共查询到19条相似文献，搜索用时 312 毫秒
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利用Topex/Poseidon(T/P)、Jason-1和Jason-2卫星24a的原始轨道及6a的变轨轨道高度计资料,对浙江近海区域内进行潮汐调和分析,得到8个主要分潮(Q_1、O_1、P_1、K_1、N_2、M_2、S_2和K_2)的调和常数.比较卫星轨道交叉点处潮汐调和常数结果显示,8个分潮总体综合误差在原始轨道,变轨轨道及原始轨道与变轨轨道交叉点处的和方根RSS值分别为3.16、7.02、5.54cm;用卫星高度计资料及31个近岸验潮站得到的潮汐分布与21个验潮站资料结果进行比较,M_2、S_2、N_2、K_1和O_1主要分潮的多点向量均方根偏差分别为4.32、3.64、1.97、2.61、1.83 cm;本研究结果与前人数值模拟结果比较显示M2、S2分潮在对比点处的多点向量均方根偏差在11、8 cm左右,最后给出了浙江近岸及近海区域更为精确的5个主要分潮(M_2、S_2、N_2、K_1和O_1)的同潮图. 相似文献
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《海洋湖沼通报》2020,(2)
本文基于FVCOM海洋模式,采用高分辨率非结构三角形网格,构建了渤、黄海区域的数值模型,对该海域M_2,S_2,N_2,K_2,K_1,O_1,P_1和Q_1八个主要分潮进行数值模拟。考虑实际岸线和水深情况,模型采用干湿网格可以较好模拟出沿岸的潮汐潮流。通过沿岸20个验潮站实测调和常数资料对模拟结果进行验证,M_2、S_2、K_1、O_1分潮振幅绝对平均偏差分别为4.57cm、4.62cm、3.84cm、4.86cm,迟角绝对平均偏差分别为6.78°、4.60°、3.81°、6.02°,计算值与观测值较为接近;表层潮流椭圆分布基本反映了渤、黄海海域的潮流特性,其中M_2分潮潮流最大流速在朝鲜半岛西北部海区可以超过190cm/s。 相似文献
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采用南海海域60个验潮站和22个TOPEX/Poseidon卫星高度计轨道交叉点的调和常数资料,对比了TPXO7.2、GOT00.2、NAO.99b和DTU10四种全球大洋潮汐模式M2、S2、K1、O1四个主要分潮调和常数在南海的准确度。为了准确评估这四种大洋潮汐模式在南海不同区域的准确度,本研究将南海分成了8个区分别进行了对比。结果表明,南海北部和东部区域,4个分潮都是DTU10准确度最高;南部区域,M2和O1分潮GOT00.2的偏差最小,S2和K1分潮DTU10的偏差最小。总体而言,在进行南海潮汐数值模拟选择开边界条件时,建议以DTU10模式为主,并利用GOT00.2模式作适当调整。还简单分析了南海M2、S2、K1、O1四个主要分潮的潮汐分布特征。 相似文献
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利用浙江近岸33个潮位站的8个主要分潮(M_2,S_2,N_2,K_2,K_1,O_1,P_1和Q_1)的调和常数和潮高,对7个全球/区域潮汐模式(CSR4.0,FES2012,HAMTIDE11a,TPXO7.2,TPXO8-atlas,TPXO-CSI2016和NAO99Jb)的准确度进行了评估。以M2分潮的潮高均方根误差大小为标准,评估结果显示FES2012模式在浙江近海的准确度相对较高,33个潮位站平均的M2分潮潮高均方根误差为22.12cm。各模式在杭州湾和瓯江4个测站的准确度普遍较低,多模式平均的M2分潮潮高均方根误差都超过70cm。若不考虑上述4个测站,TPXO8-atlas模式的准确度最高,29个潮位站平均的M2分潮潮高均方根误差为16.38cm。综合来看,FES2012和TPXO8-atlas在浙江近海的准确度较高,可根据实际研究区域和分潮加以选择。 相似文献
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对粤西海域水东、湛江、硇州岛、南渡和海安验潮站各1年水位资料进行了调和分析及统计。结果表明:粤西海域北部湛江、水东、硇洲岛、南渡4站主要分潮为M_2、K_1、S_2和O_1,是不规则半日潮;而南部海安站主要分潮为O_1和K_1分潮,是不规则日潮。粤西沿岸各站浅水分潮和平均水位从北到南有减小趋势。在日潮不等方面,粤西沿岸验潮站都存在明显的日潮高、日潮时不等现象。日潮时不等总体上从北到南有降低的趋势,北部湛江、水东和硇州岛涨潮时间比落潮长1~1.5 h,南部南渡和海安两站涨、落潮时相差不大。另外,调和分析和经验公式不再适用于南渡站,南渡河入海口处堤闸工程是主要原因。这为粤西海域环境资源开发、航运活动等提供环境支持和保障。 相似文献
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杭州湾潮汐潮流的数值计算 总被引：10，自引：2，他引：10
本文应用有限差分方法,对杭州湾的潮汐、潮流进行了数值计算,得到了全日((O_1+K_1)/2)、半日(M_2)和浅水(M_4,M_6)分潮的调和常数。计算结果与实测符合良好。文章根据计算结果描述了杭州湾的潮汐、潮流的分布及其特性。 相似文献
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用 T_TIDE 潮汐分析工具对青岛港口2019 年1—12 月逐时潮高资料进行不同时段的调和分析,计算其调和常数,并总结该港口潮汐特征。从 2019 年全年的调和分析结果中选择不同分潮建立调和预报模型,对2019 年1 月的潮高进行预测,通过相对误差、判定系数结果分析,确定最优调和预报模型。结果表明:青岛港口为正规半日潮港,以太阴主要半日分潮 M2分潮为主,其次为太阳主要半日分潮 S2 、太阴主要椭率半日分潮 N2 、太阴-太阳赤纬全日分潮 K1和太阴赤纬全日分潮 O1等分潮;对比不同时间长度的分潮振幅及平均海平面,可知其与用于调和分析的潮位资料长度几乎无关。分潮由5 个增加至24 个可明显改进预报效果,再增加几乎没有改进,故选用24 个分潮为最优的调和预报模型。为验证模型具有良好的实用性,对五号码头的实测潮汐数据进行分析预报,进而可知建立的模型能够较好地预报青岛港附近海域的潮汐变化。 相似文献
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吕宋海峡由于剧烈变化的地形成为内潮产生的源地,内潮是海洋混合的重要原因。为了认知南海的内潮能通量分布,对南海的内潮有更好的理解,本文利用21世纪以来发射的多颗高度计卫星:J2、J1T、GFO以及EN,提取了吕宋海峡附近内潮的能通量。研究使用了调和分析和高通滤波等方法来提取第一模态内潮,主要提取K_1,K_2,M_2,N_2,O_1,P_1,Q_1和S_2八个分潮。同时结合WOA数据对能通量进行计算。结果表明,目标区域潮汐以全日分潮为主,所选区域的全日分潮中K_1所占比例最大;半日分潮中M_2分潮最强,而内潮的能通量则是M_2分潮所占最大,在吕宋海峡区域M_2能通量为6.45GW。内潮主要产生在地形变化剧烈的地方,海域的大部分地区内潮能量很小。在吕宋海峡中部,全日分潮能通量要小于南部地区,而半日分潮则有较大值。 相似文献
