Articles | Volume 22, issue 3
Research article
21 Mar 2022
Research article |  | 21 Mar 2022

Mesoscale simulation of typhoon-generated storm surge: methodology and Shanghai case study

Shuyun Dong, Wayne J. Stephenson, Sarah Wakes, Zhongyuan Chen, and Jianzhong Ge

The increasing vulnerability of coastal megacities to storm surge inundation means both infrastructure and populations are subject to significant threat. Planning for further urban development should include consideration of the changing circumstances in coastal cities to ensure a sustainable future. A sustainable urban plan relies on sound preparedness and prediction of future climate change and multiple natural hazards. In light of these needs for urban planning, this paper develops a general method to simulate typhoon-generated storm surge at the mesoscale (1–100 km in length). Mesoscale simulation provides a general approach with reasonable accuracy that could be implemented for planning purposes while having a relatively low computation resource requirement. The case study of Shanghai was chosen to implement this method. The mesoscale simulations of two historical typhoons not only provides realistic typhoon storm surge inundation results at the city level but is also suitable for implementing a large amount of simulations for future scenario studies. The method will be generally applicable to all coastal cities around the world to examine the effect of future climate change on typhoon-generated storm surge even when historical observation data are inadequate or not available.

1 Introduction

Rapid urban expansion in coastal megacities (cities with populations over 10 million) leads to increased land demand and vulnerability to hazards for significant numbers of people who are economically and socially disadvantaged. It is necessary to be well prepared and plan to ensure a sustainable future for these cities (Jiang et al., 2001; Timmerman and White, 1997; Yeung, 2001). Typhoon-generated storm surge is a major hazard for many coastal cities and leads to significant economic losses. Considering the ongoing coastal development and population growth in coastal megacities, preparedness and urban planning play a critical role in coastal management and hazard mitigation. Therefore, the increasing vulnerability of coastal megacities to storm surge inundation needs be assessed to improve the resilience of these cities (Aerts et al., 2014; Woodruff et al., 2013).

Many integration models for typhoons and storm surge have been developed and applied in past studies to simulate regional storm surge inundation and analyze its impact (Choi et al., 2003; Davis et al., 2010; Dietrich et al., 2011b; Elsaesser et al., 2010; Flather et al., 1998; Jakobsen and Madsen, 2004; Lowe et al., 2001; Westerink et al., 2008; Zhang et al., 2008; Zheng et al., 2013). In order to achieve more accurate results, high-resolution mesh and data are usually employed in these models, which requires a large amount of computing time, and the application of such models are limited to small regions. As suggested by Aerts et al. (2014), existing hydrological models for developing inundation scenarios usually need to be adjusted for application at the regional level. A high-resolution storm surge model could therefore be too time consuming to be used for planning purposes when a large number of simulations need to be undertaken to gain a better knowledge of storm surge inundation. Ogie at al. (2019) argue that there is a need for less data-rich approaches to flood models of coastal megacities where there is often a paucity of data. The purpose of this paper is to develop a less resource-intense simulation method for typhoon storm surge inundation at a city scale and to implement this method using Shanghai as a case study. The approach developed was to conduct numerical simulations of typhoons and their associated storm surge at a mesoscale (1–100 km in length), which can then be utilized to compute flooding scenarios.

2 Previous work

There is a large amount of previous work on storm surge modeling. Regardless of the models used, previous studies can be divided into the three types based on scale of modeling, namely large-, meso- and small-scale modeling. For large-scale storm surge studies, they usually concentrate on simulating storm surge at the national level (> 100 km in length). For example, Lowe et al. (2001) developed a storm surge with 35 km resolution for the northwest European continental shelf region and then analyzed the effects of climate change using a regional climate model. Fritz et al. (2010) simulated the storm surge occurring in the Arabian Sea with a spatial resolution range of 1–80 km. Haigh et al. (2014) utilized a high-resolution hydrodynamic model to estimate extreme water level exceedance probabilities for the Australian continental shelf region. Due to the high risk of storm surge, there have been studies conducted for the Louisiana coast, USA (Butler et al., 2012; Sheng et al., 2010; Wamsley et al., 2009; Westerink et al., 2008), and the Gulf of Mexico area (Dietrich et al., 2011a, b, 2012). Cheung et al. (2003) analyzed the emergency plan for Hawaii based on storm surge simulations. These large-scale storm surge studies normally apply a large spatial resolution, 50–100 km on average, to allow the simulation to be run smoothly in a large-scale area. It is inevitable that at such large spatial resolution small variations in terms of storm surge level at regional level is lost, making it a less suitable type of model for studying the impact of inundation at a city scale (typically 20–80 km length of coast).

Mesoscale storm surge modeling typically focuses on a scale of 1–100 km in length. Peng et al. (2004) utilized integrated storm surge and inundation models to simulate storm surge inundation in the Croatan–Albemarle–Pamlico Estuary in the USA. Shepard et al. (2012) demonstrated a method to assess the community vulnerability of the southern shores of Long Island, New York, to storm surge. For small-scale storm surge studies, the focus is at a regional level (1–1000 m in length). Taking the study of Funakoshi et al. (2008) as an example, a small-scale storm surge model was developed covering the St. Johns River Basin in the USA. Xie et al. (2008) developed storm surge modeling to simulate corresponding inundation. Frazier et al. (2010) examined the socioeconomic vulnerability to storm surge in Sarasota County, Florida, USA. Small-scale storm surge studies normally focus on the effect of storm surge at a local level and are commonly used to provide advice for small-scale planning and emergency management.

There are a number of storm surge studies conducted in China, and hydrological models for storm surge simulation have been developed. However, these are either at a large or small scale, which may lead to a loss of spatial resolution in the simulated storm surge results or in huge costs in computation time. Most of these studies emphasized the significance of numerical modeling of storm surge and risk analysis either for the coastline on a large spatial scale or for the local coastal area with a fine-resolution simulation. For example, Zheng (2010) developed a numerical model to simulate storm surge under the effects of tide and wind wave for the coast of China. In 2011, Tan et al. (2011) assessed the vulnerability of coast cities in China to storm surge using an indicator system. Yin (2011) also assessed the China coastal area's risk to typhoon storm surge based on the simulated results from a large-scale storm surge model and a proposed indicator system. Other studies placed emphasis on the analysis of storm surge at small regional-scale areas along the Chinese coast (Xie, 2010; Xie et al., 2010; Ye, 2011; Zhang et al., 2006).

This study, therefore, utilizes a mesoscale (between large and regional scales) approach for inundation vulnerability to typhoon storm surge to improve knowledge of inundation vulnerability and to guide future vulnerability mitigation strategies. Moreover, a large number of simulations are involved in planning. Therefore, in order to fit this purpose, a mesoscale study for Shanghai as a whole is utilized, filling the gap between the small and large scales of previous studies. In addition, this mesoscale simulation aims to provide a general approach that could be easily implemented for other coastal cities and has much lower requirements for computation time and data than previous approaches.

