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restart; > > Lx:=1;Ly:=1;f:=piecewise(x<0.5,2*x,x>0.5,2-2*x); 1 1 piecewise(x < 0.5, 2 x, 0.5 < x, 2 - 2 x) > assume(n,integer);k[n]:=n*Pi/Lx; n Pi > X[n]:=sin(k[n]*x);Y[n]:=sinh(k[n]*y); sin(n Pi x) sinh(n...
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restart;
> > Lx:=1;Ly:=1;f:=piecewise(x<0.5,2*x,x>0.5,2-2*x);
1
1
piecewise(x < 0.5, 2 x, ...
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RPI - AEM - 2
/PREP7 !* ET,1,PLANE55!* !* UIMP,1,EX, , , ,UIMP,1,NUXY, , , , UIMP,1,ALPX, , , , UIMP,1,REFT, , , , UIMP,1,MU, , , ,UIMP,1,DAMP, , , , UIMP,1,DENS, , , , UIMP,1,KXX, , ,25, UIMP,1,C, , , , UIMP,1,ENTH, , , , UIMP,1,HF, , ,
RPI - AEM - 2
AEM2 - Homework 2 Answers Problem 1 - Linear Shooting X W Wex 100*(W-Wex)/Wex 1.00000000 -0.50000000 -0.50000000 0.00000000 1.04999995 -0.31133017 -0.31132612 -0.00130189 1.10000002 -0.
RPI - AEM - 1
# AEM2# Hw1 Answers# # 1a.-> restart;de1a:=diff(T(r),r$2)+(1/r)*diff(T(r),r)+qdot/k=0; d / 2 \ - T(r) | d | dr qdot
RPI - AEM - 2
> restart;f:=1;plot(f,r=0.1); 1> k:=evalf(BesselJZeros(0,1.5);2.404825558, 5.520078110, 8.653727913, 11.79153444, 14.93091771> R[n]:=BesselJ(0,k[n]*r);BesselJ(0, (2.404825558, 5.520078110, 8.653727913, 11.79153
RPI - AEM - 2
> restart;> Lx:=1;Tt:=1;cw:=1;f:=x*(1-x);g:=0; 1 1 1 x (1 - x) 0> assume(n,integer);k[n]:=n*Pi/Lx
RPI - CNET - 1
Name:_ Graded By:_ 1. Explain the purpose of inverse ARP.CNI Quiz #10Answer: A router discovers the layer 3 address(es) of the router on the other end of a VC. Maps remote IP to DLCI. 2. What key pieces of information are required in the frame-re
RPI - PHYS - 1
Physics I Class 19Coulombs LawRev. 26-Mar-03 GB19-1Forces Known to Physics (Review)There are four fundamental forces known to physics: Gravitational Force (yesterdays news) Electromagnetic Force (start today) Weak Nuclear Force Strong Nuclea
RPI - PHYS - 1
Physics I Class 24Magnetic Force on Moving ChargesRev. 11-Apr-03 GB24-1Hendrick Antoon LorentzHendrick A. Lorentz was a Dutch physicist who refined certain aspects of electromagnetic theory. He, along with Irish mathematical physicist George
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Physics I Class 14Introduction to Rotational MotionRev. 13-Aug-03 GB14-1DefinitionsAngular Position: Angular Displacement: (normally in radians) =- 0Average or mean angular velocity is defined as follows: - 0 avg t -t 0 t
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Physics I Class 15Cross Product, Torque, and Angular MomentumRev. 01-Mar-03 GB15-1Review of Angular and Linear AccelerationMUST express angles in radians. s = r v = r a tangential = ra centripetal2 v2 r 2 2 = = = r r rThe radial direc
RPI - PHYS - 1
Physics I Class 18Newton's Theory of GravitationRev. 29-Oct-03 GB18-1Forces Known to PhysicsThere are four fundamental forces known to physics: Gravitational Force (today) Electromagnetic Force (later in Physics 1 and 2) Weak Nuclear Force S
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Physics I Class 22Thinking About Electric Fields and Electric PotentialRev. 16-Aug-03 GB22-1Class #20 Take-Away Concepts (Review)1. Electric field from point charge sources: (Total field is the superposition of point source fields.) 1 qi E
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Physics I Class 03Two-Dimensional MotionRev. 08-Aug-03 GB03-1One-Dimensional Motion with Constant Acceleration - ReviewBasic Equations 1. v = 0 +(t ) v a t0 2.1 x = 0 +0 ( t 0 ) +a ( t 0 ) 2 x v t t 2Derived Equations 3. 4. 5.x = 0 +(
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Physics I Class 13Conservative Forces, Non-Conservative Forces, and CollisionsRev. 13-Aug-03 GB13-1Conservation of Energy (Review)1. Multi-dimensional form of work integral: W = F dx xi Axf2. 3.Conservative force = work doesn't de
