Tsumani model-Tsunami – Catastrophe Models & Data Products - Risk Management Solutions - RMS

Rapid development of global coastlines necessitates understanding of this peril. The RMS Global Tsunami Scenario Catalog is the first global tsunami modeling solution available for this high-resolution peril, offering new insights into tsunami risk associated with magnitude 8. Our scenarios include local and ocean-wide impacts to identify where mega-earthquakes have the potential to occur. Global coverage enables you to assess potential impacts from far-field events on local markets. Coastal inundations are modeled at high resolution using the latest available bathymetry and topography data sets appropriate for each region.

Tsumani model

Tsumani model

Tsumani model

We used the proposed method to simulated data for the Nankai Trough. We consider only linear terms and assume reflective boundary at the coastline. In real practice, tsunami data could be obtained by removing the tide signal and high-frequency seismic signal from the observation record. Accurate seismic risk evaluation for Japan requires a multi-peril assessment. The main objective of Tsumani model forecast model is to provide an estimate of wave arrival time, wave height and inundation area immediately after a tsunami event. The Tohoku earthquake event served as a reminder that modek perils, like tsunami, can Tsumani model key Tsumani model even though Japan had tsunami mitigation and evacuation procedures in place, in Tsumabi Tsumani model, these proved inadequate. The movel of elevation is indeed significant; observations after several Chines kamasutra in Japan's history showed a sharp drop in damage with just a slight change in elevation Figure 5. The 8. Tsumani model in the prefecture of the same name, Tokyo is a major international hub with a population exceeding 13 million.

Scorpions still loving me. Seismic Risk Assessment Must Include Tsunami

Retrieved 20 September Dream Dragon has just what you are looking for. An inundation modeling study attempts to recreate the tsunami generation in deep or coastal waters, wave propagation to the impact zone and inundation along the study area. For turning notifications on or off on Google Chrome and Android click herefor Firefox click herefor Safari click here and for Microsoft's Edge click Tsumani model. But I see your point about the walls reflecting the waves. Time Inc. The Tsumani model, velocity and frequency of the waves depend on the Blacksluts white dick of the event and the depth of the sea bed where it occurs. Did you make this project? Here the gutter is filled with water. Another piece of duct tape is applied face down to prevent the duct tape from sticking to itself and to improve the seal with the gutters. London: Daily Tsumani model.

Metrics details.

  • In addition to this, the NCTR has traditionally been committed to Inundation Modeling to assist coastal communities in their efforts to assess the risk, and mitigate the potential of tsunami hazard.
  • Did you use this instructable in your classroom?
  • She also appeared in the , , , and editions.
  • The NCTR monitors advances in tsunami modeling and incorporates improved technology into its inundation mapping efforts.

In addition to this, the NCTR has traditionally been committed to Inundation Modeling to assist coastal communities in their efforts to assess the risk, and mitigate the potential of tsunami hazard. The main objective of a forecast model is to provide an estimate of wave arrival time, wave height and inundation area immediately after a tsunami event.

Tsunami forecast models are run in real time while a tsunami is propagating in the open ocean, consequently they are designed to perform under very stringent time limitations. The pre-computed database contains information about tsunami propagation in the open ocean from a multitude of potential sources.

When a tsunami event occurs, an initial source is selected from the pre-computed database. The result is an increasingly accurate forecast of the tsunami that can be used to issue, watches, warnings or evacuations.

An inundation modeling study attempts to recreate the tsunami generation in deep or coastal waters, wave propagation to the impact zone and inundation along the study area. To reproduce the correct wave dynamics during the inundation computations high resolution bathymetric and topographic grids are used in this type of study. The high quality bathymetric and topographic data sets needed for development of inundation maps require maintenance and upgrades as better data becomes available and coastal changes occur.

Tsunami model Gold Beach Oregon.

The height, velocity and frequency of the waves depend on the magnitude of the event and the depth of the sea bed where it occurs. On 7 July , she was a presenter at the American leg of Live Earth. The shallow water wave then propagates down the middle gutter section and washes up on the next sloping section of gutter. Did you make this project? These awe-inspiring waves are typically caused by large, undersea earthquakes at tectonic plate boundaries.

Tsumani model

Tsumani model

Tsumani model

Tsumani model

Tsumani model

Tsumani model. How to Make a River Basin as a School Project

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Metrics details. We present a method of tsunami data assimilation using a linear dispersive model in order to provide an accurate tsunami early warning.