3 Data and methods

The objective of this general methodology for simulating typhoon storm surge inundation is to develop an adaptable procedure that allows numerical simulations to be carried out easily in coastal cities around the world. Firstly, the data required in the typhoon and storm surge simulations were assembled, including the observation data from typhoons, tidal constituents, topography and land use data. Two historical typhoons were selected to develop typhoon profiles, and then wind and pressure fields were calculated to drive the hydrodynamic storm surge model. Typhoon wind and pressure fields were calculated based on historical typhoon profiles. Moreover, tidal observed data were collected to validate the hydrodynamic models in the next step. The next step was to implement a storm surge model to simulate the generation and propagation of the typhoon-driven storm surge model at coastal and regional scales. The historical wind and pressure fields are inputs for the coastal hydrodynamic model along with the tidal constituents as key driving factors to simulate the initial current- and wind-induced surge at coastal scale. Then, considering river discharge and coastal protection works, storm surge is simulated using the regional hydrodynamic model with a fine-spatial-resolution unstructured mesh. Lastly, the flood depth can be extracted from the simulation results in a regional hydrodynamic model and overlaid onto the urban digital elevation model, where the flood depth and its spatial extent are displayed on a two-dimension flood map. The proposed method is explained in the following sections.

3.1 Assembling data

An accurate wind and pressure field has been identified as having an important role in storm surge modeling (Bode and Hardy, 1997). In order to provide wind and pressure fields to drive storm surge in the hydrodynamic model, historical typhoon data need to be collected from records. There are various types of typhoon data, such as best-track data, observed data, and satellite data. Typhoon wind and pressure fields are calculated in this framework by applying the parametric model built in the MIKE 21 Cyclone Wind Generation tool. Typhoon data required in the simulation are then the typhoon track, the central and neutral air pressure, and the maximum wind speed. These data can usually be found in best-track data published by meteorological agencies (Ying et al., 2014) or satellite reanalysis databases (Simmons, 2006). The development and optimization process of typhoon wind modeling is described in Sect. 3.3. To pre-process the data for the subsequent modeling, all the historical topography and meteorological data were digitized into appropriate formats, including bathymetry, urban digital elevation model, land use map, and coastal engineering features (Dong, 2022). In this step, tide constituents are prepared in the format that is required in storm surge modeling.

3.2 Developing a storm surge coupled model

Water propagation at the coast is significantly sensitive to surface wind forcing and astronomic tides, especially during typhoon events. As suggested by Huang et al. (2010), wave-induced forces on storm surge are incremental, so there is no need to utilize an independent wave model. Therefore, in this study, a coupled model will be built to simulate storm surge. In order to provide accurate wind and pressure fields and tide influence for the coastal and regional circulation, a two-domain, typhoon storm surge model was set up, covering the coastal and regional geographic scales. In this method, MIKE 21 was chosen to simulate typhoon-generated storm surge with consideration of river discharge and coastal protection works. As commercial software, MIKE 21 has broad applicability and a low requirement of specialized knowledge. In general, a hydrodynamic model for a coastal area will be set up and calibrated against observed tide data. Then the coastal hydrodynamic storm surge model will be utilized to calculate the corresponding distribution of the wave field under the influence of a historical typhoon wind and pressure field. On this basis, a regional storm surge model can be built for shallow water to consider wave refraction, diffraction, and transformation in order to calculate storm surge in the area of interest. After calibration against measured historical data of storm surge, this model can be applied to project the impact of future storm surge for the study area.

3.2.1 Grid model and resolution

In order to precisely simulate storm surge in any coastal area, a fine grid model with appropriate resolution should be constructed for the coastal terrain and topography. The grid greatly affects the generation, propagation and reflection of the wave, as well as bottom friction. However, a very fine grid resolution causes significant increases in the computing time and resources. Thus, a balance between the accuracy of the numerical simulation and the computing requirement should be achieved in the model. The resolution of the unstructured mesh applied in the coastal hydrodynamic model is recommended to be set in a range of 1 km at the coastal zone to 10 km at the open ocean boundary (Fig. 3a). For the regional hydrodynamic model, the resolution can be more precise with an average of 300 m (Fig. 3b).

3.2.2 Coastal hydrodynamic model

Wind and pressure fields of the typhoons, together with astronomic tide and waves, are the main factors of storm surge that need to be taken into account in simulations (Savioli et al., 2003). Combining the statistical hydrological and meteorological data, a coastal typhoon storm surge model is designed and developed using MIKE software to simulate historical storm surge events, which in turn allows simulation of the hydraulics, waves and related phenomena in the coastal area. This coastal hydrodynamic model with a flexible mesh is built up in the MIKE 21 flow model to simulate wind-generated waves and current conditions with respect to pre-processed tide, wind and pressures fields. This coastal typhoon storm surge model was first calibrated under normal circumstances to fit no storm tidal conditions firstly, and then run for historical typhoon storm surge events to ensure the reliability of simulations. First, the coupled model was only run to compute tide parameters during the 3 d before the typhoon for the entire region for the purpose of calibration. Then the model was run to simulate historical typhoon events and the simulation calibrated with observed data of surge elevation. In addition, computed data of wind speed and direction were calibrated against satellite data or locally measured data.

3.2.3 Regional hydrodynamic model

Based on the computed data from the coastal hydrodynamic model, a regional model was developed to simulate the movement of typhoon-induced surge for a relatively small regional area. Then this regional model was run for different scenarios to project the effects of global climate change and land subsidence on the regional storm surge level. This regional hydrodynamic model can provide predicted results under various scenarios for decision making, hazard mitigation and emergency evacuation planning. By analyzing various future scenarios, a better understanding of coastal vulnerability can be reached, and then appropriate preparedness and mitigation planning can be made.

3.2.4 Major model parameters

The hydrodynamic module in the MIKE 21 Flow Model was employed in this study to implement the coastal and regional hydrodynamic models. A number of model parameters need to be set ahead of running simulations, so these are now described. The horizontal eddy viscosity specified as a constant of 0.8 is taken from Smagorinsky (1963) and used in the SC-TSSM (Shanghai Coastal Typhoon Storm Surge Model). The effect of different shapes of sea walls in the storm surge model is minor; therefore the shape of the sea wall was assumed to be trapezoidal. In our case study below, the height of the sea wall along the Shanghai coastline is 6.37 m relative to mean sea level, and this value is used in the model. Boundary conditions in the open sea are driven by the astronomical tide. In this study, the tide profile before and during the typhoon period was computed by the Global Tide Model in MIKE. TOPEX/Poseidon altimetry data have been employed in the Global Tide Model with a spatial resolution of 0.25×0.25. The output data of boundary condition files have a 1 h interval. Other parameters configured in the coastal and regional hydrodynamic models are listed in Table 1.

Table 1Major configuring parameters for the simulation models. CFL signifies Courant–Friedrichs–Lewy.

