Building scheme for CGS and ETR

Size: px
Start display at page:

Download "Building scheme for CGS and ETR"

Transcription

1 Building sheme for CGS and ETR! 1. Periodi Building Unit 2. Connetion mode 3. Projetions of the unit ell ontent 4. Channels and/or ages. Supplementary information 1. Periodi Building Unit: CGS and ETR an e uilt using as one-dimensional Periodi Building Unit (PerBU) the hain depited in Figure 1. The hain is omposed of units of 16 T atoms (in old) related y pure translations along z. The T16-unit onsists of two two-fold (1,2)-onneted doule 4-rings or, alternatively, of a doule 6-ring and a doule 4-ring (sharing a fae) with two open T-T onds (see Alternative desription) _ x x 4z Figure 1. PerBU omposed of T16-units (left) and perspetive views of the PerBU along the hain axis z (right). The two PerBUs at the right are equal and are related y a rotation of 180º aout x. _ 2. Connetion mode: Neighoring PerBUs an e onneted in two different ways through 4-rings: (1): neighoring PerBUs are related y a 3-fold rotation axis parallel to the hain axis z; (2): neighoring PerBUs are related y a rotation of 180 aout x and a shift of ½y. Connetion mode (1) Figure 2. Connetion mode (1) in ETR viewed along the 3-fold axis (left), and projeted along the 3-fold axis (right). [Figure 2 is ontinued on next page]

2 x y z Connetion mode (2) Figure 2 [Cont d]. Connetion mode (2) in CGS viewed along y (left), and projeted along z (right). 3. Projetions of the unit ell ontent: Pure CGS and ETR are otained when neighoring PerBUs are exlusively related y 2-fold srew axes parallel to x and y 3-fold rotation axes parallel to z, respetively. CGS a Figure 3. Cell ontent in CGS projeted along (left), and along a (right). [Figure 3 is ontinued on next page]

3 a ETR aos30 Figure 3 [Cont d]. Cell ontent in ETR projeted along (top), and along (ottom). 4. Channels and/or ages: In CGS, 8-ring hannels parallel to and 10-ring hannels parallel to a do interset. In ETR two types of hannel intersetions (or avities) are present. The first avity is the intersetion of 8-ring hannels parallel to <100>; the seond avity is the intersetion of the 18-ring hannel parallel to with the 8-ring hannels. For eah intersetion the pore desriptor is added in Figure 4. The fusion of the avities is illustrated in Figure. a {2 [ ] [100] (10-ring), [010] (8-ring)} Figure 4. Cavity in CGS viewed along a (left), and along (right). [Figure 4 is ontinued on next page]

4 a a Pore(1): {2 [ ] <100> (8-ring)} a Pore(2): {3 [ ] <100> (8-ring), [001] (18-ring)} Figure 4 [Cont d]. The two hannel intersetions in ETR. Top: avity(1) viewed along (left and middle), and along (right). The drawing at the left is added to illustrate that the free entrane to three of the six 8-rings of avity(1) are loked y additional 6-rings; Bottom: avity(2) viewed along (left), and along (right). a Figure. Fusion of the two types of avities in ETR viewed along <010> (left), and along (right). [Figure is ontinued on next page]

5 a a Figure [Cont d]. Fusion of avities in CGS. Fusion in the a layer (top) viewed along (left) and along a (right), and fusion in the layer (ottom) viewed along a (left) and along (right).. Supplementary information: Other framework types ontaining (modified) doule 4-rings (D4Rs) Doule 4-rings (D4Rs) an e onneted in several other ways. In some ases the 4-rings of the D4Rs are not 4-fold onneted and/or additional T atoms are needed to uild the framework. In the INTRO pages links are given to a detailed desription of a su-set of framework types that ontain (modified) D4Rs (hoose: Doule 4-rings). There is also a link provided to a summary of the PerBUs used in the uilding shemes of these framework types (hoose: Appendix; Figure ). Alternative desription of CGS and ETR using (modified) doule 6-rings (D6Rs) Several framework types, like CGS and ETR, an e uilt using (modified) D6Rs (see Figure 1). In the INTRO pages links are given to a detailed desription of a su-set of framework types that ontain (modified) D6Rs (hoose: Doule 6-rings). There is also a link provided to a summary of the PerBUs used in the uilding shemes of these framework types (hoose: Appendix; Figure 7).

The numbers inside a matrix are called the elements or entries of the matrix.

The numbers inside a matrix are called the elements or entries of the matrix. Chapter Review of Matries. Definitions A matrix is a retangular array of numers of the form a a a 3 a n a a a 3 a n a 3 a 3 a 33 a 3n..... a m a m a m3 a mn We usually use apital letters (for example,

More information

Name: ID: *************** write your answer in the right column *************** Total /30

Name: ID: *************** write your answer in the right column *************** Total /30 Course name: Network I Exam numer: Midterm II Model Answer Course Code: CNE 304 Exam Date: 21/11/2011 Leturer: Dr. Ahmed ElShafee Time Allowed: 90 minutes Name: ID: *************** write your answer in

More information

arxiv:math/ v1 [math.ca] 27 Nov 2003

arxiv:math/ v1 [math.ca] 27 Nov 2003 arxiv:math/011510v1 [math.ca] 27 Nov 200 Counting Integral Lamé Equations by Means of Dessins d Enfants Sander Dahmen November 27, 200 Abstrat We obtain an expliit formula for the number of Lamé equations

