Handbook of Hydraulic Resistance
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Sensitivity Analysis of Non-Linear Steep Waves Using VOF Method
Tenth International Conference on ICCFD10-268 Computational Fluid Dynamics (ICCFD10), Barcelona, Spain, July 9-13, 2018 Sensitivity Analysis of Non-linear Steep Waves using VOF Method A. Khaware*, V. Gupta*, K. Srikanth *, and P. Sharkey ** Corresponding author: [email protected] * ANSYS Software Pvt Ltd, Pune, India. ** ANSYS UK Ltd, Milton Park, UK Abstract: The analysis and prediction of non-linear waves is a crucial part of ocean hydrodynamics. Sea waves are typically non-linear in nature, and whilst models exist to predict their behavior, limits exist in their applicability. In practice, as the waves become increasingly steeper, they approach a point beyond which the wave integrity cannot be maintained, and they 'break'. Understanding the limits of available models as waves approach these break conditions can significantly help to improve the accuracy of their potential impact in the field. Moreover, inaccurate modeling of wave kinematics can result in erroneous hydrodynamic forces being predicted. This paper investigates the sensitivity of non-linear wave modeling from both an analytical and a numerical perspective. Using a Volume of Fluid (VOF) method, coupled with the Open Channel Flow module in ANSYS Fluent, sensitivity studies are performed for a variety of non-linear wave scenarios with high steepness and high relative height. These scenarios are intended to mimic the near-break conditions of the wave. 5th order solitary wave models are applied to shallow wave scenarios with high relative heights, and 5th order Stokes wave models are applied to short gravity waves with high wave steepness. Stokes waves are further applied in the shallow regime at high wave steepness to examine the wave sensitivity under extreme conditions. -
Stereographic Projection Patch Kessler, December 12, 2018
Stereographic Projection Patch Kessler, December 12, 2018 Stereographic projection is a way to flatten out the surface of a ball, such as the celestial sphere, which surrounds the earth and contains all the stars in the sky. The celestial sphere gives order out of chaos. It gives a way to predict star locations at different times, as well as the time of night from the stars. Here is a physical model of the celestial sphere from around 1480. 1480-1481, http://www.artfund.org/artwork/3600/spherical-astrolabe 1 According to legend, Ptolemy (AD 90 - AD 168) thought of stereographic projection after a donkey stepped on his model of the celestial sphere, making it flat. Applying stereographic projection to the celestial sphere results in a planar device called an astrolabe. 16th century islamic astrolabe The tips on the perforated upper plate correspond to stars, while points on the lower plate correspond to viewing directions. For instance, the point on the lower plate that the circles are shrinking towards corresponds to the viewing direction directly overhead (i.e., looking straight up). The stereographic projection of a point X on a sphere S is obtained by drawing a line from the north pole of the sphere through X, and continuing on to the plane G that the sphere is resting on. The projection of X is the point f(X) where this line hits the plane. E X S G f(X) 2 One of the most surprising things about stereographic projection is that circles get mapped to circles. P circle on the sphere E S circle in the plane G Circles that pass through the north pole get mapped to lines, however if you think of a line as an infinite radius circle, then you can say that circles get mapped to circles in all cases. -
Waves and Structures