Download Print Version | Download XLSX

3.3 Storm surge inundation modeling

For large-scale and mesoscale studies, storm surge inundation mapping can be conducted to predict the inundation depth and spatial extent. The approach to inundation mapping can also be utilized for the purpose of further planning which aims to predict the distribution of storm surge inundation, especially in land reclamation planning. Based on the typhoon storm surge simulation results from the regional hydrodynamic model, inundation maps are constructed using ArcGIS. Flood maps drawn in ArcGIS provide graphic information with which to analyze the differences in inundation depth across the city.

3.4 Optimizing process in wind field simulation by MIKE software

In order to analyze the storm surge caused by typhoons, a precise simulation is closely bound to the accuracy of wind and pressure field specification. It is therefore of considerable significance that a specific, accurate and representative typhoon field is input into the typhoon model. In this study, the wind and pressure fields of the typhoon were generated by the parametric model in the MIKE 21 Cyclone Wind Generation tool. There are four parametric models built in this tool: Young and Sobey (Young and Sobey, 1981), Holland (Holland, 1980), Holland for double vortex (Harper and Holland, 1999), and Rankine (1872). The Holland model has been chosen to simulate the typhoon wind field in the Shanghai case study because the adjustability of the Holland parameter B allows the model to be modified to fit existing data more realistically.

Most of the parameters in the Holland model can be collected from the typhoon best-track dataset of the China Meteorological Administration (CMA) and the European Centre for Medium-Range Weather Forecasts (ECMWF) (Molteni et al., 1996). The best-track data were recorded every 6 h, and then the model will simulate the wind and pressure fields at 1 h intervals. The remaining two parameters, the radius of maximum wind Rmw and parameter B, was calculated by Eq. (1) (Ge et al., 2013) and Eq. (2) (Vickery et al., 2000), respectively.


where Pc represents the pressure at the typhoon center or central pressure, and Pn is the ambient pressure field or neutral pressure.

Although the computed results by the Holland model show that the model is in good agreement with the actual observations, a relative error remains in the computation after typhoon landfall (Fig. 1). Compared to the observation data, the computed wind speeds fall rapidly after the typhoon made landfall. In order to improve the quality of typhoon simulated results, a commonly applied approach is to blend computed wind speed results with a satellite reanalysis database, such as the global National Centers for Environmental Prediction and National Center for Atmospheric Research (NCEP/NCAR) reanalysis data and the ECMWF reanalysis dataset (Dutta et al., 2003; Jia et al., 2011). The ECMWF reanalysis dataset has a better spatial resolution of 0.25 than NCEP/NCAR (2.5). Therefore, the ECMWF dataset was chosen here as the background wind field to achieve a more precise result at the outer area of the radius of maximum wind.

Figure 1Model data comparison for (a) results at Tanxu station and (b) results at Daji station. The blue points indicate the observation data, the red curve shows the simulated results following the Holland model, and the grey curve represents the results computed by the Young and Sobey model.


The ECMWF reanalysis dataset is a continually updating dataset with the finest resolution of a 0.25× 0.25 grid mesh presented by the European Centre for Medium-Range Weather Forecasts. It has been recording joint data from diverse, advanced, operational, numerical models, representing the state of the Earth's atmosphere, incorporating observations and a numerical weather prediction model four times daily since 1948 (Simmons, 2006). As a result of the assimilation of the observational data, the recorded atmospheric circumstances in the ECMWF dataset can be regarded as providing a close approximation of the state of the atmosphere (Molteni et al., 1996). Therefore, the ECMWF can provide a precise, nearly real atmospheric background for adjusting the Holland model.

In order to integrate the strong points of the MIKE software and the ECMWF reanalysis dataset, the MIKE software development kit (SDK) is used here to optimize the simulation results from the MIKE 21 Cyclone Wind Generation tool. The wind speed V(r) at a distance r from the center of the typhoon can be given by Eq. (3):

(3) V r = V MIKE , r < R mw V ECMWF , r > R mw a V MIKE + ( 1 - a ) V ECMWF , r = R mw ,

where VMIKE is the wind speed calculated by the MIKE 21 Cyclone Wind Generation tool, VECMWF is the wind speed computed from the ECMWF interpolation results, and a is the weight factor in order to smooth rough edges. An optimized coupled wind and pressure field can be generated by programming in the MIKE SDK based on Eq. (3). This produced a wind and pressure field that matched the actual typhoon event well.

4 Case studies in Shanghai

Following the proposed framework for assessing inundation vulnerability to storm surge, a case study of Shanghai is used to examine the application of this proposed approach (Fig. 2). There were 16 major storm surge events in Shanghai from 1905 to 2000; five of them (in 1905, 1933, 1981, 1997 and 2000) have led to severe flooding and billions of yuan in economic damage.

Figure 2Local map of Shanghai with the dashed red line indicating the city's political boundary and simulation area, while the blue line indicates the Huangpu and Dazhi rivers. The yellow points represent two tide gauges used to calibrate the models, while the blue points represent tide gauges used for tide validation. Sources: Esri, DeLorme, HERE, USGS, Intermap, iPC, NRCan, Esri Japan, METI, Esri China (Hong Kong), Esri (Thailand), MapmyIndia and TomTom.

Along the Shanghai coast, land reclamation has grown substantially due to the increasing demand for land for further urban development; about 480 km2 land was claimed in Shanghai between 1954–1990 (Shanghai Nongken Chronicles Compilation Committee, 2004). Reclaimed land can alleviate the pressure on land that results from the continuous growth of cities in the process of rapid expansion. Most of the newly reclaimed land has been used for agriculture and industry (Shanghai Municipal Planning and Land & Resources Administration, 2010). However, such extensive reclamation activities require long-term, well-developed planning, or otherwise there may be increased vulnerability and even catastrophic damage due to natural hazards.

Typhoon Winnie in August 1997 and Typhoon Wipha in September 2007 were chosen as case studies to simulate typhoon storm surge and assess the vulnerability to typhoon storm surge inundation of differing land use types under sea level rise and land subsidence scenarios. Both Winnie and Wipha were categorized as super typhoons by the CMA and caused serious storm surges in Shanghai. These two typhoons affected a wide-ranging area, so simulation results could provide more information on the vulnerability of different land use types under worse case scenarios. In addition, Winnie and Wipha represented typical turning track typhoons. They developed in the northern Pacific Ocean and then tracked northwestward to China. After they passed across the East China Sea, they moved northeastward. As with the majority of typhoons affecting Shanghai, although they did not make landfall directly in Shanghai, they generated a high storm surge in the city: 5.72 m during Winnie and 3.39 m during Wipha. In addition, the 10-year interval between these two typhoons could allow the simulations to reveal how inundation vulnerability of different land use types to typhoon storm surge changed over time.

