CN113837620B - Method for evaluating temperature extremum change - Google Patents

Method for evaluating temperature extremum change Download PDF

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CN113837620B
CN113837620B CN202111132485.6A CN202111132485A CN113837620B CN 113837620 B CN113837620 B CN 113837620B CN 202111132485 A CN202111132485 A CN 202111132485A CN 113837620 B CN113837620 B CN 113837620B
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CN113837620A (en
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翟媛媛
黄国和
周雄
吴莹辉
鲁晨
宋唐女
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North China Electric Power University
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Abstract

The invention provides a method for evaluating temperature extreme value change, firstly, acquiring temperature extreme value index data, circulating field data and large-scale circulating mode index data; then, EOF decomposition is carried out on the data based on different time scales and different seasons, and trend change analysis of the expansion temperature extreme value is further carried out according to least square regression and Mann-Kendall test; then, identifying factors affecting a single circulation field of the temperature extremum and a large-scale circulation mode index through Pearson correlation analysis; finally, factors which significantly contribute to the temperature extremum are identified based on a factor analysis method, and the influence of the interaction effect between the key factors on the temperature extremum is quantified.

Description

Method for evaluating temperature extremum change
Technical Field
The invention belongs to the field of climate research, and particularly relates to a method for evaluating temperature extreme value change.
Background
Over the past few decades, temperature and extreme temperature anomalies have caused extremely serious negative effects on society, economy and people's life. The study of the extreme climate and the influence mechanism thereof at home and abroad is unprecedented, and the knowledge of the change mechanism of the extreme climate is very important for predicting the occurrence of the extreme climate event and taking measures to reduce the related influence. There are intricate interaction effects between elements that affect extreme temperatures (e.g., potential height, wind fields, remote correlation factors, etc.), but these effects are difficult to characterize in terms of traditional functional forms. Currently, most of the research in this field is directed to one or more individual elements, and there is little consideration of the effect of interactions between different elements on temperature extremes.
Object of the Invention
The present invention aims to address the problems faced in the prior art by providing a method for assessing temperature extremum changes, providing advantageous support for future extremum climate change.
Disclosure of Invention
The invention provides a method for evaluating temperature extremum variation, comprising the following steps:
step a, respectively acquiring temperature extremum data, circulating field data and large-scale circulating mode index data; the definition of the temperature extremum data is formulated by a world meteorological organization WMO climate change detection and index expert group ETCCDI, and is obtained by covering a land climate extremum event index data set HadEX3 with the accuracy of 1.875 multiplied by 1.25 longitude and latitude from 1901 to 2018, and specific indexes comprise a daily maximum air temperature value TXx, a daily minimum air temperature value TNx, a daily maximum air temperature value TXn, a daily minimum air temperature value TNn, a cold night TN10p, a warm night TN90p, a cold day TX10p and a hot day TX90p; the circulating field data comprise sea level pressure SLP, 500hPa wind field and 500hPa potential height of ERA5 re-analysis data; the large-scale circulation mode data is an index for measuring a natural variable rate mode, is time series data taking the day as a scale, and comprises index items such as Echinuo, southern Taon, pacific ten year Taon PDO, north Atlantic Taon NAO, north Taon AO and Pacific-North American remote related PNA;
analyzing temperature extreme values from time sequences and space scales according to different time dimensions of each year, years, summer and winter by using an empirical orthogonal function EOF method, and identifying regions with extreme high temperature and low temperature in summer in northern hemisphere regions; the specific treatment process of the EOF method is as follows: setting the number of lattice points of the temperature extreme value as m and the time sequence length as n, firstly, processing the temperature extreme value data into a distance flat form to obtainMatrix X with respect to temperature extremum time and space m×n =[x ij ]I=1, 2, …, m, j=1, 2, …, n, wherein the i-th row represents the value of the temperature extremum x at position i and the j-th column represents the value of the temperature extremum x at instant j; next, for matrix X m×n Performing an orthogonal decomposition, wherein the characteristic vector of the orthogonal decomposition corresponds to a space function S capable of reflecting the space distribution characteristics of the variables, the principal component of the decomposition of the orthogonal decomposition corresponds to a time function T capable of reflecting the change of the space mode with time, and the orthogonal decomposition is expressed as X m×n =s×t; the j-th space field of the temperature extremum is expressed as linear superposition of m typical space fields according to different time coefficients, wherein each column of a space function S represents one space typical field, each row of a time function T represents a time coefficient, when a research variable is a summer temperature extremum of 30 years in a northern hemisphere region, a first eigenvector obtained by using the EOF method through orthogonal decomposition is a characteristic field with the most similar temperature extremum of 30 years from a flat field, so that a region with extreme high temperature and low temperature in summer in the northern hemisphere region is identified;
calculating linear trends of the temperature extreme time sequence according to different time dimensions of each year, years, summer and winter through a least squares regression method, and evaluating statistical significance of the calculated linear trends of the temperature extreme time sequence on a significance level of 0.05 through a non-parameter Mann-Kendall test method;
d, determining the relation between the temperature extremum data and the circulating field data and the large-scale circulating mode index data by adopting a Pearson correlation analysis method;
and e, quantifying the statistical significance of the circulating current field data and the large-scale circulating current mode index data based on a factor analysis method, respectively identifying factors contributing to the temperature extremum, and reflecting the interaction relation among the factors, namely quantifying the influence of the interaction between a single circulating current field or a single large-scale circulating current mode and the temperature extremum, a plurality of circulating current fields on the temperature extremum and the influence of the interaction between a plurality of large-scale circulating current modes or positive and negative phases thereof on the temperature extremum.