WAVES AND STRUCTURES By Dr M C Deo Professor of Civil Engineering Indian Institute of Technology Bombay Powai, Mumbai 400 076 Contact: [email protected]; (+91) 22 2572 2377 (Please refer as follows, if you use any part of this book: Deo M C (2013): Waves and Structures, http://www.civil.iitb.ac.in/~mcdeo/waves.html) (Suggestions to improve/modify contents are welcome) 1 Content Chapter 1: Introduction 4 Chapter 2: Wave Theories 18 Chapter 3: Random Waves 47 Chapter 4: Wave Propagation 80 Chapter 5: Numerical Modeling of Waves 110 Chapter 6: Design Water Depth 115 Chapter 7: Wave Forces on Shore-Based Structures 132 Chapter 8: Wave Force On Small Diameter Members 150 Chapter 9: Maximum Wave Force on the Entire Structure 173 Chapter 10: Wave Forces on Large Diameter Members 187 Chapter 11: Spectral and Statistical Analysis of Wave Forces 209 Chapter 12: Wave Run Up 221 Chapter 13: Pipeline Hydrodynamics 234 Chapter 14: Statics of Floating Bodies 241 Chapter 15: Vibrations 268 Chapter 16: Motions of Freely Floating Bodies 283 Chapter 17: Motion Response of Compliant Structures 315 2 Notations 338 References 342 3 CHAPTER 1 INTRODUCTION 1.1 Introduction The knowledge of magnitude and behavior of ocean waves at site is an essential prerequisite for almost all activities in the ocean including planning, design, construction and operation related to harbor, coastal and structures. The waves of major concern to a harbor engineer are generated by the action of wind. The wind creates a disturbance in the sea which is restored to its calm equilibrium position by the action of gravity and hence resulting waves are called wind generated gravity waves. -
Geometric Properties of Central Catadioptric Line Images
Geometric Properties of Central Catadioptric Line Images Jo˜aoP. Barreto and Helder Araujo Institute of Systems and Robotics Dept. of Electrical and Computer Engineering University of Coimbra Coimbra, Portugal {jpbar, helder}@isr.uc.pt http://www.isr.uc.pt/˜jpbar Abstract. It is highly desirable that an imaging system has a single effective viewpoint. Central catadioptric systems are imaging systems that use mirrors to enhance the field of view while keeping a unique center of projection. A general model for central catadioptric image formation has already been established. The present paper exploits this model to study the catadioptric projection of lines. The equations and geometric properties of general catadioptric line imaging are derived. We show that it is possible to determine the position of both the effec- tive viewpoint and the absolute conic in the catadioptric image plane from the images of three lines. It is also proved that it is possible to identify the type of catadioptric system and the position of the line at infinity without further infor- mation. A methodology for central catadioptric system calibration is proposed. Reconstruction aspects are discussed. Experimental results are presented. All the results presented are original and completely new. 1 Introduction Many applications in computer vision, such as surveillance and model acquisition for virtual reality, require that a large field of view is imaged. Visual control of motion can also benefit from enhanced fields of view [1,2,4]. One effective way to enhance the field of view of a camera is to use mirrors [5,6,7,8,9]. The general approach of combining mirrors with conventional imaging systems is referred to as catadioptric image formation [3]. -
Faenza 21 Gennaio.Indd
OFFERTA LAVORO armacia Sono Daniela Cavina, F faenza un’imprenditrice da 9 anni, delle Ceramiche OFFRO UN’OPPORTUNITÀ LAVORATIVA DA SVOLGERE Orario continuato PART-TIME O FULL-TIME NEL SETTORE DEL BENESSERE. 8.00/19.30 Cup - Holter 24h - Prodotti veterinari Un’attività imprenditoriale a rischio Il contenitore di eventi, annunci economici e informazioni della tua città Autoanalisi Glicemia e Colesterolo zero con le possibilità di gestire QUINDICINALE distribuito porta-porta a: Faenza, Castel Bolognese, Riolo Terme, Errano, Brisighella. Noleggio apparecchiature il proprio tempo. Espositori + edicole: Reda, Borgo Tuliero, Granarolo, Solarolo, Fognano, Marzeno, Modigliana, Cotignola, Bagnacavallo, Russi, Lugo, Palazzuolo sul Senio Faenza zona San Marco Off ro affi ancamento e formazione. via Ravegnana, 75 Tel. 347.9552249 Faenza piazzale Sercognani, 16 - Tel. 0546.664478 - www.ilgenius.it - mail: [email protected] Tel. 0546.29065 377.3368455 <^dkZY'&<ZccV^d'%'&CjbZgd' copia omaggio VUOI COMPRARE UNA