Typhoon Winnie (1997) was an especially large and devastating typhoon. After passing north of Taiwan, Winnie made landfall at the southeast of Shanghai in Wenling, Zhejiang Province, on 18 August 1997. Its center was never closer than 400 km from Shanghai; however the storm surge caused by Winnie led to extraordinary levels of flooding. Winnie gave rise to 212 deaths, over 1 million people were displaced, and there was CNY 4.1 billion worth of economic losses (State Oceanic Administration, 2022). A resulting storm surge of up to 6.57 m was measured at Jinshanzui station. After landfall, Winnie shifted from the northeast to northwest, giving rise to approximately 37 km of riverbank overflow and 70 km of dike breaches (Zhu et al., 2002). A storm surge with a wave height of approximately 7.9 m developed in Zhejiang Province, and then this decreased to around 5.72 m as it approached the Shanghai area. Typhoon Wipha (2007) was another destructive typhoon which passed near Shanghai and landed in Cangnan, Zhejiang Province, on 19 September 2007. As a typical turning track typhoon, it passed to the west of Shanghai after making landfall to the south. Although the eye of Wipha did not pass near Shanghai, its strong outer wind and rain bands resulted in severe flooding in Shanghai. Although the recorded highest water level in Shanghai was only 3.39 m during this typhoon on 19 September 2007, there were 128 roads flooded, and over CNY 1 million (2007) worth of direct losses were caused in Shanghai. In addition, almost 300 000 people had to be evacuated by the Shanghai government (State Oceanic Administration, 2022).

4.1 Required data and processing

Data regarding topography and meteorological data from Shanghai for both 1997 and 2007 were collected and processed before modeling. Assimilated wind data were required using best-track data from the CMA Tropical Cyclone Data Center and ECMWF global reanalysis products with a resolution of 0.25. Both of these two datasets have a 6 h interval and therefore integrate well with each other in the typhoon model to improve the accuracy of simulated results.

The computational models in this study for storm surge simulation employ an unstructured mesh spacing of 1 km in the regional area and 100 km for the open sea area. The topographical data applied in the urban area to generate the flexible mesh were provided by the East China Normal University. The topographical data were extracted from the digital elevation model of Shanghai with a 5 m spatial resolution. Bathymetry was taken from the ETOPO1 Global Relief Model downloaded from NOAA with a grid resolution of 1 arcmin in the open sea area, while data provided by the East China Normal University with a spatial resolution of 1 km were adopted to improve the accuracy of the bathymetry data near shore (Fig. 3).

Figure 3Shanghai Coastal Storm Surge Model with the resolution varying from 10 to 100 km. Panel (a) shows the unstructured mesh with the differing resolution, ranging from 10 to 100 km. Panel (b) provides an enlarged image of the mesh around Shanghai. Sources: Esri, DeLorme, HERE, USGS, Intermap, iPC, NRCAN, Esri Japan, METI, Esri China (Hong Kong), Esri (Thailand), MapmyIndia and TomTom.

Four gauge stations were utilized here to validate and calibrate the simulated results from the typhoon and storm surge models. For the purpose of model validation, the SC-TSSM was run for a period of 1 month before both historical typhoon events. In these simulations, the effect of wind forcing was not taken into account in order to compare the plain model results with actual data at the Sheshandao and Zhongjun stations. Since observed tide levels at these gauge stations are not available during the selected typhoon events, in order to validate the coastal storm surge model, the tide level extracted from a tide table was adopted. The comparison between extracted data and simulated data is shown in Fig. 4. It shows that the SC-TSSM has produced good simulations for tide propagation in the coastal domain. From Fig. 4, the simulations show a good agreement with the extracted data from the two gauge stations. At Sheshandao and Zhongjun stations, overall errors of 3.30 % and 0.52 % occurred during Winnie and Wipha, respectively. Computed wind and storm surge results from numerical models have been calibrated based on observation data at the two gauge stations off the coast of Shanghai, at Daji and Tanxu stations (Fig. 2).

Figure 4Time series of tide level (unit: m) at the tide gauge stations (Sheshandao and Zhongjun stations) presented in Fig. 2. Panels (a) and (b) present tide level at Sheshandao and Zhongjun stations from 8 July to 8 August 1997 before Typhoon Winnie, while (c) and (d) present tide level at Sheshandao and Zhongjun stations from 15 August to 15 September 2007 before Typhoon Wipha. The black line indicates the extracted data, while the computed results from the SC-TSSM are shown with the blue line.


4.2 Typhoon modeling

In this study, the impacts of typhoons are derived from the wind and pressure fields using the MIKE 21 Cyclone Wind Generation tool. In order to improve the accuracy of the simulated results, the reanalysis dataset from ECMWF has been applied in MIKE SDK. Details are given in the following sections regarding the setup, calibration and computed results of typhoons Winnie and Wipha.

The typhoon model produces an output with a 1 h interval, including the air pressure, and U and V components of wind speed. Afterwards, the simulated results have been passed to the storm surge model to generate wind-induced waves. The dataset used to initialize and, subsequently, simulate wind and pressure fields in MIKE 21 was extracted from the best-track data published by the CMA Tropical Cyclone Data Center. The data for model optimization in MIKE SDK were an ECMWF reanalysis dataset with 6 h intervals and a resolution of 0.25× 0.25. In this study, the wind and pressure fields were generated with the parametric model of Holland's wind field profile for the area between 30–35 N, 120–130 E. ETOPO1 data and local measured data were employed to develop a topographical profile of the entire coastal domain.

The Holland parameter B was set using Eq. (2). A geostrophic correcting parameter can be implemented as a constant or varied according to the wind speed at different places. In order to correct the asymmetrical forward movement of a tropical cyclone, a correction factor δfm and the maximum angle of cyclone movement are introduced into the model to adjust the wind profile. In the case of Shanghai, δfm was set to 1 as recommended in the MIKE 21 user manual. The maximum angle was set to 115 and 150 as the maximum angles of Winnie's and Wipha's movements, respectively. Observed data from two wind gauge stations (Daji and Tanxu) have been used to calibrate the typhoon model. Results were outputted from the Holland model at 1 h intervals and compared against observed data (Figs. 5 and 6). For both typhoons, calibration results of wind speed show that the simulation agrees well with measured data before each typhoon made landfall at Daji and Tanxu stations. After the landfall, the simulation shows a 17.9 % and a 14.4 % mean absolute percentage error against observed data. The reason for this large increase in the error after landfall is mainly the long distance between the track of both typhoons and the wind gauge stations. In addition, previous studies suggested significant fluctuations during typhoon events may be related to regional wind fields rather than the wind field driven by the typhoon (Zhu et al., 2002). Thus, the simulations around these two gauge stations failed to capture such fluctuations in wind speed. Although the simulated data cannot reflect minor changes in wind direction at shorter time intervals, they still have the same trend as the observed data do (Fig. 5). After calibration of the model, the computed results have been passed to MIKE SDK and integrated with ECMWF.