More information

EFFECTIVE STRESS LAW FOR THE PERMEABILITY OF CLAY-RICH SANDSTONES

EFFECTIVE STRESS LAW FOR THE PERMEABILITY OF CLAY-RICH SANDSTONES SCA22-5 1/6 EFFECTIVE STRESS LAW FOR THE PERMEABILITY OF CLAY-RICH SANDSTONES Widad Al-Wardy and Robert W. Zimmerman Department of Earth Siene and Engineering Imperial College of Siene, Tehnology and Mediine

More information

A Channel-Based Perspective on Conjugate Priors

A Channel-Based Perspective on Conjugate Priors A Channel-Based Perspetive on Conjugate Priors Simons Institute, Berkeley Bart Jaobs, Radboud University Nijmegen bart@s.ru.nl De 12, 2017 Page 1 of 15 Jaobs De 12, 2017 Conjugate Priors Where we are,

More information

COLUMN RESTRAINING EFFECTS IN POST-TENSIONED SELF-CENTERING MOMENT FRAMES

COLUMN RESTRAINING EFFECTS IN POST-TENSIONED SELF-CENTERING MOMENT FRAMES Otoer -7, 8, Beijing, China COLUN RERAINING EFFECTS IN PO-TENSIONED SELF-CENTERING OENT FRAES C.C. Chou and J.H. Chen Assoiate Professor, Dept. of Civil Engineering, Taiwan University, Taipei, Chinese

More information

Lecture 7: Sampling/Projections for Least-squares Approximation, Cont. 7 Sampling/Projections for Least-squares Approximation, Cont.

Lecture 7: Sampling/Projections for Least-squares Approximation, Cont. 7 Sampling/Projections for Least-squares Approximation, Cont. Stat60/CS94: Randomized Algorithms for Matries and Data Leture 7-09/5/013 Leture 7: Sampling/Projetions for Least-squares Approximation, Cont. Leturer: Mihael Mahoney Sribe: Mihael Mahoney Warning: these

More information

The Complete Energy Translations in the Detailed. Decay Process of Baryonic Sub-Atomic Particles. P.G.Bass.

The Complete Energy Translations in the Detailed. Decay Process of Baryonic Sub-Atomic Particles. P.G.Bass. The Complete Energy Translations in the Detailed Deay Proess of Baryoni Su-Atomi Partiles. [4] P.G.Bass. PGBass P12 Version 1..3 www.relativitydomains.om August 218 Astrat. This is the final paper on the

More information

Counting Distinct Objects over Sliding Windows

Counting Distinct Objects over Sliding Windows Counting Distint Ojets over Sliding Windows Wenjie Zhang, Ying Zhang Muhammad Aamir Cheema Xuemin Lin, the University of New South Wales {zhangw,yingz,maheema,lue}@se.unsw.edu.au NICTA Astrat Aggregation

More information

Local quality functions for graph clustering

Local quality functions for graph clustering Loal quality funtions for graph lustering Twan van Laarhoven Institute for Computing and Information Sienes Radoud University Nijmegen, The Netherlands Lorentz workshop on Clustering, Games and Axioms

More information

AN ALGORITHM FOR QUASI-ASSOCIATIVE AND QUASI- MARKOVIAN RULES OF COMBINATION IN INFORMATION FUSION

AN ALGORITHM FOR QUASI-ASSOCIATIVE AND QUASI- MARKOVIAN RULES OF COMBINATION IN INFORMATION FUSION ehnial Sienes and Applied Mathematis AN ALGORIHM FOR QUASI-ASSOCIAIVE AND QUASI- MARKOVIAN RULES OF COMBINAION IN INFORMAION FUSION Florentin SMARANDACHE*, Jean DEZER** *University of New Mexio, Gallup,

More information

ANALYSIS AND MODELING OF COMBINED DISCHARGE THROUGH BOX CULVERTS AND OVER CONTRACTED BROAD-CRESTED WEIRS

ANALYSIS AND MODELING OF COMBINED DISCHARGE THROUGH BOX CULVERTS AND OVER CONTRACTED BROAD-CRESTED WEIRS Seventh International Water Tehnology Conferene Egypt 1-3 April 003 ANALYSIS AND MODELING OF COMBINED DISCHARGE THROUGH BOX CULVERTS AND OVER CONTRACTED BROAD-CRESTED WEIRS Adel-Azim M. Negm Assoiate Professor,

More information

Complexity of Regularization RBF Networks

Complexity of Regularization RBF Networks Complexity of Regularization RBF Networks Mark A Kon Department of Mathematis and Statistis Boston University Boston, MA 02215 mkon@buedu Leszek Plaskota Institute of Applied Mathematis University of Warsaw

More information

Aharonov-Bohm effect. Dan Solomon.

Aharonov-Bohm effect. Dan Solomon. Aharonov-Bohm effet. Dan Solomon. In the figure the magneti field is onfined to a solenoid of radius r 0 and is direted in the z- diretion, out of the paper. The solenoid is surrounded by a barrier that

More information

LEARNING OBJECTIVES: UDOL.STES Discuss how mercury poisoning has affected the natural environment and human society.