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Distribution of 9 Principal Tidal Constituents and Tide Prediction for the East China Sea 总被引：5，自引：0，他引：5
QIAN Chengchun 《中国海洋工程》2000,14(4):541-548
By use of the hydrodynamic model,the harmonic constants of 8 principal tidal constituents(Q_1,O_1,P_1,K_1,N_2,M_2,S_2andK_2)are obtained for the East China Sea,and the harmonic constant ofS_a is calculated by two-dimensional interpolation.The calculated results agree well with the observed dataaround the sea.The harmonic constants can be used to predict the tide in the East China Sea.The cotidalcharts of the 9 tidal constituents reveal their distribution. 相似文献
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The published global ocean tide models show good agreement in deep oceans and exhibit differences in complex coastal areas, along with subsequent Ocean Tide Loading Displacement (OTLD) modeling differences. Meanwhile, OTLD parameters (amplitudes and phase lags) derived by Global Positioning System (GPS) Precise Point Positioning (PPP) approach need long time to converge to a stable state and show poor precision of S2, K1, and K2 constituents. Based on the fact that no constraint is imposed in the current kinematic solution, a new method is put forward, in which global ocean tide model predictions are taken as the priori information constraints to speed up the convergence rate and improve the accuracy of the GPS-derived OTLD parameters. First, the data of tide gauge from 01 January 2014 to 31 December 2016 are used to generate the harmonic parameters to evaluate the accuracy of six global ocean tide models and a regional ocean tide model (osu.chinesea.2010). Osu.chinesea.2010 model shows good agreement with the tide gauge results, while NAO99b model presents relatively large difference. The predictions from osu.chinesea.2010 and NAO99b model are employed as reference and the prior information, respectively. Second, continuous observations of 12 GPS sites during 2006–2013 in Hong Kong are collected to generate three dimensional OTLD amplitudes and phase lags of eight constituents using PPP with prior information constraints approach and harmonic analysis. Third, comparing the convergence time of eight constituents from PPP without and with priori information constraints approaches, the results show that the new method can significantly improve the convergence rate of OTLD amplitude estimates which obtain a certain level of stability seven years earlier than that derived by the PPP without priori information constraints. Precision of OTLD parameters derived by the new method is about 1 mm. By comparing with the precision of single PPP approach, the accuracy of eight constituents has been improved, especially for S2, K1, and K2 constituents. Finally, through comparing the different correction effects of OTLD estimates on the coordinates and their time series of the ground GPS stations, the results show that OTLD estimates derived by the new approach have similar influence as the osu.chinasea.2010 ocean tide model. The new method provides an effective means to improve the convergence and precision of the GPS-derived OTLD parameters, and achieve a similar correction as the high precision ocean tide model. 相似文献