Figure 5Data comparison between computed wind speed (m s−1) and observed data at the two wind gauge stations in Shanghai during typhoons Winnie and Wipha. The blue line presents the simulated results from the typhoon model, while the black line indicates the measured data at the gauge stations. (a, b) Winnie and (c, d) Wipha at Daji and Tanxu stations.


Figure 6Data comparison between computed wind direction (degree) and observed data at the two wind gauge stations in Shanghai during typhoons Winnie and Wipha. The blue line presents the simulated results from the typhoon model, while the black line indicates the measured data at the gauge stations. (a, b) Winnie and (c, d) Wipha at Daji and Tanxu stations.


4.3 Results of the Shanghai Coastal Typhoon Storm Surge Model

The typhoon simulation results were used as input for a storm surge model to provide the wind profile. In order to simulate a typhoon-generated storm surge at coastal and regional scales, the Shanghai Coastal Typhoon Storm Surge Model (SC-TSSM) was developed here. In this section, the configuration, validation and calibration of the SC-TSSM will be described in detail, and the simulated results of a storm surge caused by two selected typhoons will be discussed accordingly. SC-TSSM covers the Shanghai coastal area between latitudes 27–35 N and longitudes 120–128 E with varying domain resolutions from 1 to 100 km (Fig. 3).

This unstructured-grid high-resolution model has been developed to satisfy the computation requirements during storm surge simulation within the geographic coverage of the Shanghai sea and coastal area. This model system contains both the Shanghai Coastal Typhoon Storm Surge Model (SC-TSSM) and the regional Hengsha Island Typhoon Storm Surge Model (HI-TSSM). Multiple physical factors are included in this model system, such as typhoon events, open ocean currents, astronomical tides, surface waves and freshwater discharge. A surface water modeling system (SMS) was used to generate mesh for this study since it has a more effective grid generation function than MIKE, and it can refine a flexible mesh gradually which cannot be achieved in MIKE.

In this model, the effect of different shapes of the sea wall in the storm surge model is small; therefore the shape of the sea wall was assumed to be trapezoidal. The height of the sea wall along the Shanghai coastline has been set to 6.37 m relative to mean sea level. The Manning number was chosen as the bed resistance factor, and it was set to 80 m1/3 s−1 for ocean and 32 m1/3 s−1 for land area. For wind forcing, the input wind profile was generated from the computed results of the typhoon model, including air pressure and U and V components of wind velocity that varied in time and domain. Since the Yangtze Estuary is included in the SC-TSSM, the river's discharge should be taken into consideration as a source of freshwater. Based on previous work, the discharge of Yangtze River has been set to 45 000 m3 s−1 as the mean discharge for the period of July–September (Ge, 2010).

As shown in Fig. 7, the results suggest that the SC-TSSM can simulate the propagation of storm surge satisfactorily. In general, the numerical computation results are in good agreement with the observations, although some sections of the simulation are underpredicted. For example, the differences between computation and observations are in the range of 0.2–0.5 m from 17 to 19 September 2007.

Figure 7Comparison of the observation data (black) and simulated results (blue) of storm surge levels (a, b) during Typhoon Winnie and (c, d) during Typhoon Wipha at Daji and Tanxu stations.


Based on simulation results from MIKE 21, distribution maps of storm surge inundation and inundation depth in Shanghai during the two case study typhoon events are presented in Fig. 8. Simulation results show both typhoons gave rise to storm surge inundation in Shanghai across a large area. The distribution of storm surge inundation caused individually by Winnie and Wipha was basically the same but with a few differences in flood depth observed along the coastline and on the east and north coasts of Chongming and Hengsha islands. The average inundation levels of the storm surge that occurred during these two typhoons were 1.78 m in 1997 (Winnie) and 0.9 m in 2007 (Wipha) in eastern Shanghai.

Figure 8Distribution of the maximum inundation area and depth in Shanghai during typhoons (a) Winnie and (b) Wipha.

In order to analyze the effect typhoon storm surge may have on reclamation projects around Hengsha Island, a survey line and six survey points along the south bank of the ongoing project have been drawn (Fig. 9a). As the tide moved toward the south bank of Hengsha Island during the study period in the Yangtze Estuary, the time series of water level at these survey points can reveal the variation characteristics of storm surge in this area. The water level and wave speed at these six survey points have been extracted from simulations in the HI-TSSM (Hengsha Island Tropical Storm Surge Model). An hourly output from the HI-TSSM for the period from 18 h before the landfall of the typhoon to 12 h after demonstrates the differences of surge elevation and speed between the different locations (Fig. 9b and c).

Figure 9(a) Location of the survey line (blue) and six survey points (red) along the south bank of the reclamation project around Hengsha Island, as well as distribution of water level (m) at the survey points during (b) Winnie and (c) Wipha. Sources: Esri, DigitalGlobe, GeoEye, i-cubed, USDA FSA, USGS, AEX, GetMapping, AeroGRID, IGN, IGP, swisstopo and the GIS user community.

Water levels at these survey points decreased slightly from points a to f. Differences in water level between these selected points were larger during low tide than high tide. The difference between points a and f was 0.72 m (Winnie) and 0.52 m (Wipha) at high tide, while it was up to 1.79 m and 1.32 m, respectively, during low tide (Fig. 8c). Coastal vulnerability to typhoon storm surge inundation defined in this study is sensitive to the elevation of the storm surge, especially during high tide. Therefore, although there are only slight differences in surge level (0.52–1.79 m between points a and f) along the survey line, it will lead to a variation in coastal inundation vulnerability to storm surge. The results also imply that vulnerability of land reclamation to typhoon storm surge varies from place to place. Therefore, it is important to analyze coastal vulnerability to storm surge inundation of reclaimed land before allocating different land use types. Better understanding of such vulnerability will also provide crucial support to stakeholders for them to generate sustainable effective coastal protection strategies.

Generally, the mouth of Yangtze River, Hangzhou Bay, Chongming and Hengsha islands, and the riverbank along the Dazhi and Huangpu rivers were the most seriously affected areas during these typhoon storm surge inundations. The inundation depths at these places were usually over 1.0 m. Maximum inundation depth in those areas reached 3.82 m during Winnie and 2.65 m during Wipha. Severe storm surge led to widespread flooding, and the airport, factories, warehouses, and commercial and residential buildings were flooded. Combined with heavy rainfall, this meant the transportation system was disrupted, including communication lines and international airports. The detailed information on storm surge inundation in Shanghai during Winnie and Wipha was not available; thus the oceanic disaster communique of China published by the State Oceanic Administration (2022) was utilized to validate the inundation situation in Shanghai. The simulation results were in good agreement with the published descriptions and in line with previous studies in Shanghai (Chen and Wang, 2000; French, 2001; Hu et al., 2005; Hu and Jin, 2007; Ge, 2010; Yin, 2011; Yin et al., 2013; Harwood et al., 2014).