LEARNING OBJECTIVES: UDOL.STES Discuss how mercury poisoning has affected the natural environment and human society. Multiple Choie 1. What is the primary reason for the ourrene of merury in the human ody? a. It is iologially inative and dormant.. It provides vital iologial funtions in trae amounts.. It is needed to

More information

Chapter 3 Church-Turing Thesis. CS 341: Foundations of CS II

Chapter 3 Church-Turing Thesis. CS 341: Foundations of CS II CS 341: Foundations of CS II Marvin K. Nakayama Computer Siene Department New Jersey Institute of Tehnology Newark, NJ 07102 CS 341: Chapter 3 3-2 Contents Turing Mahines Turing-reognizable Turing-deidable

More information

A.1. Member capacities A.2. Limit analysis A.2.1. Tributary weight.. 7. A.2.2. Calculations. 7. A.3. Direct design 13

A.1. Member capacities A.2. Limit analysis A.2.1. Tributary weight.. 7. A.2.2. Calculations. 7. A.3. Direct design 13 APPENDIX A APPENDIX A Due to its extension, the dissertation ould not inlude all the alulations and graphi explanantions whih, being not essential, are neessary to omplete the researh. This appendix inludes

More information

Common Mistakes & How to avoid them Class X - Math. Unit: Algebra. Types of Question Common Mistakes Points to be emphasised. points.

Common Mistakes & How to avoid them Class X - Math. Unit: Algebra. Types of Question Common Mistakes Points to be emphasised. points. Common Mistakes & How to avoid them Class X - Math Unit: Algera Chapter: Pair of Linear Equations in Two Variales Types of Question Common Mistakes Points to e emphasised Solving the system of (i) Error

More information

Two-parametric PT-symmetric quartic family

Two-parametric PT-symmetric quartic family Two-parametri PT-symmetri quarti family Alexandre Eremenko and Andrei Gabrielov Otober 17, 211 Abstrat We desribe a parametrization of the real spetral lous of the twoparametri family of PT-symmetri quarti

More information

Maintaining Connectivity in Environments with Obstacles. Technical Report

Maintaining Connectivity in Environments with Obstacles. Technical Report Maintaining Connetivity in Environments with Ostales Tehnial Report Department of Computer Siene and Engineering University of Minnesota 4-192 EECS Building 200 Union Street SE Minneapolis, MN 55455-0159

More information

A Characterization of Wavelet Convergence in Sobolev Spaces

A Characterization of Wavelet Convergence in Sobolev Spaces A Charaterization of Wavelet Convergene in Sobolev Spaes Mark A. Kon 1 oston University Louise Arakelian Raphael Howard University Dediated to Prof. Robert Carroll on the oasion of his 70th birthday. Abstrat

More information

I F I G R e s e a r c h R e p o r t. Minimal and Hyper-Minimal Biautomata. IFIG Research Report 1401 March Institut für Informatik

I F I G R e s e a r c h R e p o r t. Minimal and Hyper-Minimal Biautomata. IFIG Research Report 1401 March Institut für Informatik I F I G R e s e a r h R e p o r t Institut für Informatik Minimal and Hyper-Minimal Biautomata Markus Holzer Seastian Jakoi IFIG Researh Report 1401 Marh 2014 Institut für Informatik JLU Gießen Arndtstraße

More information

We will show that: that sends the element in π 1 (P {z 1, z 2, z 3, z 4 }) represented by l j to g j G.

We will show that: that sends the element in π 1 (P {z 1, z 2, z 3, z 4 }) represented by l j to g j G. 1. Introdution Square-tiled translation surfaes are lattie surfaes beause they are branhed overs of the flat torus with a single branhed point. Many non-square-tiled examples of lattie surfaes arise from

More information

Characterisation of Balcony Spill Plume Entrainment using Physical Scale Modelling

Characterisation of Balcony Spill Plume Entrainment using Physical Scale Modelling Charaterisation of Balony Spill Plume Entrainment using Physial Sale Modelling ROGER HARRISON and MICHAEL SPEARPOINT Department of Civil and Natural Resoures Engineering University of Canterury Christhurh,

More information

Control Theory association of mathematics and engineering

Control Theory association of mathematics and engineering Control Theory assoiation of mathematis and engineering Wojieh Mitkowski Krzysztof Oprzedkiewiz Department of Automatis AGH Univ. of Siene & Tehnology, Craow, Poland, Abstrat In this paper a methodology

More information

3.2 Gaussian (Normal) Random Numbers and Vectors

3.2 Gaussian (Normal) Random Numbers and Vectors 3.2 Gaussian (Normal) Random Numbers and Vetors A. Purpose Generate pseudorandom numbers or vetors from the Gaussian (normal) distribution. B. Usage B.1 Generating Gaussian (normal) pseudorandom numbers

More information

Supplementary Figure 1 R R

Supplementary Figure 1 R R upplementary Figure 1 a Morphology - I Morphology - II R R d R R e f upplementary Figure 1. TM topographi images of the oserved surfae morphologies of (100) CeCoIn 5. a-, Constant urrent topographi images

More information

Mathacle. A; if u is not an element of A, then A. Some of the commonly used sets and notations are

Mathacle. A; if u is not an element of A, then A. Some of the commonly used sets and notations are Mathale 1. Definitions of Sets set is a olletion of objets. Eah objet in a set is an element of that set. The apital letters are usually used to denote the sets, and the lower ase letters are used to denote

More information

Review Topic 4: Cubic polynomials

Review Topic 4: Cubic polynomials Review Topi : ui polynomials Short answer Fatorise Px ( ) = x + 5x + x- 9 into linear fators. The polynomial Px ( ) = x - ax + x- leaves a remainer of when it is ivie y ( x - ) an a remainer of - when