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本研究利用渤海、黄海、东海及周边区域21个GPS站的调和常数资料,对5个全球垂向位移负荷潮模式（FES2014、EOT11a、GOT4.10c、GOT4.8和NAO.99b）在渤海、黄海、东海及周边区域的准确度进行了评估。结果表明,在渤海、黄海、东海及周边区域,对于M2分潮,FES2014和EOT11a模式结果准确度相对较高;对于S2分潮,NAO.99b和EOT11a模式结果准确度相对较高;对于K1分潮,EOT11a和FES2014模式结果准确度相对较高;对于O1分潮,EOT11a和GOT4.8模式结果准确度相对较高;对于N2分潮,EOT11a和FES2014模式结果准确度相对较高;对于K2分潮,NAO.99b和FES2014模式结果准确度相对较高;对于P1分潮,EOT11a和GOT4.8模式结果准确度相对较高;对于Q1分潮,FES2014和EOT11a模式结果准确度相对较高。除此之外,本文还简单分析了渤海、黄海、东海及周边区域8个主要分潮的垂向位移负荷潮分布特征。 相似文献
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世界大洋潮波特征的比较分析 总被引：1，自引：0，他引：1
对TOPEX/Poseidon(以下简称T/P)高度计资料直接分析得到4个主要分潮(M2,K1,S2和O1)的调和常数,并与5个全球大洋潮波模式的模拟结果和138个验潮站观测资料的分析结果进行了系统比较,得出如下结论:在深水大洋,高度计资料直接分析结果与潮波模式模拟结果较一致;模拟出的无潮点的个数和位置也较一致;半日分潮模拟结果比全日分潮要好。5个模式模拟结果之间的差异相对较小,振幅的绝对偏差在1.0 cm左右,迟角的绝对偏差在10(°)左右。在陆架浅海,不同模型结果差异相对较大。高度计资料直接分析结果比模式模拟结果普遍偏小,尤其在陆架浅海更是如此。 相似文献
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应用MIKE数值模拟软件,采用无结构三角形网格,建立一套计算区域包括整个渤海、黄海、东海以及东海大陆架和琉球群岛的高分辨率数值模型,考虑了实际水深和岸线,外海开边界采用西北太平洋大模型结果的潮位提供,模拟了东中国海潮波的波动过程,对潮波垂直运动过程进行调和分析,得到了渤海、黄海、东海的M2,S2,K1,O1以及N2,K2,P1,Q1八个主要分潮的传播和分布特征。利用中国沿海14个潮位站的调和常数对模型结果进行了验证,验证结果显示模型较为准确可靠。研究结果表明:4个主要半日潮(全日潮)在渤、黄、东海的传播情形基本相似,即潮波在渤海、黄海、东海沿岸的传播性质上类似沿岸开尔文波的传播形态,并且成功再现了计算海域的4个半日分潮无潮点和2个全日分潮无潮点。全日潮振幅各无潮点附近振幅最小,而海湾的波腹区振幅最大,东海潮差呈现近岸方向振幅大、离岸方向振幅小,浙闽沿海振幅也较大,黄海振幅相对较小,渤海振幅在辽东湾和渤海湾顶最大,两个无潮点周边振幅较小。 相似文献
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Satellite altimetry observations and tide gauge data are invaluable tools to diagnose and resolve tidal constituents over the Oceans and Seas. The aim of this study is to introduce a new purely empirical tide model named TM-IR01 in the Persian Gulf, Oman Sea, and North Indian Ocean. The observations of three altimeter sensors including TOPEX/POSIDON, JASON1, and JASON2 and 13 coastal tide gauge (TG) stations are processed and analyzed in this research. First of all, the least square spectral analysis is utilized to recover the significant tide components and consequently the amplitude and phases of the constituents are found during the tide modeling. Finally, the analysis results are interpolated into a grid of 1/4° using the Kriging method. TM-IR01 model is validated by comparing with TG stations and global tide models. It is shown that for main tidal frequencies M2, S2, K1, and O1 the root mean square error (RMSE) between TM-IR01 and TG stations results are 0.372, 0.130, 0.141, and 0.084?m, respectively, and also the RMSE between TM-IR01 and FES2004 models are 0.231, 0.087, 0.027, and 0.042?m, respectively. Validating with FES2012 and Tpxo7.2, the results obtained are close to the above values. 相似文献