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FIG. 1 is a flow chart of a method for assessing temperature extremum variation in accordance with an embodiment of the present invention.
Detailed Description
Specific embodiments of the present invention are described in detail below with reference to the accompanying drawings.
The invention provides a method for evaluating temperature extremum variation, comprising the following steps:
step a, respectively acquiring temperature extremum data, circulating field data and large-scale circulating mode index data; the definition of the temperature extremum data is formulated by a world meteorological organization WMO climate change detection and index expert group ETCCDI, and is obtained by covering a land climate extremum event index data set HadEX3 with the accuracy of 1.875 multiplied by 1.25 longitude and latitude from 1901 to 2018, and specific indexes comprise a daily maximum air temperature value TXx, a daily minimum air temperature value TNx, a daily maximum air temperature value TXn, a daily minimum air temperature value TNn, a cold night TN10p, a warm night TN90p, a cold day TX10p and a hot day TX90p; the circulating field data comprise sea level pressure SLP, 500hPa wind field and 500hPa potential height of ERA5 re-analysis data; the large-scale circulation mode data is an index for measuring a natural variable rate mode, is time series data taking the day as a scale, and comprises index items such as Echinuo, southern Taon, pacific ten year Taon PDO, north Atlantic Taon NAO, north Taon AO and Pacific-North American remote related PNA;
analyzing temperature extreme values from time sequences and space scales according to different time dimensions of each year, years, summer and winter by using an empirical orthogonal function EOF method, and identifying regions with extreme high temperature and low temperature in summer in northern hemisphere regions; the specific treatment process of the EOF method is as follows: setting the number of lattice points of the temperature extreme value as m and the time sequence length as n, firstly, processing the temperature extreme value data into a distance flat form to obtain a matrix X related to the time and space of the temperature extreme value m×n =[x ij ]I=1, 2, …, m, j=1, 2, …, n, wherein the i-th row represents the value of the temperature extremum x at position i and the j-th column represents the value of the temperature extremum x at instant j; next, for matrix X m×n Performing an orthogonal decomposition, wherein the characteristic vector of the orthogonal decomposition corresponds to a space function S capable of reflecting the space distribution characteristics of the variables, the principal component of the decomposition of the orthogonal decomposition corresponds to a time function T capable of reflecting the change of the space mode with time, and the orthogonal decomposition is expressed as X m×n =s×t; the j-th space field of the temperature extremum is expressed as linear superposition of m typical space fields according to different time coefficients, wherein each column of a space function S represents one space typical field, each row of a time function T represents a time coefficient, when a research variable is a summer temperature extremum of 30 years in a northern hemisphere region, a first eigenvector obtained by using the EOF method through orthogonal decomposition is a characteristic field with the most similar temperature extremum of 30 years from a flat field, so that a region with extreme high temperature and low temperature in summer in the northern hemisphere region is identified;
calculating linear trends of the temperature extreme time sequence according to different time dimensions of each year, years, summer and winter through a least squares regression method, and evaluating statistical significance of the calculated linear trends of the temperature extreme time sequence on a significance level of 0.05 through a non-parameter Mann-Kendall test method;
d, determining the relation between the temperature extremum data and the circulating field data and the large-scale circulating mode index data by adopting a Pearson correlation analysis method;
and e, quantifying the statistical significance of the circulating current field data and the large-scale circulating current mode index data based on a factor analysis method, respectively identifying factors contributing to the temperature extremum, and reflecting the interaction relation among the factors, namely quantifying the influence of the interaction between a single circulating current field or a single large-scale circulating current mode and the temperature extremum, a plurality of circulating current fields on the temperature extremum and the influence of the interaction between a plurality of large-scale circulating current modes or positive and negative phases thereof on the temperature extremum.
The present invention will be described in further detail with reference to the drawings and examples, so that the objects, features and advantages of the present invention can be more clearly understood.
Examples: as shown in fig. 1, the present invention provides a method for assessing temperature extremum changes. Firstly, acquiring extreme value index data related to temperature through a high-precision grid point land-surface climate extreme event index data set of HadEX 3; re-analyzing the data through ERA5 to obtain circulating field data such as 500hPa wind field, 500hPa potential height, sea level pressure and the like; and acquiring ENSO, PDO, PNA, AO, NAO and other large-scale circulation mode index data through the national weather service. Secondly, carrying out EOF decomposition on the data, and further carrying out trend change analysis on the expansion temperature extreme value according to the minimum two-component regression and Mann-Kendall test based on different time scales and different seasons; extracting corresponding circulating flow field and large-scale circulating flow mode data according to the occurrence period of the temperature extremum, and identifying factors affecting single circulating flow field and large-scale circulating flow mode indexes of the temperature extremum through Pearson correlation analysis; further, factors that significantly contribute to the temperature extremum are identified based on a factor analysis method, and the impact of the interaction effect between these key factors on the temperature extremum is quantified. The invention can simultaneously consider single and multiple circulation fields and large-scale circulation mode indexes, and quantify the significance of the influence of the interaction between the single circulation field and the multiple circulation fields on the temperature extreme value change, thereby revealing the mechanism of the change of the trend of the temperature extreme value.
Compared with the prior art, the invention has the beneficial effects that: an analysis method of temperature extremum and its influence mechanism of different time scales is provided, and the influence of interaction of multiple influence factors on the temperature extremum is quantified at the same time.