RPI - PHYS - 1
Physics I Class 12Potential Energy and Conservation of EnergyRev. 13-Aug-03 GB12-1Work (Review)Work is a measure of the energy that a force puts into (+) or takes away from () an object as it moves. Work is a scalar, calculated with a dot p
RPI - PHYS - 1
Physics I Class 16Conservation of Angular MomentumRev. 23-Oct-03 GB16-1Angular Momentum of a Particle Reviewcenter of rotation (defined) rAngular momentum of a particle once a center is defined: p = mv l =r p(What is the direct
RPI - PHYS - 1
Physics I Class 11Work and EnergyRev. 15-Feb-03 GB11-1Work Work is a measure of the energy that a force puts into (+) or takes away from () an object as it moves. We will see that work is a useful way to solve problems where the force on an
RPI - PHYS - 1
Physics I Class 08Conservation of Momentum in One DimensionRev. 11-Aug-03 GB08-1What is a System of Objects?The universe is too large to include all of it in an experiment. We can only concentrate our attention on a small part. If we do thin
RPI - PHYS - 1
Physics I Class 05Newton's Second Law for More Complex CasesRev. 09-Aug-03 GB05-1Newton's Second Law A ReviewNewton's Second Law: F Fnet Fnet = a or a = m mIn a complex situation, we will need to apply this to more than one object
RPI - PHYS - 1
Physics I Class 20The Electric FieldRev. 05-Nov-03 GB20-1What Is a Field?A field is nothing more than a function of location, either f(X,Y) or f(X,Y,Z). There is a uniquely defined value of a certain quantity at each point. Example a temper
RPI - PHYS - 1
Physics I Class 02Two-Dimensional MotionRev. 04-Jan-04 GB02-1One-Dimensional Motion with Constant Acceleration - ReviewBasic Equations 1. v = 0 + (t -0 ) v a t 2.x = 0 + 0 ( t -0 ) + a ( t -0 ) 2 x v t t 2 x = 0 + ( v 0 + )( t -0 ) x 1 v t
RPI - PHYS - 1
Physics I Class 10Work and Kinetic EnergyRev. 14-Feb-03 GB10-1Work Work is a measure of the energy that a force puts into (+) or takes away from () an object as it moves. We will see that work is a useful way to solve problems where the for
RPI - PHYS - 1
Physics I Class 22The Magnetic FieldRev. 06-Apr-04 GB22-1Magnetism in Ancient TimesThe ancient Greeks knew that the mineral magnetite, named for the Magnesia region of Asia Minor, attracts small iron objects like nails. Magnetite is also kno
RPI - HWORK - 01
-General ReportOutput from C:\Program Files\ProMod4\models\demos\Mfg_cost.mod [Manufacturing Costing Optimization]Date: Jan/24/2002 Time: 03:10:45 PM--Scenario : Model ParametersReplication : 1 of 1Warmup Time : 5 hrSimulatio
RPI - DSES - 6620
** ** Formatted Listing of Model: ** C:\WINDOWS\Desktop\homework disk\Homework 8\aero_mfg.mod **
RPI - DSES - 6620
** ** Formatted Listing of Model: ** C:\WINDOWS\DESKTOP\HOMEWO~1\HOMEWO~7\BOMBAY.MOD **
RPI - HW - 01
-General ReportOutput from c:\ProMod4\Models\demos\Mfg_cost.mod [Manufacturing Costing Optimization]Date: Jan/30/2002 Time: 10:37:14 PM--Scenario : Model ParametersReplication : 1 of 1Warmup Time : 5 hrSimulation Time : 15 hr
RPI - DSES - 6620
-General ReportOutput from C:\ProMod4\models\mymodels\L12.2.4_rajas_manufacturing_cell.MOD [Raja's Manufacturing Cell]Date: Apr/21/2002 Time: 09:56:57 AM--Scenario : Normal RunReplication : 1 of 1Simulation Time : 80 hr-LOCATI
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Homework_03\L3.4_barber_dan_q2.mod * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -Barber_Dan 1 1 Time Series Oldest, , Waiting_for
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Homework_10\in_class\L8.3burgerQueen.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -Drive_In 5 1 Time Series Oldest, FIFO, Ord
