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1915 Avezzano earthquake fatality rate contours.

1915 Avezzano earthquake fatality rate contours.

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Structures present a risk during seismic events from partial or full collapse that can cause death and injury to the occupants. The United States Geological Survey (USGS) has collated data on deaths from and magnitudes of earthquakes. These data have not previously been analyzed to establish any relationships between fatality tolls or fatality rate...

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... conclusion reached from the data presented in these studies is the physical separation between the Memphis population center and the known active faults should prevent the extreme death tolls such as occurred in Tangshan, but even moderate earthquakes in this region have the potential to cause fatalities in Memphis. Shannon and Pyle, (1993, 111, figure 11.1) provide d etails of motor vehicle deaths. ...
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... the 1915 Avezzano earthquake the Italian authorities collected statistical data on the locations and the rates of death in the various villages scattered in the fatality area (ING-SGA 2000). This well-documented data provided point type data that were extremely useful in calibration (Figure 1). ...
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... summary, two critical lines have been defined from the data shown in Figure 1. Plot 1 line represents the function that defines the upper bound of Region 2 for twentieth century data. ...
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... were on average five fatal earthquakes per year at the start of the twentieth century and eighteen fatal earthquakes per year at the start of the twenty-first century. Of the estimated minimum two million people who died in the twentieth century, almost half died in ten events and one quarter died in two events (Jones et al, 1993). ...
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... intraplate area typically has more circular isoseismals and the interplate area typically has more elliptical. The elliptical fatality curves for Avezzano shown on Figure 1 suggest a 2 to 1 ratio. The Californian data suggests a ratio between 5 to 1 and 8 to 1 (Algermissen 1972Part 1 Isoseismal Studies, Hanks and Johnston 1992, Peek-Asa et al 2002. ...