The results from this study also suggested that the height of storm surge along the Huangpu River and Dazhi River basin was high, and the riverbanks experienced serious flooding during typhoon-induced storm surge, which was also reported by the oceanic disaster communique of China published by the State Oceanic Administration (2022). Previous studies have failed to capture these features (Chen and Wang, 2000; French, 2001; Hu et al., 2005; Hu and Jin, 2007; Ge, 2010; Yin, 2011; Yin et al., 2013; Harwood et al., 2014).

5 Discussion

For typhoon storm surge modeling in this study, we demonstrate that a mesoscale simulation can be used to compute storm surge inundation and assess the inundation vulnerability of different land use types. This study enlarges the body of knowledge on storm surge studies in Shanghai and also proposes that a mesoscale simulation can be used for coastal planning purposes. Previous studies of storm surge were usually conducted at national or local levels (Butler et al., 2012; Dietrich et al., 2011a). In China, most of these studies tended to emphasize the significance of numerical modeling of storm surge and risk analysis either for the coastline on a large spatial scale (> 100 km in length) (Tan et al., 2011; Yin, 2011; Zheng, 2010) or for the small-scale coastal area (1–1000 m in length) with fine-resolution simulations (Xie, 2010; Xie et al., 2010; Ye, 2011; Zhang et al., 2006). The majority of these studies concentrated on three districts in the Shanghai coastal area, namely the Pudong, Jinshan and Fengxian districts (Xie, 2010; Ye, 2011). These studies probably needed to pay more attention to the river basins. However, results from this study show that the river basins of the Dazhi and Huangpu rivers were among the most seriously impacted areas during typhoons Winnie and Wipha. Mesoscale (1–100 km in length) studies on storm surge have not been conducted for Shanghai, and the mesoscale framework in this study fills the gap.

Large- and small-scale simulations do each have their own advantages. For example, large-scale simulations require low consumption of computation resources and time depending on the resolution used. Large-scale studies therefore could be applied on a national scale to analyze typhoon storm surge impacts, to simulate typhoons and storm surge changes over time, and to provide necessary data to propose general plans for hazard mitigation. Small-scale simulations usually involve fine spatial resolutions, ranging from 5 to 100 m, in order to capture subtle changes in the flood waters. Nonetheless, neither large- nor small-scale simulations always fit for coastal planning purposes. Large-scale simulation is not suitable for local planning because its coarse spatial resolution cannot reflect the detailed distribution of storm surge inundation. Although numerical simulation, in the context of coastal planning, requires a significant number of accurate and detailed computation results at a regional level, high spatial resolution at the local scale will have high costs in terms of computation resources and time. For example, a small-scale model with a fine-spatial-resolution mesh of 100 m–1 km was initially used in this study, covering only the estuary and coastal area. It required over 600 h to run one simulation on a computer with 16 GB RAM, 500 GB SSD and quad-core Intel Core i5 processors. Compared to the 600 h of computation time of the small-scale model, the multi-nested mesoscale model only required about 30 h to run a single simulation with reasonable accuracy where required. Mesoscale studies could therefore not only fulfill the requirements for simulation accuracy but also take less time and resources. They are more suitable for use when a large number of simulations are required over a long timescale. By implementing this mesoscale model, the focus of storm surge simulation is at an appropriate medium scale to fit planning purposes.

The simulations conducted in this study have enlarged the body of knowledge about storm surge inundation in Shanghai and suggested that more attention needs to be paid not only to the area along the coastline but also to the nearby rivers. Some studies in Shanghai started to look at the inundation along Huangpu River caused by typhoon storm surge (Borsje et al., 2011; Yin et al., 2013). Globally, the work conducted by Rupp and Nicholls (2002) on the river Thames emphasized the interaction of surge and tide in river basins. Ali (1996) also demonstrated in their study that the most severe inundation area during a synthetic typhoon in eastern North Carolina was in the Pamlico River region.

6 Conclusions

This paper developed a resource- and time-efficient approach for simulating typhoon-generated storm surge, which can be applied to coastal megacities around the world even where flood observation data are inadequate. Typhoon-induced storm surge was simulated in Shanghai, and inundation maps were drawn in ArcGIS. These maps provide a clearer picture of the spatial distribution of and the variation in such vulnerability for Shanghai. Results showed the south of Shanghai, the riverbanks along the Huangpu and Dazhi rivers, and most of Chongming Island were subject to serious typhoon storm surge inundation. It also showed that reclamation land, such as that on Hengsha Island, is particularly vulnerable to storm surge inundation. The mesoscale simulation method proposed in this study provides a realistic storm surge inundation result at the city level. Furthermore, due to its low data and time consumption, this approach can be implemented when a large number of models are required for mitigation and planning.

Data availability

Data can be found in the publication of Dong (2022).

Author contributions

SD and SW devised the numerical experiments. SD carried out the numerical simulations and analysis of the results. ZC and JG supplied the validation data and commented and advised on model construction and outputs. SD, WJS and SW prepared the manuscript.

Competing interests

The contact author has declared that neither they nor their co-authors have any competing interests.


Publisher’s note: Copernicus Publications remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.


The authors would like to acknowledge the University of Otago PhD scholarship to Shuyun Dong which was the sole source of funding for this work and DHI for access to MIKE 21.

Review statement

This paper was edited by Paolo Tarolli and reviewed by Brian Finlayson and three anonymous referees.


Aerts, J. C., Botzen, W. W., Emanuel, K., Lin, N., De Moel, H., and Michel-Kerjan, E. O.: Evaluating flood resilience strategies for coastal megacities, Science, 344, 473–475,, 2014. 

Ali, A.: Vulnerability of Bangladesh to climate change and sea level rise through tropical cyclones and storm surges, Water Air Soil Pollut., 92, 171–179,, 1996. 

Bode, L., and Hardy, T. A.: Progress and recent developments in storm surge modeling, J. Hydraul. Eng., 123, 315–331,, 1997. 

Borsje, B. W., van Wesenbeeck, B. K., Dekker, F., Paalvast, P., Bouma, T. J., van Katwijk, M. M., and de Vries, M. B.: How ecological engineering can serve in coastal protection, Ecol. Eng., 37, 113–122,, 2011. 

Butler, T., Altaf, M. U., Dawson, C., Hoteit, I., Luo, X., and Mayo, T.: Data assimilation within the advanced circulation (ADCIRC) modeling framework for hurricane storm surge forecasting, Mon. Weather Rev., 140, 2215–2231,, 2012. 

Chen, M. and Wang, S.: Storm-tide disaster and its forecast in Shanghai city, Journal of Catastrophology 15, 26–29,, 2000 (in Chinese). 

Cheung, K. F., Phadke, A. C., Wei, Y., Rojas, R., Douyere, Y. M., Martino, C. D., Houston, S. H., Liu, P. F., Lynett, P. J., Dodd, N., and Liao, S.: Modeling of storm-induced coastal flooding for emergency management, Ocean Eng., 30, 1353–1386,, 2003. 

