Continuous Seiche in Bays and Harbors
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Coastal Water Levels
Guidance for Flood Risk Analysis and Mapping Coastal Water Levels May 2016 Requirements for the Federal Emergency Management Agency (FEMA) Risk Mapping, Assessment, and Planning (Risk MAP) Program are specified separately by statute, regulation, or FEMA policy (primarily the Standards for Flood Risk Analysis and Mapping). This document provides guidance to support the requirements and recommends approaches for effective and efficient implementation. Alternate approaches that comply with all requirements are acceptable. For more information, please visit the FEMA Guidelines and Standards for Flood Risk Analysis and Mapping webpage (www.fema.gov/guidelines-and-standards-flood-risk-analysis-and- mapping). Copies of the Standards for Flood Risk Analysis and Mapping policy, related guidance, technical references, and other information about the guidelines and standards development process are all available here. You can also search directly by document title at www.fema.gov/library. Water Levels May 2016 Guidance Document 67 Page i Document History Affected Section or Date Description Subsection Initial version of new transformed guidance. The content was derived from the Guidelines and Specifications for Flood Hazard Mapping Partners, Procedure Memoranda, First Publication May 2016 and/or Operating Guidance documents. It has been reorganized and is being published separately from the standards. Water Levels May 2016 Guidance Document 67 Page ii Table of Contents 1.0 Topic Overview ................................................................................................................. -
Tsunami, Seiches, and Tides Key Ideas Seiches
Tsunami, Seiches, And Tides Key Ideas l The wavelengths of tsunami, seiches and tides are so great that they always behave as shallow-water waves. l Because wave speed is proportional to wavelength, these waves move rapidly through the water. l A seiche is a pendulum-like rocking of water in a basin. l Tsunami are caused by displacement of water by forces that cause earthquakes, by landslides, by eruptions or by asteroid impacts. l Tides are caused by the gravitational attraction of the sun and the moon, by inertia, and by basin resonance. 1 Seiches What are the characteristics of a seiche? Water rocking back and forth at a specific resonant frequency in a confined area is a seiche. Seiches are also called standing waves. The node is the position in a standing wave where water moves sideways, but does not rise or fall. 2 1 Seiches A seiche in Lake Geneva. The blue line represents the hypothetical whole wave of which the seiche is a part. 3 Tsunami and Seismic Sea Waves Tsunami are long-wavelength, shallow-water, progressive waves caused by the rapid displacement of ocean water. Tsunami generated by the vertical movement of earth along faults are seismic sea waves. What else can generate tsunami? llandslides licebergs falling from glaciers lvolcanic eruptions lother direct displacements of the water surface 4 2 Tsunami and Seismic Sea Waves A tsunami, which occurred in 1946, was generated by a rupture along a submerged fault. The tsunami traveled at speeds of 212 meters per second. 5 Tsunami Speed How can the speed of a tsunami be calculated? Remember, because tsunami have extremely long wavelengths, they always behave as shallow water waves. -
Slow Persistent Mixing in the Abyss
Reference: van Haren, H., 2020. Slow persistent mixing in the abyss. Ocean Dyn., 70, 339- 352. Slow persistent mixing in the abyss by Hans van Haren* Royal Netherlands Institute for Sea Research (NIOZ) and Utrecht University, P.O. Box 59, 1790 AB Den Burg, the Netherlands. *e-mail: [email protected] Abstract Knowledge about deep-ocean turbulent mixing and flow circulation above abyssal hilly plains is important to quantify processes for the modelling of resuspension and dispersal of sediments in areas where turbulence sources are expected to be relatively weak. Turbulence may disperse sediments from artificial deep-sea mining activities over large distances. To quantify turbulent mixing above the deep-ocean floor around 4000 m depth, high-resolution moored temperature sensor observations have been obtained from the near-equatorial southeast Pacific (7°S, 88°W). Models demonstrate low activity of equatorial flow dynamics, internal tides and surface near-inertial motions in