CASA ALL’ASTA? Ti seguiremo dalla A alla Z Sopralluogo Offerta Aggiudicazione Assistenza richiesta mutuo Studio Legale LEGA - SAMORÌ Via D. Paganelli, 10 - Faenza 0546 26680 - 338.4478743 NUOVA APERTURA º6bV;VZcoV» online il video della campagna RIPARAZIONE presentato lo spot con protagonista l’attrice Maria Pia Timo RC CELLULARI na città che si unisce per sostenere le con lo slogan “Ama Faenza - Scegli le proprie realtà. È quello che emerge dal imprese della tua città” e i titolari delle TABLET Uvideo della campagna di comunica- attività si sono ritratti in numerosi scatti già zione “Ama Faenza”, presentato mercoledì pubblicati sui social. Conclusa la prima fase, Prezzi bassi 20 gennaio in anteprima. la campagna prosegue coinvolgendo P Lo spot, con protagonista l’attrice Maria Pia anche i cittadini. -
THERMODYNAMICS, HEAT TRANSFER, and FLUID FLOW, Module 3 Fluid Flow Blank Fluid Flow TABLE of CONTENTS
Department of Energy Fundamentals Handbook THERMODYNAMICS, HEAT TRANSFER, AND FLUID FLOW, Module 3 Fluid Flow blank Fluid Flow TABLE OF CONTENTS TABLE OF CONTENTS LIST OF FIGURES .................................................. iv LIST OF TABLES ................................................... v REFERENCES ..................................................... vi OBJECTIVES ..................................................... vii CONTINUITY EQUATION ............................................ 1 Introduction .................................................. 1 Properties of Fluids ............................................. 2 Buoyancy .................................................... 2 Compressibility ................................................ 3 Relationship Between Depth and Pressure ............................. 3 Pascal’s Law .................................................. 7 Control Volume ............................................... 8 Volumetric Flow Rate ........................................... 9 Mass Flow Rate ............................................... 9 Conservation of Mass ........................................... 10 Steady-State Flow ............................................. 10 Continuity Equation ............................................ 11 Summary ................................................... 16 LAMINAR AND TURBULENT FLOW ................................... 17 Flow Regimes ................................................ 17 Laminar Flow ............................................... -
POTENTIAL FLOW: in Which the Vorticity Is Zero
Chapter 1 Potential flow: 1.1 General formulation Inviscid and irrotational flows in the limit of high Reynolds number are referred to as ‘potential’ or ‘ideal’ flows. The term ‘inviscid’ refers to flows where viscous forces are small compared to inertial forces, so that the fluid viscosity can be neglected in comparison to fluid inertia. ‘Potential’ or ‘ideal’ flows are a class of inviscid flows in which the vorticity ω, which is the curl of the velocity vector, is zero, i. e. ∂uk ωi = ǫijk = 0 (1.1) ∂xj Since the curl of the velocity is zero, the velocity can be expressed as the gradient of a potential φ, ∂φ ui = (1.2) ∂xi and hence the name ‘potential flow’. Using equation 1.2 for the velocity field, the Navier-Stokes mass and mo- mentum equations can be written in terms of the velocity potential. The mass conservation equation, expressed in terms of the velocity potential, is, 2 ∂ui ∂ φ = 2 = 0 (1.3) ∂xi ∂xi Thus, the mass conservation equation simply states that the velocity potential satisfies the Laplace equation, 2φ = 0. Therefore, for potential flow we can use all the techiques developed∇ for solving the Laplace equation earlier. The momentum conservation equation an inviscid flow is, ∂ui ∂ui 1 ∂p fi + uj = + (1.4) ∂t ∂xj −ρ ∂xi ρ where fi is the body force per unit volume acting on the fluid. The second term on the right side of the above equation can be simplified for an irrotational flow 1 2 CHAPTER 1. POTENTIAL FLOW: in which the vorticity is zero. -
A New Class of Exact Solutions of the Navier–Stokes Equations for Swirling Flows in Porous and Rotating Pipes