Choi, B. H., Eum, H. M., and Woo, S. B.: A synchronously coupled tide–wave–surge model of the Yellow Sea, Coast. Eng., 47, 381–398,, 2003. 

Davis, J. R., Paramygin, V. A., Forrest, D., and Sheng, Y. P.: Toward the probabilistic simulation of storm surge and inundation in a limited-resource environment, Mon. Weather Rev., 138, 2953–2974,, 2010. 

Dietrich, J. C., Westerink, J. J., Kennedy, A. B., Smith, J. M., Jensen, R. E., Zijlema, M., Holthuijsen, L. H., Dawson, C., Luettich, R. A., Powell, M. D., and Cardone, V. J.: Hurricane Gustav (2008) waves and storm surge: hindcast, synoptic analysis, and validation in Southern Louisiana, Mon. Weather Rev., 139, 2488–2522,, 2011a. 

Dietrich, J. C., Zijlema, M., Westerink, J. J., Holthuijsen, L. H., Dawson, C., Luettich Jr., R. A., Jensen, R. E., Smith, J. M., Stelling, G. S., and Stone, G. W.: Modeling hurricane waves and storm surge using integrally-coupled, scalable computations, Coast. Eng., 58, 45–65,, 2011b. 

Dietrich, J. C., Tanaka, S., Westerink, J. J., Dawson, C. N., Luettich, R. A., Zijlema, M., Holthuijsen, L. H., Smith, J. M., Westerink, L. G., and Westerink, H. J.: Performance of the unstructured-mesh, SWAN + ADCIRC model in computing hurricane waves and surge, J. Sci. Comput., 52, 468–497,, 2012. 

Dong, S.: Mesoscale simulation of typhoon-generated storm surge, OSFHOME [data set],, 2022. 

Dutta, D., Herath, S., and Musiake, K.: A mathematical model for flood loss estimation, J. Hydrol., 277, 24–49,, 2003. 

Elsaesser, B., Bell, A. K., Shannon, N., and Robinson, C.: Storm surge hind and forecasting using Mike21FM - Simulation of surges around the Irish Coast, in: Proceedings of the DHI International User Conference, Copenhagen, Denmark, 6–8, September 2010. 

Flather, R., Smith, J., Richards, J., Bell, C., and Blackman, D.: Direct estimates of extreme storm surge elevations from a 40-year numerical model simulation and from observations, The Global Atmosphere and Ocean System, 6, 165–176, 1998. 

Frazier, T. G., Wood, N., Yarnal, B., and Bauer, D. H.: Influence of potential sea level rise on societal vulnerability to hurricane storm-surge hazards, Sarasota County, Florida, Appl. Geogr., 30, 490–505,, 2010. 

French, P. W.: Coastal defences: processes, problems and solutions, Psychology Press, 384 pp.,, 2001. 

Fritz, H. M., Blount, C. D., Albusaidi, F. B., and Al-Harthy, A. H. M.: Cyclone Gonu storm surge in Oman, Estuar. Coast. Shelf S., 86, 102–106,, 2010. 

Funakoshi, Y., Hagen, S. C., and Bacopoulos, P.: Coupling of hydrodynamic and wave models: Case study for Hurricane Floyd (1999) hindcast, J. Waterway Port C., 134, 321–335,, 2008. 

Ge, J.: Multi Scale FVCOM Model System for the East China Sea and Changjiang Estuary and Its Applications, PhD thesis, unpublished, East China Normal University, China, 2010 (in Chinese). 

Ge, J., Ding, P., Chen, C., Hu, S., Fu, G., and Wu, L.: An integrated East China Sea–Changjiang Estuary model system with aim at resolving multi-scale regional–shelf–estuarine dynamics, Ocean Dynam., 63, 881–900,, 2013. 

Haigh, I. D., Wijeratne, E. M. S., MacPherson, L. R., Pattiaratchi, C. B., Mason, M. S., Crompton, R. P., and George, S.: Estimating present day extreme water level exceedance probabilities around the coastline of Australia: tides, extra-tropical storm surges and mean sea level, Clim. Dynam., 42, 121–138,, 2014. 

Harper, B. and Holland, G.: An updated parametric model of the tropical cyclone, in: Proc. 23rd Conf. Hurricanes and Tropical Meteorology, Dallas, TX, 10–15 January, 1999, 1999. 

Harwood, S., Carson, D., Wensing, E., and Jackson, L.: Natural hazard resilient communities and land use planning: the limitations of planning governance in tropical Australia, Journal of Geography & Natural Disasters, 4, 1–15,, 2014. 

Holland, G. J.: An analytic model of the wind and pressure profiles in hurricanes, Mon. Weather Rev., 108, 1212–1218, 1980. 

Hu, C. and Jin, Y.: Storm surge disaster in Shanghai: Quasi-periodicity and prediction, Urban Roads Bridges & Flood Control, 26–29, 2007. 

Hu, D., Gong, M., and Yazhen, K.: Study of the influence of strong storm surges in Shanghai, Journal of East China Normal University (Natural Science), 2005, 177–182,, 2005 (in Chinese). 

Huang, Y., Weisberg, R. H., and Zheng, L.: Coupling of surge and waves for an Ivan-like hurricane impacting the Tampa Bay, Florida region, J. Geophys. Res., 115, C12009,, 2010. 

Jakobsen, F. and Madsen, H.: Comparison and further development of parametric tropical cyclone models for storm surge modelling, J. Wind Eng. Ind. Aerod., 92, 375–391, 2004. 

Jia, A., Wang, Y., and Yang, Q.: Research on Inundation Loss Assessment Model for Farmland, Journal of Water Resources and Architectural Engineering, 9, 15–18,, 2011 (in Chinese). 

Jiang, Y., Kirkman, H., and Hua, A.: Megacity development: managing impacts on marine environments, Ocean Coast. Manage., 44, 293–318,, 2001. 

Lowe, J., Gregory, J., and Flather, R.: Changes in the occurrence of storm surges around the United Kingdom under a future climate scenario using a dynamic storm surge model driven by the Hadley Centre climate models, Clim. Dynam., 18, 179–188,, 2001. 

Molteni, F., Buizza, R., Palmer, T. N., and Petroliagis, T.: The ECMWF ensemble prediction system: Methodology and validation, Q. J. Roy. Meteor. Soc., 122, 73–119,, 1996. 

Ogie, R. I., Adam, C., and Perez, P.: A review of structural approach to flood management in coastal megacities of developing nations: current research and future directions, J. Environ. Plann. Man., 63, 127–147,, 2019. 

Peng, M., Xie, L., and Pietrafesa, L. J.: A numerical study of storm surge and inundation in the Croatan–Albemarle–Pamlico Estuary System, Estuar. Coast. Shelf S., 59, 121–137,, 2004. 

Rankine, W. J. M.: A manual of applied mechanics, Charles Griffin and Company, 652 pp., 1872. 