More information

Packing Plane Spanning Trees into a Point Set

Packing Plane Spanning Trees into a Point Set Paking Plane Spanning Trees into a Point Set Ahmad Biniaz Alfredo Garía Abstrat Let P be a set of n points in the plane in general position. We show that at least n/3 plane spanning trees an be paked into

More information

Chapter 2. Conditional Probability

Chapter 2. Conditional Probability Chapter. Conditional Probability The probabilities assigned to various events depend on what is known about the experimental situation when the assignment is made. For a partiular event A, we have used

More information

Investigation of fuel assembly by using subchannel analysis for supercritical-water cooled power reactor

Investigation of fuel assembly by using subchannel analysis for supercritical-water cooled power reactor GENES4/ANP2003, Sep. 15-19, 2003, Kyoto, JAPAN Paper 1100 Investigation of fuel assemly y using suhannel analysis for superritial-ater ooled poer reator Kazuaki Kitou 1*, Kouji Nishida 1, Masayoshi Matsuura

More information

Danielle Maddix AA238 Final Project December 9, 2016

Danielle Maddix AA238 Final Project December 9, 2016 Struture and Parameter Learning in Bayesian Networks with Appliations to Prediting Breast Caner Tumor Malignany in a Lower Dimension Feature Spae Danielle Maddix AA238 Final Projet Deember 9, 2016 Abstrat

More information

Probabilistic Analysis of Predictability in Discrete Event Systems

Probabilistic Analysis of Predictability in Discrete Event Systems Proailisti Analysis of Preditaility in Disrete Event Systems Farid Nouioua, Philippe Dague, Lina Ye To ite this version: Farid Nouioua, Philippe Dague, Lina Ye. Proailisti Analysis of Preditaility in Disrete

More information

Cavity flow with surface tension past a flat plate

Cavity flow with surface tension past a flat plate Proeedings of the 7 th International Symposium on Cavitation CAV9 Paper No. ## August 7-, 9, Ann Arbor, Mihigan, USA Cavity flow with surfae tension past a flat plate Yuriy Savhenko Institute of Hydromehanis

More information

Lesson 23: The Defining Equation of a Line

Lesson 23: The Defining Equation of a Line Student Outomes Students know that two equations in the form of ax + y = and a x + y = graph as the same line when a = = and at least one of a or is nonzero. a Students know that the graph of a linear

More information

arxiv: v3 [cs.ai] 8 Feb 2019

arxiv: v3 [cs.ai] 8 Feb 2019 Disintegration and Bayesian Inversion via String Diagrams K E N T A C H O and B A R T J A C O B S ariv:1709.00322v3 [s.ai] 8 Feb 2019 National Institute of Informatis 2-1-2 Hitotsubashi, Chiyoda-ku, Tokyo

More information

EECS 120 Signals & Systems University of California, Berkeley: Fall 2005 Gastpar November 16, Solutions to Exam 2

EECS 120 Signals & Systems University of California, Berkeley: Fall 2005 Gastpar November 16, Solutions to Exam 2 EECS 0 Signals & Systems University of California, Berkeley: Fall 005 Gastpar November 6, 005 Solutions to Exam Last name First name SID You have hour and 45 minutes to omplete this exam. he exam is losed-book

More information

An excess of concentrated hydrochloric acid is added to separate aqueous solutions containing [Cu(H 2 O) 6 ] 2 and [Co(H 2 O) 6 ] 2.

An excess of concentrated hydrochloric acid is added to separate aqueous solutions containing [Cu(H 2 O) 6 ] 2 and [Co(H 2 O) 6 ] 2. 1 An exess of a given reagent is added to eah of the following pairs of aqueous metal ions. For eah metal ion, state the initial olour of the solution and the final oservation that you would make. In eah

More information

Frequency hopping does not increase anti-jamming resilience of wireless channels

Frequency hopping does not increase anti-jamming resilience of wireless channels Frequeny hopping does not inrease anti-jamming resiliene of wireless hannels Moritz Wiese and Panos Papadimitratos Networed Systems Seurity Group KTH Royal Institute of Tehnology, Stoholm, Sweden {moritzw,

More information

Probabilistic and nondeterministic aspects of Anonymity 1

Probabilistic and nondeterministic aspects of Anonymity 1 MFPS XX1 Preliminary Version Probabilisti and nondeterministi aspets of Anonymity 1 Catusia Palamidessi 2 INRIA and LIX Éole Polytehnique, Rue de Salay, 91128 Palaiseau Cedex, FRANCE Abstrat Anonymity

More information

LECTURE NOTES FOR , FALL 2004

LECTURE NOTES FOR , FALL 2004 LECTURE NOTES FOR 18.155, FALL 2004 83 12. Cone support and wavefront set In disussing the singular support of a tempered distibution above, notie that singsupp(u) = only implies that u C (R n ), not as

More information

Lightpath routing for maximum reliability in optical mesh networks

Lightpath routing for maximum reliability in optical mesh networks Vol. 7, No. 5 / May 2008 / JOURNAL OF OPTICAL NETWORKING 449 Lightpath routing for maximum reliability in optial mesh networks Shengli Yuan, 1, * Saket Varma, 2 and Jason P. Jue 2 1 Department of Computer

More information

Advanced Computational Fluid Dynamics AA215A Lecture 4

Advanced Computational Fluid Dynamics AA215A Lecture 4 Advaned Computational Fluid Dynamis AA5A Leture 4 Antony Jameson Winter Quarter,, Stanford, CA Abstrat Leture 4 overs analysis of the equations of gas dynamis Contents Analysis of the equations of gas

More information

THE SHIFTED PLACTIC MONOID arxiv: v1 [math.co] 13 Nov 2008

THE SHIFTED PLACTIC MONOID arxiv: v1 [math.co] 13 Nov 2008 THE SHIFTED PLACTIC MONOID arxiv:0811.057v1 [math.co] 13 Nov 008 LUIS SERRANO Astrat. We introdue a shifted analog of the plati monoid of Lasoux and Shützenerger, the shifted plati monoid. It an e defined

More information

Absolute Value Equations and Inequalities. Use the distance definition of absolute value.