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * C:\ProMod4\models\mymodels\L12.1.1_shipn_boxes_inc.MOD * * ** Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -CONV1 INFINITE 1 Time Series Oldes
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Homework_09\L8.2aeroMillManufacturing.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -Incoming inf 1 Time Series Oldest, , CNC_
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Mid_Term\mt_q2.mod * * * * Time Units: Distance Units: Minutes Feet* * Locations * * Name Cap Units Stats Rules Cost - - - -- - -server 1 1 Time Series Oldest, , waiting_line INFINITE 1 Time Ser
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Homework_03\L3.2_Poly_Furniture_Factory.mod * * ** Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -Splitter 1 1 Time Series Oldest, , Rec
RPI - DSES - 6620
Sheet1 * * * * Formatted Listing of Model: * * A:\SMA\Homework_02\Tutorial.mod * * * * Time Units: Distance Units: Minutes Feet* * Locations * * Name Cap Units Stats Rules Cost - - - - - -Incoming_Queue 6 1 Time Series Oldest, , Turning_Center 1 1
RPI - CHAP - 09
Sheet1 * * * * Formatted Listing of Model: * * C:\MYDOCU~1\SIMULA~1\CHAP9~1\BURGER~1.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost - - - - - -OrderPayFood 1 3 Time Series Oldest, , First Orde
RPI - CHAP - 04
Sheet1 * * * * Formatted Listing of Model: * * C:\ProMod4\models\furniture.MOD * * * * Time Units: Distance Units: Minutes Feet* * Locations * * Name Cap Units Stats Rules Cost - - -- - - -Receiving_Dock 1 1 Time Series Oldest, , Splitter 1 1 Time
RPI - CHAP - 09
Sheet1 * * * * Formatted Listing of Model: * * C:\MYDOCU~1\SIMULA~1\CHAP9~1\BURGER~2.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost - - - - - -OrderPayFood 1 3 Time Series Oldest, , First Orde
RPI - HWORK - 11
Sheet1 * * * * Formatted Listing of Model: * * A:\Hwork-10\IDEALOPTM.MOD * * * * Time Units: Distance Units: Minutes Feet* * Locations * * Name Cap Units Stats Rules Cost - - - - - -Input_Queue INFINITE 1 Time Series Oldest, FIFO, Machining_Center
RPI - CHAP - 08
Sheet1 * * * * Formatted Listing of Model: * * C:\MYDOCU~1\SIMULA~1\CHAP8~1\BURGER~2.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost - - - - - -OrderA 1 1 Time Series Oldest, , PayA 1 1 Time Se
RPI - CHAP - 08
Sheet1 * * * * Formatted Listing of Model: * * C:\MYDOCU~1\SIMULA~1\CHAP8~1\AERO_M~1.MOD * * * Time Units: Distance Units: Minutes Feet** * Locations * * Name Cap Units Stats Rules Cost -- - - - - -Incoming INFINITE 1 Time Series Oldest, FIFO, CN
RPI - HWORK - 06
Sheet1 * * * * Formatted Listing of Model: * * A:\Hwork-6\BankofIndia_choice.MOD * * * * Time Units: Distance Units: Minutes Meters* * Locations * * Name Cap Units Stats Rules Cost - - -- - - -Amar 1 1 Time Series Oldest, , Akbar 1 1 Time Series Ol
RPI - HWORK - 06
Sheet1 * * * * Formatted Listing of Model: * * A:\Hwork-6\eLSEGUNDO.mod * * * * Time Units: Distance Units: Minutes Meters* * Locations * * Name Cap Units Stats Rules Cost - - - -- - -PlyCutting 1 1 Time Series Oldest, , LayUp 1 1 Time Series Oldes
RPI - HWORK - 06
Sheet1 * * * * Formatted Listing of Model: * * A:\Hwork-06\SHIPPING_BOXES_INC.MOD * * * Time Units: Distance Units: Minutes Meters** * Locations * * Name Cap Units Stats Rules Cost - -- - - - -Table 1 1 Time Series Oldest, , MONITOR_QUEUE INF 1 T
RPI - PK - 6960
Generating functions and random walksTuesday, November 13, 2007 2:02 PMClarification on Homework ProblemThe generating function calculation for the random walk will soon look like it has nothing to do with probability. Idea for why one might tr
RPI - MK - 1500
MATH 1500Study Hints Exam 1 By-Hand Exam 1 covers Appdx A, B, D, E, 1.1, 1.3, 1.4, 1.5, 1.6, 2.1, 2.2, 2.3, 2.5, 2.6, 3.1, 3.2, 3.3, 3.4, 3.5, 3.6 unless otherwises noted below. For Appdx A, B, D, E - You will only be asked questions directly fr