Rupp, S. and Nicholls, R. J.: Managed realignment of coastal flood defences: a comparison between England and Germany, in: Proceedings of Dealing with Flood Risk Interdisciplinary Seminar of the Regional Implications of Modern Flood Management, Delft, Delft Hydraulics, 1–9, 2002. 

Savioli, J., Pedersen, C., Szylkarski, S., and Kerper, D.: Modelling the threat of tropical cylone storm tide to the Burdekin Shire, Queensland Australia, in: Coasts & Ports 2003 Australasian Conference: Proceedings of the 16th Australasian Coastal and Ocean Engineering Conference, the 9th Australasian Port and Harbour Conference and the Annual New Zealand Coastal Society Conference, Institution of Engineers, Australia, p. 285, 2003. 

Shanghai Municipal Planning and Land & Resources Administration: Shanghai Master Plan (2010–2030), Shanghai Municipal Planning and Land & Resources Administration, Shanghai, 31 pp., 2010 (in Chinese). 

Shanghai Nongken Chronicles Compilation Committee: Shanghai Nongken Chronicles, Shanghai Academy of Social Sciences Press, Shanghai, 765 pp., 2004 (in Chinese). 

Sheng, Y. P., Zhang, Y., and Paramygin, V.A.: Simulation of storm surge, wave, and coastal inundation in the Northeastern Gulf of Mexico region during Hurricane Ivan in 2004, Ocean Model., 35, 314–331,, 2010. 

Shepard, C. C., Agostini, V. N., Gilmer, B., Allen, T., Stone, J., Brooks, W., and Beck, M. W.: Assessing future risk: quantifying the effects of sea level rise on storm surge risk for the southern shores of Long Island, New York, Nat. Hazards, 60, 727–745,, 2012. 

Simmons, A.: ERA-Interim: New ECMWF reanalysis products from 1989 onwards, ECMWF Newsletter, 110, 25–35, 2006. 

Smagorinsky, J.: General circulation experiments with the primitive equations: I. the basic experiment, Mon. Weather Rev., 91, 99–164,<0099:GCEWTP>2.3.CO;2, 1963. 

State Oceanic Administration: The oceanic disaster communique of China (1989–2015),, last access: 16 March 2022. 

Tan, L. R., Chen, K., Wang, J., and Yu, L. Z.: Assessment on storm surge vulnerability of coastal regions during the past twenty years, Scientia Geographica Sinica, 31, 1111–1117, 2011 (in Chinese). 

Timmerman, P. and White, R.: Megahydropolis: coastal cities in the context of global environmental change, Global Environ. Chang., 7, 205–234,, 1997. 

Vickery, P. J., Skerlj, P. F., Steckley, A. C., and Twisdale, L. A.: Hurricane wind field model for use in hurricane simulations, J. Struct. Eng., 126, 1203–1221,, 2000. 

Wamsley, T. V., Cialone, M. A., Smith, J. M., Ebersole, B. A., and Grzegorzewski, A. S.: Influence of landscape restoration and degradation on storm surge and waves in southern Louisiana, Nat. Hazards, 51, 207–224,, 2009. 

Westerink, J. J., Luettich, R. A., Feyen, J. C., Atkinson, J. H., Dawson, C., Roberts, H. J., Powell, M. D., Dunion, J. P., Kubatko, E. J., and Pourtaheri, H.: A basin-to channel-scale unstructured grid hurricane storm surge model applied to southern Louisiana, Mon. Weather Rev., 136, 833–864,, 2008. 

Woodruff, J. D., Irish, J. L., and Camargo, S. J.: Coastal flooding by tropical cyclones and sea-level rise, Nature, 504, 44–52,, 2013. 

Xie, C.: Risk assessment and scenario simulation of storm surge in Shanghai coastal areas, PhD thesis, East China Normal University, China, 2010 (in Chinese). 

Xie, C., Hu, B., Wang, J., Chen, J., Xu, S., Liu, Y., and Ye, M.: Risk assessment and floodplain scenarios of storm surge of Tianjin Binhai area, Transactions of Oceanology and Limnology 2, 130–140, 2010 (in Chinese).  

Xie, L., Liu, H., and Peng, M.: The effect of wave–current interactions on the storm surge and inundation in Charleston Harbor during Hurricane Hugo 1989, Ocean Model., 20, 252–269, 2008. 

Ye, M.: Compounded scenarios simulation and emergency evacuation of storm surge disaster in coastal cities, PhD, East China Normal University,, 2011 (in Chinese). 

Yeung, Y.-m.: Coastal mega-cities in Asia: transformation, sustainability and management, Ocean Coast. Manage., 44, 319–333,, 2001. 

Yin, J.: Study on the risk assessment of typhoon storm tide in China coastal area, PhD thesis, School of Resource and Environmental Sciences, East China Normal University, 2011 (in Chinese). 

Yin, J., Yu, D., Yin, Z., Wang, J., and Xu, S,: Modelling the combined impacts of sea-level rise and land subsidence on storm tides induced flooding of the Huangpu River in Shanghai, China, Climatic Change, 119, 919–932,, 2013. 

Ying, M., Zhang, W., Yu, H., Lu, X., Feng, J., Fan, Y., Zhu, Y., and Chen, D.: An overview of the China Meteorological Administration tropical cyclone database, J. Atmos. Ocean. Tech., 31, 287–301,, 2014. 

Young, I. and Sobey, R.: The numerical prediction of tropical cyclone wind-waves, Department of Civil & Systems Engineering, unpublished report, James Cook University of North Queensland, 1981. 

Zhang, K., Xiao., C., and Shen J.: Comparison of the CEST and SLOSH models for storm surge flooding, J. Coast. Res., 24, 489–499,, 2008. 

Zhang, X., Zhang, W., Liu, Y., and Qiu, S.: Simulation models of flood inundation due to storm tide, Journal of System Simulation, 18, 20–23, 2006 (in Chinese). 

Zheng, L.: Development and application of a numerical model coupling storm surge, tide and wind wave, Doctor of Engineering, Tsinghua University, 2010 (in Chinese). 

Zheng, L., Weisberg, R. H., Huang, Y., Luettich, R. A., Westerink, J. J., Kerr, P. C., Donahue, A. S., Crane, G., and Akli, L.: Implications from the comparisons between two-and three-dimensional model simulations of the Hurricane Ike storm surge, J. Geophys. Res.-Oceans, 118, 3350–3369,, 2013. 

Zhu, P., Chen, M., Tao, Z., and Wang, H.: Numerical simulation of Typhoon Winnie (1997) after landfall. Part I: Model verification and model clouds, Acta Meteor Sinica, 60, 553–559,, 2002 (in Chinese). 

Short summary
Mesoscale simulation provides a general approach that could be implemented to fulfill the purpose of planning and has relatively low requirements for computation time and data while still providing reasonable accuracy. The method is generally applicable to all coastal cities around the world for examining the effect of future climate change on typhoon-generated storm surge even where historical observed data are inadequate or not available.
Final-revised paper