the area. The present observations demonstrate a Conservative Temperature difference of about 0.012°C between 7 and 406 meter above the bottom (hereafter, mab, for short), which is a quarter of the adiabatic lapse rate. The very weakly stratified waters with buoyancy periods between about six hours and one day allow for slowly varying mixing. The calculated turbulence dissipation rate values are half to one order of magnitude larger than those from open-ocean turbulent exchange well away from bottom topography and surface boundaries. In the deep, turbulent overturns extend up to 100 m tall, in the ocean-interior, and also reach the lowest sensor. The overturns are governed by internal-wave-shear and -convection. -
Ocean Acoustic Tomography Has Heat Content, Velocity, and Vorticity in the North Pacific Thermohaline Circulation and Climate
B. Dushaw, G. Bold, C.-S. Chiu, J. Colosi, B. Cornuelle, Y. Desaubies, M. Dzieciuch, A. Forbes, F. Gaillard, Brian Dushaw, Bruce Howe A. Gavrilov, J. Gould, B. Howe, M. Lawrence, J. Lynch, D. Menemenlis, J. Mercer, P. Mikhalevsky, W. Munk, Applied Physics Laboratory and School of Oceanography I. Nakano, F. Schott, U. Send, R. Spindel, T. Terre, P. Worcester, C. Wunsch, Observing the Ocean in the 2000’s: College of Ocean and Fisheries Sciences A Strategy for the Role of Acoustic Tomography in Ocean Climate Observation. In: Observing the Ocean Ocean Acoustic Tomography: 1970–21st Century University of Washington Ocean Acoustic Tomography: 1970–21st Century http://staff.washington.edu/dushaw in the 21st Century, C.J. Koblinsky and N.R. Smith (eds), Bureau of Meteorology, Melbourne, Australia, 2001. ABSTRACT PROCESS EXPERIMENTS Deep Convection—Greenland and Labrador Seas ATOC—Acoustic Thermometry of Ocean Climate Oceanic convection connects the surface ocean to the deep ocean with important consequences for the global Since it was first proposed in the late 1970’s (Munk and Wunsch 1979, 1982), ocean acoustic tomography has Heat Content, Velocity, and Vorticity in the North Pacific thermohaline circulation and climate. Deep convection occurs in only a few locations in the world, and is difficult The goal of the ATOC project is to measure the ocean temperature on basin scales and to understand the evolved into a remote sensing technique employed in a wide variety of physical settings. In the context of to observe. Acoustic arrays provide both the spatial coverage and temporal resolution necessary to observe variability. The acoustic measurements inherently average out mesoscale and internal wave noise that long-term oceanic climate change, acoustic tomography provides integrals through the mesoscale and other The 1987 reciprocal acoustic tomography experiment (RTE87) obtained unique measurements of gyre-scale deep-water formation. -
Internal Tides in the Solomon Sea in Contrasted ENSO Conditions
Ocean Sci., 16, 615–635, 2020 https://doi.org/10.5194/os-16-615-2020 © Author(s) 2020. This work is distributed under the Creative Commons Attribution 4.0 License. Internal tides in the Solomon Sea in contrasted ENSO conditions Michel Tchilibou1, Lionel Gourdeau1, Florent Lyard1, Rosemary Morrow1, Ariane Koch Larrouy1, Damien Allain1, and Bughsin Djath2 1Laboratoire d’Etude en Géophysique et Océanographie Spatiales (LEGOS), Université de Toulouse, CNES, CNRS, IRD, UPS, Toulouse, France 2Helmholtz-Zentrum Geesthacht, Max-Planck-Straße 1, Geesthacht, Germany Correspondence: Michel Tchilibou ([email protected]), Lionel Gourdeau ([email protected]), Florent Lyard (fl[email protected]), Rosemary Morrow ([email protected]), Ariane Koch Larrouy ([email protected]), Damien Allain ([email protected]), and Bughsin Djath ([email protected]) Received: 1 August 2019 – Discussion started: 26 September 2019 Revised: 31 March 2020 – Accepted: 2 April 2020 – Published: 15 May 2020 Abstract. Intense equatorward western boundary currents the tidal effects over a longer time. However, when averaged transit the Solomon Sea, where active mesoscale structures over the Solomon Sea, the tidal effect on water mass transfor- exist with energetic internal tides. In this marginal sea, the mation is an order of magnitude less than that observed at the mixing induced by these features can play a role in the ob- entrance and exits of the Solomon Sea. These localized sites served water mass transformation. The objective of this paper appear crucial for diapycnal mixing, since most of the baro- is to document the M2 internal tides in the Solomon Sea and clinic tidal energy is generated and dissipated locally here, their impacts on the circulation and water masses, based on and the different currents entering/exiting the Solomon Sea two regional simulations with and without tides. -