RPI - MK - 4090
FUNDAMENTALS OF MATHEMATICS Spring 2008EXAM #2 REFERENCEDEFINITIONS a function a line in R2 an open half spaces dened by a line in R2 a closed half spaces dened by a line in R2 the angle between two vectors in R2 a vector space a subspace
RPI - MK - 4090
FOUNDATIONS OF ANALYSIS FALL 2008TRUE/FALSE QUESTIONSEUCLIDEAN SPACES AND ABSTRACT VECTOR SPACESChapter #8,9(1) Addition in the vector space, R2 , is a function from R2 R2 into R2 . (2) Addition in the vector space, R2 , is a function from R4
RPI - MK - 4090
FOUNDATIONS OF ANALYSIS FALL 2008TRUE/FALSE QUESTIONSTHE REAL NUMBERSChapter #4(1) Every element in a field has a multiplicative inverse. (2) In a field the additive inverse of 1 is 0. (3) In a field every element has an additive inverse. (4)
RPI - MK - 4090
FOUNDATIONS OF ANALYSIS Fall 2008EXAM #1 REFERENCEDEFINITIONS subset proper subset set equality set union set intersection set complement disjoint sets function domain of a function codomain of a function range of a function image of
RPI - MK - 4090
FOUNDATIONS OF ANALYSIS FALL 2008TRUE/FALSE QUESTIONSCARDINALITY, INDUCTION, AND DECIMAL REPRESENTATIONSChapters #5,6,7 (1) If the cardinality of a set, S, is the positive integer, n, then the cardinality of 2S is equal to 2n . (2) Let the cardi
RPI - MK - 1500
MATH 1500Study Hints for Exam 3 By-Hand Exam 3 covers 6.5, 6.6, 6.7, 6.8, 7.1, 7.2, 7.4, 7.5, 7.6, 8.8, 1.8, 11.1, 11.2, 11.4. For Sec 6.5 - Definite Integral: The two types of questions that may be asked from this section are 1) evaluate the de
RPI - MK - 1500
MATH 1500 MAPLE Exam 1 covers: Maple Worksheets 1 - 5Study Hints MAPLE Exam 1 Maple Suggested Homeworks from: 2.1, 2.3, 2.6, 3.2, 3.3, 3.4, 3.5, 3.6, 4.1, 4.2, 4.3 Note that 3.7 - related rates and Chap 5 are not covered on this Maple Exam. Y
RPI - MK - 4090
FOUNDATIONS OF ANALYSISSAMPLE EXAM #2 Directions. Please work as many problems as you can on the enclosed pages. The reader will read all of the problems and assign a numerical, grade between 0 and 25, to each problem. The scores of the four problem
RPI - MK - 4090
FOUNDATIONS OF ANALYSIS FALL 2008TRUE/FALSE QUESTIONSSETS & FUNCTIONSChapters #2 and #3(1) A proper subset of a subset of a set, S, is a proper subset of S. (2) The union of two non-empty sets is non-empty. (3) The intersection of two non-empt
RPI - COMPORG - 2001
Boolean Algebra & Logic DesignRef: Appendix B1Boolean Algebra Developed by George Boole in the 1850s Mathematical theory of logic. Shannon was the first to use Boolean Algebra to solve problems in electronic circuit design. (1938)2Variabl
RPI - COMPORG - 2001
Computer OrganizationFall 2001 Test #1There are 6 pages - make sure you have all of them. Answer all questions - pay attention to the # of points for each question. Don't leave anything blank - partial credit is always possible!Question 1 (15 pts
RPI - NETPROG - 99
FTP File Transfer ProtocolReference: RFC 959FTP Objectives (from RFC 959)promote sharing of files s encourage indirect use of remote computers s shield user from variations in file storage s transfer data reliably and efficiently s FTP, although
RPI - PHYS - 2
Thermodynamics and Statistical MechanicsFermi GasThermo & Stat Mech - Spring 2006 Class 261Energy and Heat Capacity3 (kT ) U = N F + N 5 4 F2 2 5 2 (kT ) 2 3 U = N F 1 + 2 5 12 F kT U CV = Nk = T V 2 F2Thermo & Stat Me
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Thermodynamics and Statistical MechanicsReview for Quiz 2Thermodynamics and Statistical MechanicsOpen Systems and Chemical PotentialThermodynamics and Statistical MechanicsKinetic Theory of GasesThermodynamics and Statistical MechanicsTrans