Claims (1)

1. A method for assessing temperature extremum changes, comprising the steps of:
step a, respectively acquiring temperature extremum data, circulating field data and large-scale circulating mode index data; the definition of the temperature extremum data is formulated by a world meteorological organization WMO climate change detection and index expert group ETCCDI, and is obtained by covering a land climate extremum event index data set HadEX3 with the accuracy of 1.875 multiplied by 1.25 longitude and latitude from 1901 to 2018, and specific indexes comprise a daily maximum air temperature value TXx, a daily minimum air temperature value TNx, a daily maximum air temperature value TXn, a daily minimum air temperature value TNn, a cold night TN10p, a warm night TN90p, a cold day TX10p and a hot day TX90p; the circulating field data comprise sea level pressure SLP, 500hPa wind field and 500hPa potential height of ERA5 re-analysis data; the large-scale circulation mode data is an index for measuring a natural variable rate mode, is time series data taking the day as a scale, and comprises Echinono and southern Taon movement ENSO, pacific ten year Taon movement PDO, north Atlantic Taon movement NAO, north America Taon movement AO and Pacific-North America remote related PNA;
analyzing temperature extreme values from time sequences and space scales according to different time dimensions of each year, years, summer and winter by using an empirical orthogonal function EOF method, and identifying regions with extreme high temperature and low temperature in summer in northern hemisphere regions; the specific treatment process of the EOF method is as follows: setting the number of lattice points of the temperature extreme value as m and the time sequence length as n, firstly, processing the temperature extreme value data into a distance flat form to obtain a matrix X related to the time and space of the temperature extreme value m×n =[x ij ]I=1, 2, …, m, j=1, 2, …, n, wherein the i-th row represents the value of the temperature extremum x at position i and the j-th column represents the value of the temperature extremum x at instant j; next, for matrix X m×n Performing an orthogonal decomposition, wherein the characteristic vector of the orthogonal decomposition corresponds to a space function S capable of reflecting the space distribution characteristics of the variables, the principal component of the decomposition of the orthogonal decomposition corresponds to a time function T capable of reflecting the change of the space mode with time, and the orthogonal decomposition is expressed as X m×n =s×t; the j-th space field of the temperature extremum is expressed as linear superposition of m typical space fields according to different time coefficients, wherein each column of a space function S represents one space typical field, each row of a time function T represents a time coefficient, when a research variable is a summer temperature extremum of 30 years in a northern hemisphere region, a first eigenvector obtained by using the EOF method through orthogonal decomposition is a characteristic field with the most similar temperature extremum of 30 years from a flat field, so that a region with extreme high temperature and low temperature in summer in the northern hemisphere region is identified;
calculating linear trends of the temperature extreme time sequence according to different time dimensions of each year, years, summer and winter through a least squares regression method, and evaluating statistical significance of the calculated linear trends of the temperature extreme time sequence on a significance level of 0.05 through a non-parameter Mann-Kendall test method;
d, determining the relation between the temperature extremum data and the circulating field data and the large-scale circulating mode index data by adopting a Pearson correlation analysis method;
and e, quantifying the statistical significance of the circulating current field data and the large-scale circulating current mode index data based on a factor analysis method, respectively identifying factors contributing to the temperature extremum, and reflecting the interaction relation among the factors, namely quantifying the influence of the interaction between a single circulating current field or a single large-scale circulating current mode and the temperature extremum, a plurality of circulating current fields on the temperature extremum and the influence of the interaction between a plurality of large-scale circulating current modes or positive and negative phases thereof on the temperature extremum.
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