Numerical Calculation of Seiche Motions in Harbours of Arbitrary Shape
NUMERICAL CALCULATION OF SEICHE MOTIONS IN HARBOURS OF ARBITRARY SHAPE P. Gaillard Sogreah, Grenoble, France ABSTRACT A new method of calculation of wave diffraction around islands, off- shore structures, and of long wave oscillations within offshore or shore-connected harbours is presented. The method is a combination of the finite element technique with an analytical representation of the wave pattern in the far field. Examples of application are given, and results are compared with other theoretical and experimental investig- ations. INTRODUCTION The prediction of possible resonant response of harbours to long wave excitation may be an important factor at the design stage. Hydraulic scale models have the disadvantage of introducing some bias in the results due to wave reflection on the wave paddle and on the tank boundaries. Numerical methods on the other hand can avoid such spurious effects by an appropriate representation of the unbounded water medium outside the harbour. Various numerical methods exist for calculating the seiche motions in harbours of arbitrary shape and water depth configuration. Among these, the hybrid-element methods, as described by Berkhoff [l] , Bettess and Zienkiewicz [2] , Chen and Mei [3j , Sakai and Tsukioka [8] use a com- bination of the finite element technique with other methods for repre- senting the velocity potential within the harbour and in the offshore zone. This paper presents a new method based on the same general approach, with an analytical representation of the wave pattern in the far field. It differs from the former methods in several aspects stressed hereafter. We consider here two kinds of applications: a) the first is the study of wave diffraction by islands or bottom seated obstacles in the open sea and the study of wave oscil- lations within and around an offshore harbour. -
Resonant Interactions of Surface and Internal Waves with Seabed Topography by Louis-Alexandre Couston a Dissertation Submitted I
Resonant Interactions of Surface and Internal Waves with Seabed Topography By Louis-Alexandre Couston A dissertation submitted in partial satisfaction of the requirements for the degree of Doctorate of Philosophy in Engineering - Mechanical Engineering in the Graduate Division of the University of California, Berkeley Committee in Charge: Professor Mohammad-Reza Alam, Chair Professor Ronald W. Yeung Professor Philip S. Marcus Professor Per-Olof Persson Spring 2016 Abstract Resonant Interactions of Surface and Internal Waves with Seabed Topography by Louis-Alexandre Couston Doctor of Philosophy in Engineering - Mechanical Engineering University of California, Berkeley Professor Mohammad-Reza Alam, Chair This dissertation provides a fundamental understanding of water-wave transformations over seabed corrugations in the homogeneous as well as in the stratified ocean. Contrary to a flat or mildly sloped seabed, over which water waves can travel long distances undisturbed, a seabed with small periodic variations can strongly affect the propagation of water waves due to resonant wave-seabed interactions{a phenomenon with many potential applications. Here, we investigate theoretically and with direct simulations several new types of wave transformations within the context of inviscid fluid theory, which are different than the classical wave Bragg reflection. Specifically, we show that surface waves traveling over seabed corrugations can become trapped and amplified, or deflected at a large angle (∼ 90◦) relative to the incident direction of propagation. Wave trapping is obtained between two sets of parallel corrugations, and we demonstrate that the amplification mechanism is akin to the Fabry-Perot resonance of light waves in optics. Wave deflection requires three-dimensional and bi-chromatic corrugations and is obtained when the surface and corrugation wavenumber vectors satisfy a newly found class I2 Bragg resonance condition. -
The Impact of Fortnightly Stratification Variability on the Generation Of