Absolute Value Equations and Inequalities. Use the distance definition of absolute value. Chapter 2 Section 7 2.7 Absolute Value Equations and Inequalities Objectives 1 2 3 4 5 6 Use the distance definition of absolute value. Solve equations of the form ax + b = k, for k > 0. Solve inequalities

More information

Solutions for Math 225 Assignment #2 1

Solutions for Math 225 Assignment #2 1 Solutions for Math 225 Assignment #2 () Determine whether W is a subspae of V and justify your answer: (a) V = R 3, W = {(a,, a) : a R} Proof Yes For a =, (a,, a) = (,, ) W For all (a,, a ), (a 2,, a 2

More information

NPTEL STRUCTURAL RELIABILITY

NPTEL STRUCTURAL RELIABILITY NTEL Course On STRUCTURL RELIBILITY Module # 02 Leture 2 Course Format: Web Instrutor: Dr. runasis Chakraborty Department of Civil Engineering Indian Institute of Tehnology Guwahati 2. Leture 02: Theory

More information

selector switch type 06

selector switch type 06 seletor swith type 0 main features ompat and versatile 2 positions multi wafer seletor swith Compat and versatile 2 positions multi wafer seletor swith 2,000 swithing yles with up to.0 Nm swithing torque

More information

AIIMS,CBSE,AIPMT, AFMC,Bio.Tech & PMT, Contact : , Mail at :- by AKB

AIIMS,CBSE,AIPMT, AFMC,Bio.Tech & PMT, Contact : , Mail at :- by AKB 1 Ioni solids are haraterized y (a) low melting points () good ondutivity in solid state () high vapour pressure (d) soluility in polar solvents 2 Amorphous solids. (a) have sharp melting points () undergo

More information

Advances in Radio Science

Advances in Radio Science Advanes in adio Siene 2003) 1: 99 104 Copernius GmbH 2003 Advanes in adio Siene A hybrid method ombining the FDTD and a time domain boundary-integral equation marhing-on-in-time algorithm A Beker and V

More information

Broadcast Channels with Cooperating Decoders

Broadcast Channels with Cooperating Decoders To appear in the IEEE Transations on Information Theory, Deember 2006. 1 Broadast Channels with Cooperating Deoders Ron Dabora Sergio D. Servetto arxiv:s/0505032v3 [s.it] 1 Nov 2006 Abstrat We onsider

More information

The story so far: Isolated defects

The story so far: Isolated defects The story so far: Infinite, periodi strutures have Bloh wave single-partile states, labeled by a wavenumber k. Translational symmetry of the lattie periodi boundary onditions give disrete allowed values

More information

ETSI EN V8.0.1 ( )

ETSI EN V8.0.1 ( ) EN 300 728 V8.0.1 (2000-11) European Standard (Teleommuniations series) Digital ellular teleommuniations system (Phase 2+); Comfort noise aspets for Enhaned Full Rate (EFR) speeh traffi hannels (GSM 06.62

More information

Determination the Invert Level of a Stilling Basin to Control Hydraulic Jump

Determination the Invert Level of a Stilling Basin to Control Hydraulic Jump Global Avane Researh Journal of Agriultural Siene Vol. (4) pp. 074-079, June, 0 Available online http://garj.org/garjas/inex.htm Copyright 0 Global Avane Researh Journals Full Length Researh Paper Determination

More information

Pseudo Spheres. A Sample of Electronic Lecture Notes in Mathematics. Eberhard Malkowsky.

Pseudo Spheres. A Sample of Electronic Lecture Notes in Mathematics. Eberhard Malkowsky. Pseudo Spheres A Sample of Eletroni Leture Notes in Mathematis Eberhard Malkowsky Mathematishes Institut Justus Liebig Universität Gießen Arndtstraße D-3539 Gießen Germany /o Shool of Informatis Computing

More information

Reliability Guaranteed Energy-Aware Frame-Based Task Set Execution Strategy for Hard Real-Time Systems

Reliability Guaranteed Energy-Aware Frame-Based Task Set Execution Strategy for Hard Real-Time Systems Reliability Guaranteed Energy-Aware Frame-Based ask Set Exeution Strategy for Hard Real-ime Systems Zheng Li a, Li Wang a, Shuhui Li a, Shangping Ren a, Gang Quan b a Illinois Institute of ehnology, Chiago,

More information

Non-Monotonous Behaviour of Shear Viscosity - Empirical Modelling

Non-Monotonous Behaviour of Shear Viscosity - Empirical Modelling Non-Monotonous Behaviour of Shear Visosity - Empirial Modelling PETR FILIP, JIRI DAVID Institute of Hydrodynamis, Aad.Si.Czeh Rep. Pod Patankou 5, 166 12 Prague 6 CZECH REPUBLIC filip@ih.as.z Abstrat:

More information

c 2012 Society for Industrial and Applied Mathematics

c 2012 Society for Industrial and Applied Mathematics MULTISCALE MODEL. SIMUL. Vol. 1, No. 3, pp. 936 953 1 Soiety for Industrial and Applied Mathematis DYNAMICS OF A FAULT STEADILY PROPAGATING WITHIN A STRUCTURAL INTERFACE G. S. MISHURIS, A. B. MOVCHAN,

More information

G-subsets and G-orbits of Q ( n) under action of the Modular Group.