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The tidal current in Kagoshima Bay is simulated by the two-dimensional subdomain finite-element method. At the open boundary, the sea level is forced to be oscillatory with a linear combination of the four harmonic constituents (M2, S2, K1, O1) of the tide. A calculation having only M2 sea level at the open boundary is also performed and the harmonic constants of M2 are compared with those calculated by the four components.In the calculated velocity vector, a large difference between the two maxima or the two minima in one day appears when the vector is directed to the open sea. On the other hand, when it is directed into the bay, the two extreme velocities are almost equal. In tide-killer residual flow, the flow pattern is almost independent of the tidal age; however, the absolute value of the current velocity depends on the tidal age. The pattern is nearly the same as that calculated by giving only M2 sea level at the open boundary.In relation to the nonlinear interaction, the kinetic energy ratio KER is defined by the ratio of kinetic energy of the induced harmonic components to that of harmonic constituents given at the open boundary. KER is large where the tidal current is disturbed by obstacles,e.g. along the west coast at the mouth of the bay and in the southern sea of Mt. Sakurajima. The distribution of KER seems to be independent of the number of harmonic constituents (one or four) given at the open boundary. The difference of kinetic energy of the M2 tidal constituent between the two calculations.i.e. with the open boundary conditions of four components (M2, S2, K1, O1) and of a single component (M2), is found to be large where the current velocity is large. 相似文献
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ABSTRACTThe performance of global tide models in China's seas is far worse than in deep water, owing to generally larger and more complex tides. An ocean tide model (named CST1) was developed by Princeton Ocean Model (POM) and blending assimilation technique, which includes 13 major constituents with a 1.2' × 1.2' spatial resolution. The nautical charts over the Chinese continental shelves and ETOPO1 database are used to generate the bathymetric grid model. The bottom friction coefficient is parameterized through a linear dependency on the depth of each grid. The weight parameter in blending assimilation is a function of the amplitude of constituent. Compared with 33 tide gauges along the Chinese coastline, the Root Sum Square (RSS) error of 8 major constituents is 12.09 cm, and the RSS of 4 major constituents (M2, S2, K1, O1) is 10.76 cm. CST1 with spatially interpolated residual water level was used to provide water level reducers for bathymetric survey. An example near amphidromic point of semi-diurnal constituents in the Yellow Sea demonstrated its process. Assessment showed that it can meet the required accuracies of standards of hydrographic surveys in China. The application proved that CST1 can predict adequately precise astronomical tide level, and is potentially economical and the best approach to provide water level reducers, although some checks should be made in survey planning stage. 相似文献