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A four-band index for both liquid and solid water and its applications in the Aral Sea Basin
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作者 Bing YUE Xi CHEN +6 位作者 saibo li Zhengping DU John WILSON Junhui YANG Yimen JIAO Shuangyan HUANG Chenghu ZHOU 《Science China Earth Sciences》 SCIE EI CAS CSCD 2024年第3期769-788,共20页
Various investigations have been conducted to analyze the water-coverage area of the Aral Sea and the Aral Sea Basin(ASB). However, the investigations incorporated considerable uncertainty and the used water indices h... Various investigations have been conducted to analyze the water-coverage area of the Aral Sea and the Aral Sea Basin(ASB). However, the investigations incorporated considerable uncertainty and the used water indices had misclassification problem, which made different research groups present different results. Thus we first ascertain the boundaries of the ASB, the Syr and Amu river basins as well as their upper, middle and lower reaches. Then a four-band index for both liquid and solid water(ILSW) is proposed to address the misclassification problems of the classic water indices. ILSW is calculated by using the reflectance values of the green, red, near infrared, and thermal infrared bands, which combines the normalized difference water index(NDWI) and land surface temperature(LST) together. Validation results show that the ILSW water index has the highest accuracy by far in the Aral Sea Basin. Our results indicate that annual average decline of the water-coverage area was 963 km^(2) in the southern Aral Sea, whereas the northern Aral Sea has experienced little change. In the meanwhile, permanent ice and snow in upper reach of ASB has retreated considerably. Annual retreating rates of the permanent ice and snow were respectively 6233and 3841 km^(2) in upper reaches of Amu river basin(UARB) and Syr river basin(USRB). One of major reasons is that climate has become warmer in ASB. The climate change has caused serious water deficit problem. The water deficit had an increasing trend since the 1990s and its increasing rates was 3.778 billion m^(3) yearly on average. The total water deficit was 76.967 billion m^(3) on average in the whole area of ASB in the 2010s. However, up reaches of Syr river basin(USRB), a component area of ASB, had water surplus of 25.461 billion m^(3). These conclusions are useful for setting out a sustainable development strategy in ASB. 展开更多
关键词 Aral Sea Basin Syr river basin Amu river basin Water indices Water-coverage area Water deficit Climate change
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A fundamental theorem for eco-environmental surface modelling and its applications 被引量:7
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作者 Tianxiang YUE Na ZHAO +37 位作者 Yu liU Yifu WANG Bin ZHANG Zhengping DU Zemeng FAN Wenjiao SHI Chuanfa CHEN Mingwei ZHAO Dunjiang SONG Shihai WANG Yinjun SONG Changqing YAN Qiquan li Xiaofang SUN lili ZHANG Yongzhong TIAN Wei WANG Ying’an WANG Shengnan MA Hongsheng HUANG Yimin LU Qing WANG Chenliang WANG Yuzhu WANG Ming LU Wei ZHOU Yi liU Xiaozhe YIN Zong WANG Zhengyi BAO Miaomiao ZHAO Yapeng ZHAO Yimeng JIAO Ufra NASEER Bin FAN saibo li Yang YANG John PWILSON 《Science China Earth Sciences》 SCIE EI CAS CSCD 2020年第8期1092-1112,共21页
We propose a fundamental theorem for eco-environmental surface modelling(FTEEM) in order to apply it into the fields of ecology and environmental science more easily after the fundamental theorem for Earth’s surface ... We propose a fundamental theorem for eco-environmental surface modelling(FTEEM) in order to apply it into the fields of ecology and environmental science more easily after the fundamental theorem for Earth’s surface system modeling(FTESM). The Beijing-Tianjin-Hebei(BTH) region is taken as a case area to conduct empirical studies of algorithms for spatial upscaling, spatial downscaling, spatial interpolation, data fusion and model-data assimilation, which are based on high accuracy surface modelling(HASM), corresponding with corollaries of FTEEM. The case studies demonstrate how eco-environmental surface modelling is substantially improved when both extrinsic and intrinsic information are used along with an appropriate method of HASM. Compared with classic algorithms, the HASM-based algorithm for spatial upscaling reduced the root-meansquare error of the BTH elevation surface by 9 m. The HASM-based algorithm for spatial downscaling reduced the relative error of future scenarios of annual mean temperature by 16%. The HASM-based algorithm for spatial interpolation reduced the relative error of change trend of annual mean precipitation by 0.2%. The HASM-based algorithm for data fusion reduced the relative error of change trend of annual mean temperature by 70%. The HASM-based algorithm for model-data assimilation reduced the relative error of carbon stocks by 40%. We propose five theoretical challenges and three application problems of HASM that need to be addressed to improve FTEEM. 展开更多
关键词 HASM FTEEM Spatial upscaling Spatial downscaling Spatial interpolation Data fusion Model-data assimilation Model coupling
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生态环境曲面量子机器学习
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作者 岳天祥 刘熠 +16 位作者 杜正平 John Wilson 赵东一 王宇 赵娜 史文娇 范泽孟 赵小敏 张嵚 黄宏胜 邬清元 周伟 焦毅蒙 徐喆 李赛博 杨阳 傅伯杰 《Science Bulletin》 SCIE EI CSCD 2022年第10期1031-1033,M0004,共4页
通过晶体管小型化增加芯片上的晶体管数量一直是计算进步的最基本部分.然而,晶体管小型化已达到极限水平.与此同时,现有计算机已无法满足许多实际问题对计算资源的巨大需求.幸运的是,量子计算机初见端倪.有关研究表明,54量子比特的量子... 通过晶体管小型化增加芯片上的晶体管数量一直是计算进步的最基本部分.然而,晶体管小型化已达到极限水平.与此同时,现有计算机已无法满足许多实际问题对计算资源的巨大需求.幸运的是,量子计算机初见端倪.有关研究表明,54量子比特的量子计算机在数分钟内就可完成传统计算机需要用1万年才能完成的计算任务;机器学习可提高量子算法的精度.机器学习方法可区分为监督学习、非监督学习、强化学习和多法混合学习.本文引入的高精度曲面建模(HASM)方法是一种强化学习方法,它可转换为大型线性稀疏系统.这个大型线性系统可运用HHL量子算法进行求解.我们将HASM机器学习与HHL量子算法的合成称为HASM-HHL量子机器学习.训练实验表明,精度设置对HASM-HHL性能和量子电路参数有很大影响;量子计算对量子比特总数的需求依赖于计算域的栅格总数.运用HASM-HHL模拟整个地球表面时,在1 km×1 km空间分辨率,需要40量子比特;在1 m×1 m空间分辨率,需要45量子比特.HASM-HHL可实现相对传统计算机算法的指数级加速.由于HASM已成功应用于各种空间尺度的数字高程模型构建以及生态多样性变化、人口动态、土壤属性动态、食物供给动态、碳储量动态、二氧化碳浓度变化、气候变化和新冠病毒传播动态等的模拟分析,HASM-HHL有望成为模拟分析地球表层系统及其生态环境要素的通用量子机器学习平台. 展开更多
关键词 量子计算机 机器学习 强化学习 量子算法 非监督学习 计算机算法 混合学习 二氧化碳浓度
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