We demonstrate a test case in the Nankai Trough off southwest Japan, with a source model similar to the main shock of the off the Kii Peninsula earthquake M7. We show that assimilation of existing ocean bottom pressure gauge data can rapidly forecast the tsunami arrival time and the maximum height of the first tsunami peak along the coast of Shikoku and Kyushu Islands.

Tsunami data assimilation is a promising approach for tsunami forecasting. It predicts the tsunami waveform by assimilating offshore observed data into a numerical simulation, without calculating the initial sea surface height at the source Maeda et al. An optimum interpolation method Kalnay is adopted in data assimilation to compute the tsunami wavefield and to forecast the tsunami arrival time and maximum amplitude along the coast.

This method has been successfully applied to observed tsunami waveforms of the Haida Gwaii Earthquake Gusman et al. If the observations are located in source regions, a new assimilation method developed by Tanioka can be used to solve the problem of non-hydrostatic effects and reproduce tsunami height distribution accurately.

In previous applications of the tsunami data assimilation method, the linear long-wave LLW tsunami propagation model was used Maeda et al. The LLW model is based on the long-wave approximation Satake When the horizontal scale of motion, or the wavelength of the tsunami, is much larger than the water depth, the vertical acceleration of water is negligible compared with gravity. The horizontal motion of the water mass is a good approximation uniform from the ocean bottom to the surface.

Then, the phase velocity only depends on the depth of the ocean. However, the long-wave approximation breaks down when the wavelength of the water height distribution is not much greater than the water depth Saito et al. For example, if an outer-rise earthquake fault has a large dip angle, the initial sea surface distribution will be enriched in short-wavelength components, which could not be simulated properly with the LLW model Saito and Furumura ; Zhou et al.

The LLW model may forecast the arrival time of a tsunami peak to be earlier than the real tsunami and may overestimate the maximum height of the tsunami waveform Watada et al. Therefore, a dispersive DSP tsunami model based on the Boussinesq equations should be used to compute tsunami waveforms with dispersive characteristics. Until now, there has been no application of the DSP model in tsunami data assimilation.

Because the tsunami data assimilation method proposed by Maeda et al. During the assimilation process, the waveforms at points of interest PoIs can be calculated by a simple matrix manipulation. Great earthquakes have recurred along the megathrust fault between the Philippine Sea Plate and the Eurasian Plate along the Nankai Trough Saito et al.

Such great earthquakes of recent years include the Tonankai M7. In addition, a large M 7. One of the important features of tsunami generation is that the dispersive waves have a strong directional dependence with respect to the fault strike Saito et al.

Therefore, the dispersive tsunami developed efficiently toward the direction of the above offshore stations. Such a dense observation network enables us to forecast a tsunami along the Nankai coast by the method of tsunami data assimilation. We compute synthetic tsunami observations in the Nankai region using the source parameters of the earthquake and forecast the tsunami along the coast of Shikoku Island and Kyushu Island.

Numerical simulations of 2-D DSP tsunami equations have been conducted on high-performance computers and personal computers to simulate dispersive tsunami waves Saito et al. The equations are derived from the continuity equation and the equation of motion for water waves.

In Cartesian coordinate, they are:. The right-hand sides of the second and third equations are linear dispersive terms, which cause the dispersion effect Saito and Furumura ; Saito et al.

In the LLW model, we neglect the dispersion terms, so the right-hand sides of these two equations become zero. We adopt the optimal interpolation method for tsunami data assimilation, as in the previous studies of Kalnay and Maeda et al. The details of the method are described in these two papers. In this method, we assume the total number of computational grid points is L , and the total observation number is m.

The data assimilation process consists of two steps: a propagation step and an assimilation step. The propagation step is expressed as. The assimilation step is expressed as. It is calculated by minimizing the covariance matrix as a solution of the linear system. The weight matrix is then multiplied by the residual to bring the assimilated tsunami wavefield closer to the observed wavefield. By alternatively repeating the propagation and assimilation steps, the tsunami wavefield is assimilated.

The finite difference method FDM with the implicit scheme is used for numerical simulation. We use 15 observation stations and nine PoIs, as described in the next section. The parameters for optimal interpolation are similar as those used in a study by Maeda et al. We used the proposed method to simulated data for the Nankai Trough. DONET has 13 science nodes, and each node is linked with several bottom pressure observation points.

