ArcGIS空间校正工具在坐标转换工作中的应用与精度分析

简述了我国在不同时期采用的坐标系统,坐标系的转换方法,Arc GIS空间校正工具的组成,仿射工具在实际工作中的应用方法及精度分析。     

基于ELM的风电场短期风速订正技术研究

风速预测是风电场风功率预测的基础,其准确度严重影响着风电场的运行效率。为了提高短期风速预测的准确性,本研究采用了WRF中尺度数值模式,对我国东部沿海某风电场的风速进行预报。在此基础上,利用极限学习机算法(ELM)对WRF模式预报的风速进一步订正。实验结果表明,WRF模式对风速、风向等气象要素有着较好的回报效果,利用ELM算法对WRF模式预报风速进行订正后,预报风速的误差进一步减小,相对均方根误差和相对平均绝对误差降低了20%～30%。与其他的智能算法(BP神经网络、SVM算法)对比分析后得出,ELM算法对WRF模式预报风速具有较好的订正效果,能够有效提高风速预报准确率。     

利用GPS可降水量校正MODIS近红外水汽数据

针对MODIS近红外水汽产品精度不足以及地基GPS技术解算的大气可降水量地理分布不连续的问题,提出一种利用地基GPS可降水量来校正MODIS水汽产品从而得到区域性连续分布的高精度可降水量的方法。利用GAMIT软件和地基GPS数据解算出IGS站点的大气水含量,建立GPS可降水量与MODIS近红外水汽产品的回归分析模型得到最终的校正结果。通过与实测气象站数据对比分析可知,所提方法有效地结合了MODIS和地基GPS两种遥感水汽技术的优点,能够得到高精度、地理分布连续的大气可降水量,研究结果可为实时天气预报、气候监测等工作提供参考。     

T639预报气温产品误差分析与订正

由于T639数值预报模式对具体区域预报有一定偏差,为了更好的利用该模式做出山东即墨本区域各自动站气温预报,制定订正方法,将订正方法运用到实际业务中,推广到相关单位,提高气温预报准确率,本文利用2013年1月至2015年12月山东省即墨市8个区域自动站的最高(低)气温实况和对应的T639数值预报24小时2m气温预报产品进行了日最高(低)气温的预报准确率、相对误差分析,并结合风向风速预报结论和地形分区,运用综合订正、季节订正、风向订正和风速订正4种误差订正方法,在对比检验的基础上,得出如下结论:在4种订正方法中,预报准确率最高为综合订正方法。     

地形改正与地形直接影响的转化关系

传统的第三边值问题的解算方法有Molodensky算法和Stokes-Helmert算法两种。在Molodensky算法中使用的地形改正和Stokes-Helmert算法中使用的直接影响均由大地水准面外地形产生,因而必然存在关系。本文通过推导给出了直接影响是地形改正、层间改正与压缩地形影响3项之和的结论。在此基础上,给出了直接影响的质量线平面积分算法、质量棱柱平面积分算法和地形改正的球面积分算法。此外本文还推导了布格球冠层间改正算法。通过实验得出,直接影响的质量线平面积分算法和质量棱柱平面积分算法与传统球面积分算法的差异分别为3.81和1.64 m Gal;地形改正球面积分算法与传统质量线、质量棱柱平面积分的差异分别为3.92和1.69 m Gal。该结果说明,本文推导的直接影响与地形改正的关系式是正确有效且实用的。     

DEM 网格间距对重力近区地形改正精度影响及验证

利用分形随机算法建立平地、丘陵和山地3种精细地形仿真场景,将DEM逐级重采样为不同网格间距,分析不同DEM网格间距对3种地形的重力近区地形改正误差影响。发现随着DEM网格间距的增加,近区地形改正误差随之增大。对于平地,使用1∶10 000的DEM,网格间距为5m仍能够满足规范要求;对于丘陵地,使用1∶5 000的DEM,网格间距为2.5m能够满足规范要求;对于山地,使用1∶1 000的DEM,网格间距1m能够满足规范要求。通过消费级无人机获取丘陵地精细地形,验证地形仿真的结论,同时说明消费级无人机能够应用于重力近区地形改正。     