Advances in Fluid Mechanics VIII 67 A new class of exact solutions of the Navier–Stokes equations for swirling flows in porous and rotating pipes A. Fatsis1, J. Statharas2, A. Panoutsopoulou3 & N. Vlachakis1 1Technological University of Chalkis, Department of Mechanical Engineering, Greece 2Technological University of Chalkis, Department of Aeronautical Engineering, Greece 3Hellenic Defence Systems, Greece Abstract Flow field analysis through porous boundaries is of great importance, both in engineering and bio-physical fields, such as transpiration cooling, soil mechanics, food preservation, blood flow and artificial dialysis. A new family of exact solution of the Navier–Stokes equations for unsteady laminar flow inside rotating systems of porous walls is presented in this study. The analytical solution of the Navier–Stokes equations is based on the use of the Bessel functions of the first kind. To resolve these equations analytically, it is assumed that the effect of the body force by mass transfer phenomena is the ‘porosity’ of the porous boundary in which the fluid moves. In the present study the effect of porous boundaries on unsteady viscous flow is examined for two different cases. The first one examines the flow between two rotated porous cylinders and the second one discusses the swirl flow in a rotated porous pipe. The results obtained reveal the predominant features of the unsteady flows examined. The developed solutions are of general application and can be applied to any swirling flow in porous axisymmetric rotating geometries. -
FY2018 Corporate Strategy Meeting
Corporate Strategy Meeting May 22, 2018 Sony Corporation • Good morning. My name is Kenichiro Yoshida. In April, I was appointed President and CEO. Thank you for coming today. • I am the 11th President in our company’s 72-year history. • As you may know, Sony was founded by Masaru Ibuka and Akio Morita. • My predecessor, Mr. Hirai, and I are from a generation that did not work directly with our founders. Just once, however, I had an opportunity to talk closely with Mr. Morita. That was in New York, where I was assigned at the time, in September 1993, just two months before Mr. Morita suffered a brain hemorrhage. • Mr. Morita told me, “Up until now, Sony has learned many things from the United States. Some Japanese companies might even think that we have surpassed the U.S. But Sony needs to be humble and learn from the U.S. again.” • When I think back on this conversation, I believe the sense of urgency that Mr. Morita felt in 1993 was about the internet. In fact, the internet browser Netscape and the company Amazon both emerged just a year later in 1994. • In the following years, Sony achieved record profit in 1997, and the internet began to have a serious impact on Sony’s business as we entered the 21st century. • Now once again, I feel a sense of management urgency, a need for humility and the importance of a long-term view. 1 1. Business Portfolio 2. Corporate Direction 3. Initiatives of Each Business Segment 4. Financial Targets 5. -
An Essay on Lagrangian and Eulerian Kinematics of Fluid Flow
Lagrangian and Eulerian Representations of Fluid Flow: Kinematics and the Equations of Motion James F. Price Woods Hole Oceanographic Institution, Woods Hole, MA, 02543 [email protected], http://www.whoi.edu/science/PO/people/jprice June 7, 2006 Summary: This essay introduces the two methods that are widely used to observe and analyze fluid flows, either by observing the trajectories of specific fluid parcels, which yields what is commonly termed a Lagrangian representation, or by observing the fluid velocity at fixed positions, which yields an Eulerian representation. Lagrangian methods are often the most efficient way to sample a fluid flow and the physical conservation laws are inherently Lagrangian since they apply to moving fluid volumes rather than to the fluid that happens to be present at some fixed point in space. Nevertheless, the Lagrangian equations of motion applied to a three-dimensional continuum are quite difficult in most applications, and thus almost all of the theory (forward calculation) in fluid mechanics is developed within the Eulerian system. Lagrangian and Eulerian concepts and methods are thus used side-by-side in many investigations, and the premise of this essay is that an understanding of both systems and the relationships between them can help form the framework for a study of fluid mechanics. 