; sin(/6) = 1/2 ;cos(0) = 1 ; cos(/6) = 3/2 ;cos2 x + sin2 x = 1 ;sin(/3) = 3/2 ;cos(/3) = 1/2 ;1 + tan2 x = sec2 x ;sin(/2) = 1cos(/2) = 01 + cot2 x = cs
Rutgers - MATH - 136
These are the problem statements for the suggested problems for 5.3-5.5. Ingeneral, you will get the problems from the textbook, but I will post the nextcouple sets of questions until everyone has a textbook.5.3: 3, 275.4: 7, 15, 19, 455.5: 9, 11, 13
Rutgers - MATH - 136
These are the problem statements for the suggested problems for 5.8. Ingeneral, you will get the problems from the textbook, but I will post questionsuntil everyone has a textbook.5.8: 3, 7, 11, 13, 19, 21, 27, 295.8 #3: Approximate the integral with
Rutgers - MATH - 136
These are the problem statements for the suggested problems for 5.8. Ingeneral, you will get the problems from the textbook, but I will post questionsuntil everyone has a textbook.6.1: 1,3,5,9,12,13,15,19,24,316.1 #1 Sketch a representative vertical o
Rutgers - MATH - 136
These are the problem statements for the suggested problems for 6.2. Ingeneral, you will get the problems from the textbook, but I will post questionsuntil everyone has a textbook.6.2: 1,5,7,9,13,15,20,25,31,35,41,42,55,596.2 #1 Sketch the given regio
Rutgers - MATH - 136
These are the problem statements for the suggested problems for 6.6. Ingeneral, you will get the problems from the textbook, but I will post questionsuntil everyone has a textbook.6.6: 5,9,15,17,21, 25,28,29,39,49,53,576.6 #5: Find the consumers surpl
Rutgers - MATH - 136
Rutgers U. Calculus II (Math 136) Sect. 01-031Recitation Instructor Contact InformationWednesday September 15, 2010Name: Humberto Montalvn-Gmez. Please address me simply as Humberto (proaanounced oom-BUR-toe or oom-BEAR-toe) or as Mr. Montalvn.aE-
Rutgers - MATH - 136
Math136Review for the 2nd exam1. Find the solution of the initial value problemdy2yln x+=,dxxxFall 2010y (1) = 32. Determine whether the following improper integrals converge or diverge, and nd the values of the ones thatconverge.(a)12x
Rutgers - MATH - 136
Math136Solutions for the Review for the 2nd examFall 2010dy2yln x+=, y (1) = 3dxxxFirst nd exp( 2/x dx) = exp(2 ln x) = x2 . Then multiply the equation by this:1. Find the solution of the initial value problemx2dy+ 2xy = x ln xdxThe LHS
Rutgers - MATH - 136
Math136Review for Final ExamSummer 20101. For each one of the regions R described below, write and evaluate an integral expressing:(a) the area or R.(b) the volume of the solid resulting when revolving R about the xaxis.(c) the volume of the solid r
Rutgers - MATH - 136
Math136Solutions to Review for Final ExamSpring 2010Please attempt each of the problems before looking at the solutions. Please let me know if you nd any mistakes.1. For each one of the regions R described below, write and evaluate an integral express
Rutgers - MATH - 136
Math136Review for exam 1Summer 201011. Suppose R is the region in the rst quadrant bounded by the curves y = x , y =an integral whose value isx227and x = 1. Set up and evaluate(a) the area or R.(b) the volume of the solid resulting when revolvin
Rutgers - MATH - 136
Math136Solutions to Review for exam 11. Suppose R is the region in the rst quadrant bounded by the curves y =an integral whose value isSummer 20101x,y=x227and x = 1. Set up and evaluate(a) the area of R.The curves 1/x and x2 /27 intersect at x
Rutgers - WORK DESIG - 101
Rutgers Six Sigma Intro.Diego SaizMS Industrial EngineeringSix Sigma Master Black BeltDiego SaizRutgers Six Sigma Intro.Six Sigma MethodologyControlDetermine standardoperatingprocedures andhold the gains.ImproveEstablish predictionmodel and
Rutgers - WORK DESIG - 101
Rutgers - WORK DESIG - 101
Manual Assembly LinesSections:1. Fundamentals of Manual Assembly LinesChapter 4 2. Analysis of Single Model Assembly Lines3. Ranked Positional Weight (RPW) LineBalancing Algorithm4. Other Considerations in Assembly LineDesign5. Alternative Assembl
Rutgers - WORK DESIG - 101
Motion Study and Work DesignChapter 10Sections:1. Basic Motion Elements and WorkAnalysis2. Principles of Motion Economy andWork DesignWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groover, ISBN 0-13-140650-7.2007 P
Rutgers - WORK DESIG - 101
Time Study and Work MeasurementPart IIIChapters:12. Introduction to Work Measurement13. Direct Time Study14. Predetermined Motion Time Systems15. Standard Data Systems16. Work Sampling17. Computerized Work Measurement andStandard Maintenance18.