G-subsets and G-orbits of Q ( n) under action of the Modular Group. arxiv:1009.4619v1 [math.gr] 23 Sep 2010 G-subsets and G-orbits of Q ( n) under ation of the Modular Group. M. Aslam Malik and M. Riaz Department of Mathematis, University of the Punjab, Quaid-e-Azam Campus,

More information

Sufficient Conditions for a Flexible Manufacturing System to be Deadlocked

Sufficient Conditions for a Flexible Manufacturing System to be Deadlocked Paper 0, INT 0 Suffiient Conditions for a Flexile Manufaturing System to e Deadloked Paul E Deering, PhD Department of Engineering Tehnology and Management Ohio University deering@ohioedu Astrat In reent

More information

Searching All Approximate Covers and Their Distance using Finite Automata

Searching All Approximate Covers and Their Distance using Finite Automata Searhing All Approximate Covers and Their Distane using Finite Automata Ondřej Guth, Bořivoj Melihar, and Miroslav Balík České vysoké učení tehniké v Praze, Praha, CZ, {gutho1,melihar,alikm}@fel.vut.z

More information

STATIC SIMULATION PROGRAM OF COPPER SOLVENT EXTRACTION CONFIGURATIONS USING MICROSOFT EXCEL SOLVER

STATIC SIMULATION PROGRAM OF COPPER SOLVENT EXTRACTION CONFIGURATIONS USING MICROSOFT EXCEL SOLVER STATIC SIMULATION PROGRAM OF COPPER SOLVENT EXTRACTION CONFIGURATIONS USING MICROSOFT EXCEL SOLVER Joseph Kafumbila This textbook provides the proedure for design stati simulation programs using Exel Solver

More information

Research Collection. Mismatched decoding for the relay channel. Conference Paper. ETH Library. Author(s): Hucher, Charlotte; Sadeghi, Parastoo

Research Collection. Mismatched decoding for the relay channel. Conference Paper. ETH Library. Author(s): Hucher, Charlotte; Sadeghi, Parastoo Researh Colletion Conferene Paper Mismathed deoding for the relay hannel Author(s): Huher, Charlotte; Sadeghi, Parastoo Publiation Date: 2010 Permanent Link: https://doi.org/10.3929/ethz-a-005997152 Rights

More information

Indian Institute of Technology Bombay. Department of Electrical Engineering. EE 325 Probability and Random Processes Lecture Notes 3 July 28, 2014

Indian Institute of Technology Bombay. Department of Electrical Engineering. EE 325 Probability and Random Processes Lecture Notes 3 July 28, 2014 Indian Institute of Tehnology Bombay Department of Eletrial Engineering Handout 5 EE 325 Probability and Random Proesses Leture Notes 3 July 28, 2014 1 Axiomati Probability We have learned some paradoxes

More information

Thermodynamically-guided nonequilibrium Monte Carlo methodology for generating realistic shear flows. Chunggi Baig and Vlasis G.

Thermodynamically-guided nonequilibrium Monte Carlo methodology for generating realistic shear flows. Chunggi Baig and Vlasis G. Thermodynamially-guided nonequilirium Monte Carlo methodology for generating realisti shear flows Chunggi Baig and Vlasis G. Mavrantzas Department of Chemial Engineering, University of Paas & FORTH-ICE/HT,

More information

Development of the Numerical Schemes and Iteration Procedures Nielsen, Peter Vilhelm

Development of the Numerical Schemes and Iteration Procedures Nielsen, Peter Vilhelm Aalborg Universitet Development of the Numerial Shemes and Iteration Proedures Nielsen, Peter Vilhelm Published in: Euroaademy on Ventilation and Indoor Climate Publiation date: 2008 Doument Version Publisher's

More information

Relative Maxima and Minima sections 4.3

Relative Maxima and Minima sections 4.3 Relative Maxima and Minima setions 4.3 Definition. By a ritial point of a funtion f we mean a point x 0 in the domain at whih either the derivative is zero or it does not exists. So, geometrially, one

More information

b c Pythagorean Theorem b) Find the value of the angle c) Evaluate cos 300

b c Pythagorean Theorem b) Find the value of the angle c) Evaluate cos 300 Mathematis 11 Page 1 of Trigonometry Branh of mathematis hih deals ith triangle measurements. B a C A Si Trigonometri Ratios Primary Trig. Ratios Reiproal Trig. Ratios opp a sin A hyp adj os A hyp opp

More information

The gravitational phenomena without the curved spacetime

The gravitational phenomena without the curved spacetime The gravitational phenomena without the urved spaetime Mirosław J. Kubiak Abstrat: In this paper was presented a desription of the gravitational phenomena in the new medium, different than the urved spaetime,

More information

Computer Science 786S - Statistical Methods in Natural Language Processing and Data Analysis Page 1

Computer Science 786S - Statistical Methods in Natural Language Processing and Data Analysis Page 1 Computer Siene 786S - Statistial Methods in Natural Language Proessing and Data Analysis Page 1 Hypothesis Testing A statistial hypothesis is a statement about the nature of the distribution of a random