1 The transformation of the conservation laws from a Lagrangian to an Eulerian system can be envisaged in three steps. (1) The first is dubbed the Fundamental Principle of Kinematics; the fluid velocity at a given time and fixed position (the Eulerian velocity) is equal to the velocity of the fluid parcel (the Lagrangian velocity) that is present at that position at that instant. -
O,,, O . O 0O. Panasonic
o,0,_,oo,_o_0,_.o,,,_o_._o_0o._Panasonic _ Operating Instructions Digital Video Camcorder Mode,NoPV-GS120 PV-GS200 Before attempting to connect, operate or adjust this product, please read these instructions thoroughly. Spanish Quick Use Guide is included. Gufa para r&pida consulta en espafiol est_ incluida. MultiMediaCard" LEICA DICDMAR RdB_I_ LSQT0799 A Things You Should Know Date of Purchase Thank you for choosing Panasonic! Dealer Purchased From You have purchased one of the most sophisticated and reliable products on the market today. Used properly, we're sure it will Dealer Address bring you and your family years of enjoyment. Please take time to till in the information on the Dealer Phone No. right. The serial number is on the tag located on the Model No. underside of your Camcorder. Be sure to retain this manual as your convenient Camcorder Serial No. information source. Safety Precautions WARNING: TO PREVENT FIRE OR SHOCK HAZARD, DO NOT EXPOSE THIS EQUIPMENT TO RAIN OR MOISTURE. Your _|_'_ Camcorder is designed to record and play back in Standard Play (SP) mode and Long Play (LP) mode It is recommended that only cassette tapes that have been tested and inspected for use in Camcorder with the _,oi|_, mark be used. /_ This symbol warns the user that uninsulated voltage within the unit may have sufficient RISK OF ELECTRIC SHOCK DO NOT OPEN magnitude to cause electric shock. Therefore, it is dangerous to make any kind of contact with CAUTION: TO REDUCE THE RISK OF ELECTRIC SHOCK, DO NOT REMOVE COVER (OR BACK) any inside part of this unit. -
Reference Methods for Marine Pollution Studies No. 64
UNITED NATIONS ENVIRONMENT PROGRAMME JUNE 1995 Statistical analysis and interpretation of marine community data Reference Methods For Marine Pollution Studies No. 64 Prepared In co-operation with FAO IMO UNEP 1995 This docwnent h:ls been Jll"p!lred by the Plymoulh Marine l.a\x~Mory, U.K, in coUabaration with the lnlergovemmenW Oceanographic Commi.OOU (IOC). the Food and Agriculturul Organization {FAO}, the lnlernational Atomic Energy Agency, M.u:ino Environment Laborii(Oty (IAEA-MEL), and the Unitod Nations En•ironmeo:>l Prognmmc (UNEP) under the project FP/MEI:SIOI-9l-Ol(3033}. for bibliographic purposes this document may he oiled as: UNEI'IIOCIFAOJTh.IOilAEA: Sl8tis0cal analysis and ill\erprelation of marine COilllllUIIily da!a. Refereru:o Melhods fur Marin<: Pollution Studies No. 64, UNilP 1995_ - . ' rmmn .... senlations of ,;..._, dorninan<e, """""""" etc~ to a pletharaofmullivaria .. approad>eslnvolvingclll9iel'- This manual d,..,.;bes a otratogy for the "'"tistical 111g or on:llnation methods. This manual does nat analysla and interpn:talion <>f triologlcal data 1>1\ attempt to gtve an overview of all the opOOns, or even <XJDUOOnity struc.tun!, amoisting of abundance or the majority of them. Instead It presents a llra"'Sf bl"""""' madlngs for a set <>f "''<"cieS and a number of whtdl h., evolved """" oevEnll f"lUS, within the samples. The latter uoually consiot of one or more Community Em1ogy group at Plymouth Marine - replicaleS talzn: Laboratory, and wbil:h has a !""""" ir.td< recon:l In a) at a nurrber <>fslt"" atone time (spolia! analy!lios), publi:lhed analysiliand inl!!rpr<otati< of a wldennge b) at the same site at a number of times (tempo<al of marine oommunity data.