River ice and water temperature prediction on the Danube

IF 1.4 Q2 GEOGRAPHY Hungarian Geographical Bulletin Pub Date : 2021-09-30 DOI:10.15201/hungeobull.70.3.1
Zoltán Árpád Liptay, S. Czigány, E. Pirkhoffer
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引用次数: 1

Abstract

This paper presents a modification of the theory of weighted mean temperatures for rivers. Rodhe, B. (1952) assumed the dominance of sensible heat transfer on ice formation. We aimed to improve the method for the evaluation of ice and water temperature based on a relatively low number of inputs. We further developed the model by introducing the effect of pre-existing ice, hence increasing the accuracy of the model on the timing of ice disappearance. Prediction accuracy of ±1 day was reached for the timing of the appearance of ice. Additional outputs have also been added to the model, including the termination of ice and the prediction of water temperature. The temperature calculation had a coefficient of determination of 95 percent, and a root mean square error of 1.33 °C during the calibration period without the use of observed water temperatures. The validation was carried out in a forecasting situation, and the results were compared to the energy balance.
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多瑙河的冰和水温预报
本文对河流加权平均温度理论进行了修正。Rodhe,B.(1952)认为显热传递在冰的形成中占主导地位。我们旨在改进基于相对较低数量输入的冰和水温评估方法。我们通过引入预先存在的冰的影响进一步发展了该模型,从而提高了该模型对冰消失时间的准确性。冰出现时间的预测精度达到±1天。该模型还增加了额外的输出,包括冰的终止和水温的预测。在不使用观测水温的校准期间,温度计算的确定系数为95%,均方根误差为1.33°C。验证是在预测情况下进行的,并将结果与能量平衡进行了比较。
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来源期刊
Hungarian Geographical Bulletin
Hungarian Geographical Bulletin Social Sciences-Geography, Planning and Development
CiteScore
3.20
自引率
0.00%
发文量
24
审稿时长
24 weeks
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