太湖水质参数的遥感监测研究

以太湖为研究对象,对TM各波段辐射率与水质参数进行拟合,分析了TM各波段经6S模型大气校正和未经校正直接拟合在监测内陆湖泊水质中的可行性。结果表明:TM波段经6S模型校正后能与太湖水质参教进行较好的匹配,同时通过实验得到了太湖地区水质参数的实用性回归公式。     

大洋底质调查钢丝绳的倾斜校正

根据“东方红 2”调查船 3次大洋底质调查获得的实放钢丝绳长度、钢丝绳倾斜角度、船舶漂移速度等数 1 0个实测数据 ,通过统计分析得到了放钢丝绳长度与钢丝绳倾斜角度之间的经验关系公式。依据该经验公式进行倾斜校正比用余弦法进行校正少放钢丝绳数百至一千多米。该公式适用条件 :水深 2 0 0 0～ 6 0 0 0 m,钢丝绳倾角 0～ 5 5°     

Improved Arctic Ocean Mass Variability Inferred from Time-Variable Gravity with Constraints and Dual Leakage Correction

Abstract

The ocean mass variability inferred from Gravity Recovery and Climate Experiment (GRACE) satellites mission is challenged by the stripes and the leakage across land-ocean boundary. The recently released GRACE mascons solutions are advanced by applying constraints that remove efficiently the stripes and dual leakage correction that restores the coastal ocean mass variability. Here we quantitatively evaluate the improvement in the Arctic Ocean mass variability by GRACE mascons. To do so, we compare the combination of GRACE solutions (including the mascons solutions and traditional spherical harmonic coefficients (SHCs) solutions) and the steric estimates against the altimeter observations. Our results suggest that mascons solutions produce stronger correlations compared to SHCs solutions, especially along the coastal zone, indicating the importance of the dual leakage correction. Stronger correlation is produced by the mascons over a small basin in the interior of the Arctic Ocean, suggesting that mascons solutions deliver better ocean mass variability than the SHCs solutions. Since the comparisons are carried out over two sub-basins, we conclude that mascons are able to provide better regional ocean mass variability that may have implications for regional sea level budget, in particular over the coastal zone.     

Bedload yields for sand‐bed streams in the Ngarradj Creek catchment,Northern Territory,Australia

Bedload yields were calculated by 39 methods at the East Tributary gauge, nine methods at Upper Swift Creek gauge and 11 methods at Swift Creek gauge in the Ngarradj Creek catchment in northern Australia. These methods involved combining various significant bedload rating curves determined for a measured bedload data set for a 4‐year period with either the hourly or daily hydrographs or flow duration curves for the same period, 1 September 1998 to 31 August 2002. Bedload ratings were both statistically significant (ρ ≤ 0.05) and explained at least 60% of the variance in bedload flux. Bias corrections were used with all methods based on log₁₀‐transformed ratings. Estimated mean annual bedload yields varied by three orders of magnitude at the East Tributary gauge and by two orders of magnitude at Upper Swift Creek and Swift Creek gauges. Hourly discharges usually produced higher estimated yields than daily discharges. The bedload rating‐flow duration curve technique overestimates yields and bias correction methods always produce even higher yields. Ratings using both immersed bedload weight and adjusted immersed bedload weight always under‐predicted yields because they contain an implicit threshold of motion condition that is at least four times greater than that predicted by Bagnold's threshold equation. Such a result questions the applicability of Bagnold's threshold equation to the Ngarradj Creek catchment. The best estimates of mean annual bedload yield at East Tributary, Upper Swift Creek and Swift Creek gauges are 600 ± 170 (SE), 1065 ± 150 and 1795 ± 270 t/year, respectively. © 2015 Commonwealth of Australia. Hydrological Processes © 2015 John Wiley & Sons Ltd.