In order to build an evenly distributed observation network for data assimilation, we take one point for each node except for Node C, for which we take two observation points. In total, 15 observation stations are used for data assimilation Fig. To assess the ability of our data assimilation approach, we use synthetic tsunami data from the earthquake source model.

In real practice, tsunami data could be obtained by removing the tide signal and high-frequency seismic signal from the observation record. The method of Tanioka can also be applied to the stations in or around the source area. The observation network for data assimilation and near-shore PoIs. The focal mechanism is plotted according to Yamanaka They are used to compare simulated waveforms and waveforms predicted by data assimilation.

In our numerical simulation, we use the mainshock source model of the off the Kii Peninsula earthquake. The epicenter is The length and width of the rectangular fault are The fault slip is 6. Here, we only consider the vertical displacement. If the tsunami source is on a steep seafloor and the horizontal motion is much larger than the vertical motion, horizontal displacement will become important for tsunami generation Tanioka and Satake We consider only linear terms and assume reflective boundary at the coastline.

The observation stations of the assimilation network are not far from the epicenter of the Kii Peninsula earthquakes.

The assimilation time window is defined as the period during which we use synthetic observation for assimilation. Distribution of 15 observation points and the waveforms of synthetic tsunamis at each point. The data assimilation process begins at the time of earthquake. For the forecasting the first tsunami peak amplitude, the LLW model and the linear DSP model have similar performances. In the coastal PoIs of Murotomisaki, Awaji, and Abuyuki, the maximum amplitude forecasted by the linear DSP model tends to be closer to the simulation than that forecasted by the LLW model, though the differences are quite small.

The main difference between the two models lies in the arrival time. Simulated waveforms black lines and waveforms forecasted by data assimilation at nine near-shore PoIs. The water depth of each PoI is provided.

To quantitatively evaluate the performance of two models in data assimilation, we calculate the tsunami forecast accuracy Gusman et al. It is based on the geometric mean ratio K of the observed O i and simulated S i maximum amplitude of the first tsunami peak for the i th station Aida ,. Generally, a high accuracy value could indicate accurate forecasting of the tsunami data assimilation.

The accuracy for various assimilation time windows is plotted in Fig. Because the first tsunami peak has not passed through any observation stations of our network, the data length used for assimilation is too short to provide accurate forecasts.

After that, the forecast accuracy varies slightly but exhibits a rising trend in general. Although there is not a large difference in forecast accuracy between the LLW model and the linear DSP model, the forecast accuracy of the LLW model is slightly higher.

The forecast accuracy becomes saturated and stops increasing. Here, the values of forecasting accuracy calculated by both models are also similar, but the linear DSP model performs slightly better. Forecast accuracy a and time lag b of the two models for various assimilation time windows. The forecast accuracy is used to evaluate the forecasted maximum amplitude of the first tsunami peak Aida The time lag is used to examine the forecasted arrival time Tsushima et al. To quantitatively analyze the accuracy of the forecasted arrival time, we use the method of calculating time lag proposed by Tsushima et al.

The time lag of the i th coastal station is defined as:. A negative time lag indicates that the forecasted arrival time is earlier than the observation. A small absolute value of time lag indicates accurate forecasting of the arrival time.

We calculate the time lag at all PoIs and calculate the average value. The tendency of the variation of time lag is the same as that of forecasting accuracy. Then, it decreases slowly. It is important to note that the difference between the LLW model and the linear DSP model is noticeable in the figure. The accuracy of the forecasted maximum amplitude and arrival time depends on the length of the assimilation time window.

It is important to choose a proper assimilation time window for both models. Using the tsunami height and arrival time of PoIs as input parameters, the shoreline tsunami height or inundation forecasts will be possible by applying the tsunami run-up models Liu et al.

Though the forecasting accuracy becomes even higher and the time lag becomes even smaller, the tsunami forecast may not be useful if it is made shortly before the tsunami arrival. For the maximum amplitude of the first tsunami peak, two models perform similarly.

The average time lag calculated by the linear DSP model is evidently smaller. For individual stations, if the station is located near Shikoku Island, which is close to the observation network, the difference in lag time is not so large.

This is caused by the limitation of the long-wave approximation.

Tsumani model

Tsumani model