More information

Delivery guide for Environmental Noise Data:

Delivery guide for Environmental Noise Data: Delivery guide for Environmental Noise Data: DF4_DF8: Strategi noise maps for major roads, major railways, major airports and agglomerations Type of Doument: Guidelines Annex DF4_DF8 Prepared by: Colin

More information

A population of 50 flies is expected to double every week, leading to a function of the x

A population of 50 flies is expected to double every week, leading to a function of the x 4 Setion 4.3 Logarithmi Funtions population of 50 flies is epeted to doule every week, leading to a funtion of the form f ( ) 50(), where represents the numer of weeks that have passed. When will this

More information

Word of Mass: The Relationship between Mass Media and Word-of-Mouth

Word of Mass: The Relationship between Mass Media and Word-of-Mouth Word of Mass: The Relationship between Mass Media and Word-of-Mouth Roman Chuhay Preliminary version Marh 6, 015 Abstrat This paper studies the optimal priing and advertising strategies of a firm in the

More information

Large-Signal Model of Graphene Field-Effect Transistors Part I: Compact Modeling of GFET Intrinsic Capacitances

Large-Signal Model of Graphene Field-Effect Transistors Part I: Compact Modeling of GFET Intrinsic Capacitances 1.119/TED.16.5746 1 arge-signal Model of Graphene Field-Effet Transistors Part I: ompat Modeling of GFET Intrinsi apaitanes Franiso Pasadas and David Jiménez Astrat We present a iruit-ompatile ompat model

More information

Q.B.- Maths I + II - FYJC - Ver

Q.B.- Maths I + II - FYJC - Ver Q.B.- Maths I + II - FYJC - Ver -709 Q Find the equation of lous of a point, whih moves suh that the ratio of its distanes from (,0) and (, ) is :. ( : 9x + 9y + x - 0y + 86 0) Q Q Find the equation of

More information

TeSys contactors. Rated operational. current in AC V up to. kw kw kw kw kw kw kw A kg

TeSys contactors. Rated operational. current in AC V up to. kw kw kw kw kw kw kw A kg Referenes TeSys ontators TeSys D ontators for motor ontrol up to kw at 00 V, in ategory AC- For onnetion y srew lamp terminals and lugs D0pp Dpp -pole ontators Standard power ratings of -phase motors 0-0

More information

Effects of Baffle on Entropy Generation in Separated Convection Flow Adjacent to Inclined Backward-Facing Step

Effects of Baffle on Entropy Generation in Separated Convection Flow Adjacent to Inclined Backward-Facing Step Journal of Eletronis Cooling and Termal Control,,, 53- ttp://dx.doi.org/.3/jet.. Pulised Online Deemer (ttp://www.sirp.org/journal/jet) Effets of Baffle on Entropy Generation in Separated Convetion Flow

More information

On Component Order Edge Reliability and the Existence of Uniformly Most Reliable Unicycles

On Component Order Edge Reliability and the Existence of Uniformly Most Reliable Unicycles Daniel Gross, Lakshmi Iswara, L. William Kazmierzak, Kristi Luttrell, John T. Saoman, Charles Suffel On Component Order Edge Reliability and the Existene of Uniformly Most Reliable Uniyles DANIEL GROSS

More information

Laboratory exercise No. 2 Basic material parameters of porous building materials

Laboratory exercise No. 2 Basic material parameters of porous building materials Laboratory exerise No. Basi material parameters of porous building materials Materials (building materials) an be lassified aording to the different riteria, e.g. based on their properties, funtion, hemial

More information

Parallel disrete-event simulation is an attempt to speed-up the simulation proess through the use of multiple proessors. In some sense parallel disret

Parallel disrete-event simulation is an attempt to speed-up the simulation proess through the use of multiple proessors. In some sense parallel disret Exploiting intra-objet dependenies in parallel simulation Franeso Quaglia a;1 Roberto Baldoni a;2 a Dipartimento di Informatia e Sistemistia Universita \La Sapienza" Via Salaria 113, 198 Roma, Italy Abstrat

More information

Next: Pushdown automata. Pushdown Automata. Informal Description PDA (1) Informal Description PDA (2) Formal Description PDA

Next: Pushdown automata. Pushdown Automata. Informal Description PDA (1) Informal Description PDA (2) Formal Description PDA CE 2001: Introdution to Theor of Computation ummer 2007 uprakash Datta datta@s.orku.a Net: Pushdown automata dd stak to definition of Finite utomata Can serve as tpe of memor or ounter More powerful than

More information

Tight bounds for selfish and greedy load balancing

Tight bounds for selfish and greedy load balancing Tight bounds for selfish and greedy load balaning Ioannis Caragiannis Mihele Flammini Christos Kaklamanis Panagiotis Kanellopoulos Lua Mosardelli Deember, 009 Abstrat We study the load balaning problem

More information

Building a befer mousetrap. Transi-on Graphs. L = { abba } Building a befer mousetrap. L = { abba } L = { abba } 2/16/15

Building a befer mousetrap. Transi-on Graphs. L = { abba } Building a befer mousetrap. L = { abba } L = { abba } 2/16/15 Building a efer mousetrap Let s uild an FA that only accepts the string aa from Σ = { a } Models of Computa-on Lecture #5 (a?er quiz) Chapter 6 Building a efer mousetrap Let s uild an FA that only accepts