Journal of Marine Science and Engineering Article The Impact of Fortnightly Stratification Variability on the Generation of Baroclinic Tides in the Luzon Strait Zheen Zhang 1,*, Xueen Chen 1 and Thomas Pohlmann 2 1 College of Oceanic and Atmospheric Sciences, Ocean University of China, Qingdao 266100, China; [email protected] 2 Centre for Earth System Research and Sustainability, Institute of Oceanography, University of Hamburg, 20146 Hamburg, Germany; [email protected] * Correspondence: [email protected] Abstract: The impact of fortnightly stratification variability induced by tide–topography interaction on the generation of baroclinic tides in the Luzon Strait is numerically investigated using the MIT general circulation model. The simulation shows that advection of buoyancy by baroclinic flows results in daily oscillations and a fortnightly variability in the stratification at the main generation site of internal tides. As the stratification for the whole Luzon Strait is periodically redistributed by these flows, the energy analysis indicates that the fortnightly stratification variability can significantly affect the energy transfer between barotropic and baroclinic tides. Due to this effect on stratification variability by the baroclinic flows, the phases of baroclinic potential energy variability do not match the phase of barotropic forcing in the fortnight time scale. This phenomenon leads to the fact that the maximum baroclinic tides may not be generated during the maximum barotropic forcing. Therefore, a significant impact of stratification variability on the generation of baroclinic tides is demonstrated Citation: Zhang, Z.; Chen, X.; by our modeling study, which suggests a lead–lag relation between barotropic tidal forcing and Pohlmann, T. The Impact of maximum baroclinic response in the Luzon Strait within the fortnightly tidal cycle. -
On the Fraction of Internal Tide Energy Dissipated Near Topography
On the Fraction of Internal Tide Energy Dissipated Near Topography Louis C. St. Laurent Department of Oceanography, Florida State University, Tallahassee, Florida Jonathan D. Nash College of Oceanic and Atmospheric Science, Oregon State University, Corvallis, Oregon Abstract. Internal tides have been implicated as a major source of me- chanical energy for mixing in the ocean interior. Indeed, microstructure and tracer measurements have indicated that enhanced turbulence levels occur near topography where internal tides are generated. However, the details of the energy budget and the mechanisms by which energy is transferred from the internal tide to turbulence have been uncertain. It now seems that the energy levels associated with locally enhanced mixing near topography may constitute only a small fraction of the available internal tide energy flux. In this study, the generation, radiation, and energy dissipation of deep ocean internal tides are examined. Properties of the internal tide at the Mid-Atlantic Ridge and Hawaiian Ridge are considered. It is found that most internal tide energy is generated as low modes. The Richardson number of the generated internal tide typically exceeds unity for these motions, so direct shear instability of the generated waves is not the dominant energy transfer mechanism. It also seems that wave-wave interactions are ineffective at transferring energy from the large wavelengths that dominate the energy flux. Instead, it seems that much of the generated energy radiates away from the generation site in low mode waves. These low modes must dissipate somewhere in the ocean, though this likely occurs over O(1000 km) distances as the waves propagate. -
Internal Tide Nonstationarity and Wave–Mesoscale Interactions in the Tasman Sea
OCTOBER 2020 S A V A G E E T A L . 2931 Internal Tide Nonstationarity and Wave–Mesoscale Interactions in the Tasman Sea ANNA C. SAVAGE AND AMY F. WATERHOUSE Marine Physical Laboratory, Scripps Institution of Oceanography, La Jolla, California SAMUEL M. KELLY Large Lakes Observatory and Physics and Astronomy Department, University of Minnesota–Duluth, Duluth, Minnesota (Manuscript received 19 November 2019, in final form 13 July 2020) ABSTRACT Internal tides, generated by barotropic tides flowing over rough topography, are a primary source of energy into the internal wave field. As internal tides propagate away from generation sites, they can dephase from the equilibrium tide, becoming nonstationary. Here, we examine how low-frequency quasigeostrophic background flows scatter and dephase internal tides in the