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Citations

... The earliest empirical loss curve was introduced by Kawasumi in 1954, establishing a linear relationship between potential fatalities and the number of destroyed buildings in Japan 18 . Subsequent scholars have refined and expanded upon this foundational work, increasing the complexity of the expressions and establishing relationships between various earthquake parameters and exposure, including functions related to magnitude [19][20][21] , ground motion 22,23 , and earthquake intensity [24][25][26] . Earthquake intensity is a macro indicator that reflects the severity of surface damage caused by an earthquake. ...
... Earthquake death assessment models can be divided into two categories: empirical models based on seismic parameters and analytical models based on building vulnerability. The first type of model generally performs regression analysis based on historical earthquake damage data, and then obtaining empirical equations for magnitude or intensity, without considering the distribution of disaster-bearing bodies and their vulnerability [3][4][5][6]. The second type of model considers detailed building vulnerability data and estimates the number of earthquake deaths based on the vulnerability of different components and building structures in earthquakes [7][8][9][10][11]. ...
... 4) Define the spatial function of beetle whiskers: (3) where lt x is the position of the left antennae when searching for the best solution t times, rt ...
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In recent years, China has experienced frequent catastrophic earthquakes, causing huge casualties. If the death toll can be quickly predicted after a disaster, then relief supplies can be delivered in a timely and reasonable manner, and the death toll and property losses can be minimized. Therefore, rapid and effective prediction of earthquake deaths plays a key role in guiding post-earthquake emergency rescue. However, there are many factors affecting the number of deaths in an earthquake. Aimed at this issue, a prediction model for earthquake deaths based on extreme learning machine (ELM) optimized by principal component analysis (PCA) and beetle antennae search (BAS) algorithm has been proposed in this study. Firstly, this study selected sample data of destructive earthquakes in mainland China in the past 50 years, then PCA was used to reduce the dimensionality of the factors affecting earthquake deaths, the principal components with lower contribution rates were removed, and the principal components with higher contribution rates were used as the input variables of ELM. Meanwhile, the earthquake deaths were used as the output variable, and the connection weights and thresholds of ELM was optimized using BAS. Finally, the prediction model for earthquake deaths based on PCA-BAS-ELM was established. The established model was used to predict the test samples. The results showed that the prediction results of PCA-BAS-ELM model had a higher fit with the actual values, and its mean square error, mean absolute percentage error and root mean square error were 2.433, 2.756% and 5.443, respectively, which suggested higher prediction accuracy.
... Large-magnitude earthquakes cause extensive damage, loss of life, and economic losses in developing and developed countries [1][2][3][4][5]. Examples include the earthquakes in Colombia (1999, 6.2 Mw, 2000 victims) [6], [9], China (Wenchuan, 2008, 87,476 victims, USD 85 billion) [7], Chile (2010, 8.8 Mw, 521 victims, USD 30 billion) [10], Tohoku (2012, 9 Mw, 15,000 victims, USD 411 billion), and Nepal (2015, 7.8 Mw, 8000 victims) [11]. ...
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... Empirical fatality models provide an estimation of death toll based on correlation of earthquake magnitude or shaking related parameters with the affected population. There are several empirical fatality models in literature which differ in functional forms and variables [7,11,12,14,[36][37][38][39][40][41]. There are two important challenges regarding the aforementioned models. ...
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... Based on the data of strong global earthquakes in the 20th century, Samardjieva and Badal [9] and Badal et al. [27,28] used the method of Christoskov et al. [26] to establish the fatality estimation model. Similar methods with the relationship between fatality and seismic magnitude were also used by Oike [29] and Nichols and Beavers [30]. Bastami and Soghrat [31] then replaced the magnitude in Christoskov et al. [26] with peak ground acceleration to estimate fatalities for Iran. ...
... which is held to be the range of intensity likely to cause fatalities. To develop the earthquake fatality ratio r(I) model for Mainland China, we tested three most commonly used models: (1) the logarithmiclinear model, log(r) = β + θ⋅I [9,27,32]; (2) the logarithmic-exponential model, log(r) = β⋅exp(θ ⋅I) [24,30]; and (3) the lognormal cumulative ...
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... Here, the fatality ratio is defined as the number of deaths or missing to the total number of affected population in the each affected zone. The second model is exponential which is similar to what was proposed by Nichols and Beavers (2003) for defining bounding function. The third model has lognormal cumulative distribution. ...
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... We chose all 43 structure types in China mainland to assess, which are far more than the number of the types in the previous studies [35]. Although the structure types of the WHE project are suitable for the most region of the world, it also lacks some structures that Chinese characteristic structure, such as the national civil structure, the old Tibetan house and the national brick-wood structure. ...
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This study aims to analyze and compare the importance of feature affecting earthquake fatalities in China mainland and establish a deep learning model to assess the potential fatalities based on the selected factors. The random forest (RF) model, classification and regression tree (CART) model, and AdaBoost model were used to assess the importance of nine features and the analysis showed that the RF model was better than the other models. Furthermore, we compared the contributions of 43 different structure types to casualties based on the RF model. Finally, we proposed a model for estimating earthquake fatalities based on the seismic data from 1992 to 2017 in China mainland. These results indicate that the deep learning model produced in this study has good performance for predicting seismic fatalities. The method could be helpful to reduce casualties during emergencies and future building construction.
... Scholars have discussed the factors that affect earthquake fatalities, which include 85 magnitude, intensity, initial time, population exposure, housing fragility, and individual factors 86 (Oike, 1991;Nichols, 2003). Moreover, scholars have considered as many factors as they can 87 when modelling. ...
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The rapid estimation of earthquake fatalities using earthquake parameters is the core basis for emergency response. However, there are numerous factors affecting earthquake fatalities, and it is impossible to obtain an accurate estimation result. The key to solve this problem is quantifying the uncertainty. In this paper, we proposed a new method to estimate earthquake fatalities and quantify the uncertainty based on basic earthquake emergency scenarios. The accuracy of the model is verified by earthquake that occurred during recent year. The preliminary analysis and comparison results show that the model is more effective and reasonable and can also provide a theoretical basis for post-earthquake emergency response.
... Based on the casualty rate (injuries/deaths) and the logarithmic-linear relationship of magnitude, Christoskov and Samardjieva (1984) assumed that the prediction of death toll was close to the expected accuracy, then they calculated the number of 5 injuries by the number of deaths. Similarly, Nichols and Beavers (2003) used magnitude as an indicator of ground motion intensity. By analysing the earthquakes that took place in the 20th century such as Messina earthquake in 1908, Avezzano earthquake in 1915 and Tangshan earthquake in 1976 etc., they created a threshold curve of death toll about the magnitude in the earthquake. ...
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