More information

Observations on harmonic Progressions *

Observations on harmonic Progressions * Oservations on armoni Progressions * Leonard Euler Under te name of armoni progressions all series of frations are understood, wose numerators are equal to ea oter, ut wose denominators on te oter onstitute

More information

Shear Force and Bending Moment

Shear Force and Bending Moment Shear Fore and Bending oent Shear Fore: is the algebrai su of the vertial fores ating to the left or right of a ut setion along the span of the bea Bending oent: is the algebrai su of the oent of the fores

More information

Microeconomic Theory I Assignment #7 - Answer key

Microeconomic Theory I Assignment #7 - Answer key Miroeonomi Theory I Assignment #7 - Answer key. [Menu priing in monopoly] Consider the example on seond-degree prie disrimination (see slides 9-93). To failitate your alulations, assume H = 5, L =, and

More information

arxiv:math/ v1 [math.ac] 10 Mar 2005

arxiv:math/ v1 [math.ac] 10 Mar 2005 arxiv:math/0503187v1 [math.ac] 10 Mar 2005 STANLEY REISNER RINGS WITH LARGE MULTIPLICITIES ARE COHEN MACAULAY NAOKI TERAI AND KEN-ICHI YOSHIDA Abstrat. We prove that ertain lass of Stanley Reisner rings

More information

Reduction of Multistage Rotor Model Using Cyclic Modeshapes

Reduction of Multistage Rotor Model Using Cyclic Modeshapes Redution of Multistage Rotor Model Using Cyli Modeshapes Etienne Balmès, Arnaud Sternhüss To ite this version: Etienne Balmès, Arnaud Sternhüss. Redution of Multistage Rotor Model Using Cyli Modeshapes.

More information

Critical Reflections on the Hafele and Keating Experiment

Critical Reflections on the Hafele and Keating Experiment Critial Refletions on the Hafele and Keating Experiment W.Nawrot In 1971 Hafele and Keating performed their famous experiment whih onfirmed the time dilation predited by SRT by use of marosopi loks. As

More information

Handling Uncertainty

Handling Uncertainty Handling Unertainty Unertain knowledge Typial example: Diagnosis. Name Toothahe Cavity Can we ertainly derive the diagnosti rule: if Toothahe=true then Cavity=true? The problem is that this rule isn t

More information

Transient wave propagation analysis of a pantograph- catenary system

Transient wave propagation analysis of a pantograph- catenary system Journal of Physis: Conferene Series PAPER OPEN ACCESS Transient wave propagation analysis of a pantograph- atenary system To ite this artile: Kyohei Nagao and Arata Masuda 216 J. Phys.: Conf. Ser. 744

More information

UTC. Engineering 329. Proportional Controller Design. Speed System. John Beverly. Green Team. John Beverly Keith Skiles John Barker.

UTC. Engineering 329. Proportional Controller Design. Speed System. John Beverly. Green Team. John Beverly Keith Skiles John Barker. UTC Engineering 329 Proportional Controller Design for Speed System By John Beverly Green Team John Beverly Keith Skiles John Barker 24 Mar 2006 Introdution This experiment is intended test the variable

More information

Espen Gaarder Haug Norwegian University of Life Sciences April 4, 2017

Espen Gaarder Haug Norwegian University of Life Sciences April 4, 2017 The Mass Gap, Kg, the Plank Constant and the Gravity Gap The Plank Constant Is a Composite Constant One kg Is 85465435748 0 36 Collisions per Seond The Mass Gap Is.734 0 5 kg and also m p The Possibility

More information

Chapter 8 Hypothesis Testing

Chapter 8 Hypothesis Testing Leture 5 for BST 63: Statistial Theory II Kui Zhang, Spring Chapter 8 Hypothesis Testing Setion 8 Introdution Definition 8 A hypothesis is a statement about a population parameter Definition 8 The two

More information

Supplementary Materials

Supplementary Materials Supplementary Materials Neural population partitioning and a onurrent brain-mahine interfae for sequential motor funtion Maryam M. Shanehi, Rollin C. Hu, Marissa Powers, Gregory W. Wornell, Emery N. Brown

More information

Bypassing Space Explosion in High-Speed Regular Expression Matching

Bypassing Space Explosion in High-Speed Regular Expression Matching Bypassing Spae Explosion in High-Speed Regular Expression Mathing Jignesh Patel Alex X. Liu Eri Torng Astrat Network intrusion detetion and prevention systems ommonly use regular expression (RE) signatures

More information

Lecture 11 Buckling of Plates and Sections

Lecture 11 Buckling of Plates and Sections Leture Bukling of lates and Setions rolem -: A simpl-supported retangular plate is sujeted to a uniaxial ompressive load N, as shown in the sketh elow. a 6 N N a) Calulate and ompare ukling oeffiients

More information

After the completion of this section the student should recall

After the completion of this section the student should recall Chapter I MTH FUNDMENTLS I. Sets, Numbers, Coordinates, Funtions ugust 30, 08 3 I. SETS, NUMERS, COORDINTES, FUNCTIONS Objetives: fter the ompletion of this setion the student should reall - the definition

More information

Carrier to envelope and dispersion control in a cavity with prism pairs

Carrier to envelope and dispersion control in a cavity with prism pairs PHYSICAL REVIEW A 75, 013814 007 Carrier to envelope and dispersion ontrol in a avity with prism pairs Ladan Arissian and Jean-Claude Diels Department of Physis and Center for High Tehnology Materials,

More information