Rutgers - WORK DESIG - 101
Direct Time StudyChapter 13Sections:1. Direct Time Study Procedure2. Number of Work Cycles to be Timed3. Performance Rating4. Time Study EquipmentWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groover, ISBN 0-13-1406
Rutgers - WORK DESIG - 101
Predetermined Motion Time SystemsChapter 14Sections:1. Overview of Predetermined MotionTime Systems2. Methods-Time Measurement3. Maynard Operation SequenceTechniqueWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groo
Rutgers - WORK DESIG - 101
Work SamplingChapter 16Sections:1. How Work Sampling Works2. Statistical Basis of Work Sampling3. Application Issues in WorkSamplingWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groover, ISBN 0-13-140650-7.2007 Pea
Rutgers - WORK DESIG - 101
Learning CurvesChapter 19Sections:1. Learning Curve Theory2. Why the Learning Curve Occurs3. Determining the Learning Rate4. Factors Affecting the Learning Curve5. Learning Curve Applications6. Time Standards Versus the LearningCurveWork Systems
Rutgers - WORK DESIG - 101
New Approaches in ProcessImprovement and Work ManagementPart IVChapters:20. Lean Production21. Six Sigma and Other Quality ProgramsWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groover, ISBN 0-13-140650-7.2007 Pears
Rutgers - WORK DESIG - 101
Six Sigma andOther Quality ProgramsChapter 21Sections:1. Overview and Statistical Basis of SixSigma2. The Six Sigma DMAIC Procedure3. Other Quality ProgramsWork Systems and the Methods, Measurement, and Management of Workby Mikell P. Groover, ISB
Rutgers - WORK DESIG - 101
Ergonomics and Human FactorsPart VChapters:22. Introduction to Ergonomics and HumanFactors23. Physical Ergonomics: Work Physiology andAnthropometry24. Cognitive Ergonomics: The HumanSensory System and InformationProcessing25. The Physical Work E
Rutgers - WORK DESIG - 101
540:201 WORK DESIGN & ERGONOMICSPROGRESS REPORTDue: Monday, October 31, 2011NOTE: These are general guidelines. Some of the projects have more of a layout focus rather thana work sampling focus and that is acceptable. Please modify your progress repor
Rutgers - WORK DESIG - 101
540:201 Work Design and ErgonomicsHW #2 DUE: Monday, October 24, 2011Chapter 16: Problems #3, #7, #12Chapter 12: Problems #3, #6Chapter 13: Problems #10, #24, #27
Georgia Tech - CS - 7520
Pairwise Independence and DerandomizationMichael Luby & Avi WigdersonFoundations and Trends in Theoretical Computer Science 2005Michael Luby & Avi WigdersonPairwise Independence and DerandomizationTable of contentsIntroduction to Pairwise Independen
Georgia Tech - CS - 7520
Constructive Algorithms for Discrepancy MinimizationNikhil Bansal arXiv:1002.2259v4 [cs.DS] 9 Aug 2010AbstractGiven a set system (V, S ), V = cfw_1, . . . , n and S = cfw_S1 , . . . , Sm , the minimum discrepancyproblem is to nd a 2-coloring X : V cf
Georgia Tech - CS - 7520
Georgia Tech - CS - 7520
Rough Notes on Bansals AlgorithmJoel SpencerA quarter century ago I proved that given any S1 , . . . , Sn cfw_1, . . . , nthere was a coloring : cfw_1, . . . , n cfw_1, +1 so that disc(Sj ) 6 n forall 1 j n where we dene(i)(S ) =(1)iSand disc(S )