Tasman Sea. We demonstrate that a semi-idealized internal tide model [the Coupled-Mode Shallow Water model (CSW)] must include two background flow effects to replicate the in situ internal tide energy fluxes observed during the Tasmanian Internal Tide Beam Experiment (TBeam). The first effect is internal tide advection by the background flow, which strongly de- pends on the spatial scale of the background flow and is largest at the smaller scales resolved in the back- ground flow model (i.e., 50–400 km). Internal tide advection is also shown to scatter internal tides from 2 vertical mode-1 to mode-2 at a rate of about 1 mW m 2. The second effect is internal tide refraction due to background flow perturbations to the mode-1 eigenspeed. This effect primarily dephases the internal tide, 2 attenuating stationary energy at a rate of up to 5 mW m 2. -
TSUNAMI and SEICHE
TSUNAMI and SEICHE DEFINITIONS: Seiche – The action of a series of standing waves (sloshing action) of an enclosed body or partially enclosed body of water caused by earthquake shaking. Seiche action can affect harbors, bays, lakes, rivers, and canals. Tsunami – A sea wave of local or distant origin that results from large-scale displacements of the seafloor associated with large earthquakes, major submarine slides, or exploding volcanic islands. BACKGROUND INFORMATION: Tsunami The Pacific Coast of Washington is at risk from tsunamis. These destructive waves can be caused by coastal or submarine landslides or volcanism, but they are most commonly caused by large submarine earthquakes. Tsunamis are generated when these geologic events cause large, rapid movements in the sea floor that displace the water column above. That swift change creates a series of high-energy waves that radiate outward like pond ripples. Offshore tsunamis would strike the adjacent shorelines within minutes and also cross the ocean at speeds as great as 600 miles per hour to strike distant shores. In 1946, a tsunami was initiated by an earthquake in the Aleutian Islands of Alaska; in less than 5 hours, it reached Hawaii with waves as high as 55 feet and killed 173 people. Tsunami waves can continue for hours. The first wave can be followed by others a few minutes or a few hours later, and the later waves are commonly larger. The first wave to strike Crescent City, California, caused by the Alaska earthquake in Prince William Sound in 1964, was 9 feet above the tide level; the second, 29 minutes later, was 6 feet above tide, the third was about 11 feet above the tide level, and the fourth, most damaging wave was more than 16 feet above the tide level. -
Unit 4 Earthquake Effects
Unit 4 Earthquake Effects INTRODUCTION In the last unit, we looked at the causes and characteristics of earthquakes. Now let’s take a look at an earthquake’s effects on the natural and built environments. Knowing more about the effects of earthquakes helps us understand the mitigation steps that must be taken to protect a community from a seismic event. Unit 4 covers the following topics: • What are some effects of earthquakes on the natural and built environments? • What building characteristics are significant to seismic design? • How do buildings resist earthquake forces? • What secondary consequences of earthquakes must we be concerned with? WHAT ARE SOME EFFECTS OF EARTHQUAKES ON THE NATURAL ENVIRONMENT? In the last unit, we reviewed the different types of seismic waves that produce the violent ground shaking, or motion, associated with earthquakes. These wave vibrations produce several different effects on the natural environment that also can cause tremendous damage to the built environment (buildings, transportation lines and structures, communications lines, and utilities). Researching potential problems, known as site investigation, is a good first step in reducing damage to the built environment due to earthquakes. Page 4-2 Earthquake Effects Liquefaction Strong ground motion during an earthquake can cause water-saturated, unconsolidated soil to act more like a dense fluid than a solid; this process is called liquefaction. Liquefaction occurs when a material of solid consistency is transformed, with increased water pressure, in to a liquefied state. Water saturated, granular sediments such as silts, sands, and gravel that are free of clay particles are susceptible to liquefaction. Imagine what would happen to a building if the soil beneath it suddenly behaved like a liquid.