共查询到19条相似文献，搜索用时 171 毫秒
1.
2017年5月7日,在弱天气尺度强迫下,广州发生了暖区特大暴雨,局地发展迅速,降水强度极端,多家业务模式出现了漏报情况。为了探究此次降水过程模式预报的不确定性,采用条件非线性最优参数扰动（Conditional Nonlinear Optimal Perturbation related to Parameters,CNOP-P）方法筛选出最能体现中小尺度系统非线性误差增长特征的关键物理参数,以此构造CNOP-P-RP模式扰动方案,并基于CMA-Meso模式进行对流尺度集合预报试验,最后探究了CNOP-P关键参数影响局地对流发生、发展不同阶段的物理机理。结果显示,不同降水阶段的CNOP-P敏感参数主要与垂直扩散、云雨自动转换或其他水成物向雨滴的转换有关。与业务上常用的随机物理倾向扰动（Stochastically Perturbed Parameterization Tendencies,SPPT）方案相比,在本次降水过程中,基于CNOP-P-RP方案构造的集合预报试验具有更高的降水和地面要素的概率预报技巧,集合预报系统可靠性也占优。进一步分析发现,垂直扩散不确定性导致的山前温度梯度和... 相似文献
2.
数值天气预报和气候预测可预报性研究的若干动力学方法 总被引：4，自引：2，他引：2
简要回顾了数值天气预报和气候预测可预报性研究的若干动力学方法,包括用于研究第一类可预报性问题的线性奇异向量（LSV）和条件非线性最优初始扰动（CNOP-I）方法,以及Lyapunov指数和非线性局部Lyapunov指数方法。前两种方法用于研究预报或预测的预报误差问题,可以用于估计天气预报和气候预测的最大预报误差,而且根据导致最大预报误差的初始误差结构的信息,这两种方法可以用于确定预报或预测的初值敏感区。应该指出的是,LSV是基于线性化模式,对于描述非线性大气和海洋的运动具有局限性。因而,对于非线性模式,应该选择使用CNOP-I估计最大预报误差。Lyapunov指数和非线性局部Lyapunov指数可以用于研究第一类可预报性问题中的预报时限问题,前者是基于线性模式,不能解释非线性对预报时限的影响,而非线性局部Lyapunov指数方法则考虑了非线性的影响,能够较好地估计实际天气和气候的预报时限。第二类可预报性问题的研究方法相对较少,本文仅介绍了由我国科学家提出的关于模式参数扰动的条件非线性最优参数扰动（CNOP-P）方法,该方法可以用于寻找到对预报有最大影响的参数扰动,并可以进一步确定哪些参数最应该利用观测资料进行校准。另一方面,通过对比CNOP-I和CNOP-P对预报误差的影响,可以判断导致预报不确定性的主要误差因子,进而指导人们着力改进模式或者初始场。 相似文献
3.
《气象科学进展》2016,(6)
介绍了条件非线性最优扰动(Conditional Nonlinear Optimal Perturbation,CNOP)的定义及其在大气和海洋等可预报性研究中的应用。根据研究对象不同,CNOP分为与初始扰动有关的CNOP(CNOP-I)方法、与模式参数扰动有关的CNOP(CNOP-P)方法和同时考虑初始扰动和模式参数扰动的CNOP方法。目前,CNOP-I方法已经应用于ENSO、黑潮和阻塞可预报性以及热盐环流和草原生态系统稳定性的研究。此外,CNOP-I方法也被应用于探讨台风目标观测的研究,利用CNOP-I方法能够识别出台风预报的初值敏感区,通过观测系统模拟试验表明在初值敏感区增加观测能够有效改进台风的预报技巧。CNOP-P方法也在ENSO和黑潮可预报性以及热盐环流和草原生态系统稳定性研究中得到了应用。为了将CNOP方法应用于更多的领域,本文利用一个简单的Burgers方程,介绍了如何通过建立Burgers方程的切线性模式和伴随模式,从而利用非线性最优化算法计算获得CNOP。这一数值试验为将CNOP方法应用于更多的领域提供了借鉴。 相似文献
4.
《高原气象》2016,(6)
通过NCEP全球预报在不同地区的预报误差分析、包含大地形(亚洲青藏高原、北美落基山脉)与否的区域模拟试验、同化青藏高原地区人造观测的观测系统模拟试验,探讨了数值预报在青藏高原地区的不确定性对其下游地区预报的影响。结果表明:(1)数值模式在青藏高原地区的不确定性包括模式本身的动力与物理过程不确定性以及模式初值的不确定性,这种不确定性引起的预报误差会制约青藏高原下游地区预报性能;(2)若数值模拟区域不包含青藏高原地区,可避免青藏高原地区的模式不确定性引起的预报误差对下游地区的影响,提高下游地区预报技巧;(3)同化青藏高原地区"人造"加密观测资料,可有效减少数值预报在青藏高原地区的初值不确定性,进而减小青藏高原本区及其下游地区的预报误差、改进预报水平。 相似文献
5.
沙尘输送模式的不确定性分析 总被引：4，自引：1，他引：3
利用一个远距离输送的沙尘模式估计了由于参数化过程 (干沉降速度) 和输入资料 (源强和水平风场) 的误差造成沙尘模拟的不确定性。通过对以上参数分别进行敏感性试验, 分析了模式对2002年3月15～24日期间中国东部地区两次主要沙尘过程模拟的不确定性。结果显示, 源区的潜在源强和气象水平风场的不确定性对模拟结果的影响最大, 而干沉降速度的影响相对较小。同时, 对不同区域 ［西部 (＜95°E)、中部 (95°E～110°E) 和东部 (＞110°E)］ 的潜在源强和干沉降速度参数进行敏感性试验发现, 中部区域的参数设置对模拟结果的影响最大, 而西部和东部区域的参数变化对模拟结果的影响很小。此外, 不同高度的风场影响也不一样: 地面风速影响最大, 中层的影响较小, 而高层 (约6 km高度以上) 的风场几乎没有影响。 相似文献
6.
7.
“16·7”华北极端强降水过程对流尺度集合模拟试验不确定性分析 总被引：8，自引：7，他引：1
基于4km水平分辨率的WRF-ARW中尺度模式,对2016年7月19日华北地区的极端暴雨过程进行了不同降水微物理过程的对流尺度集合模拟试验。结果表明:各个成员模拟降水的强度、时空分布与观测实况较为接近,但也具有明显的不确定性。通过邻域检验的ETS评分、相关系数和均方根误差等指标进行评估表明,采用Morrison方案和WSM6_P2方案的集合成员表现较好,对流尺度集合模式在降水强度和准确度较全球数值模式预报有一定提升。频率检验表明集合预报在50 mm以下量级的预报存在过量预报的倾向,而100 mm以上的强降水预报相对偏弱。不同降水物理过程的集合成员在高空急流和地面气旋等关键天气尺度系统的发展过程中表现出明显的不确定性;通过降水量与整层可降水含量,低层相对涡度和垂直运动等诊断量的联合分析表明,集合成员可分为强降水集合和弱降水集合两类,其中强降水集合拥有较强的对流性回波、较明显的对流性下沉以及较强的地面冷池,强的潜热反馈也导致对流层中层出现相对较大的正位涡异常,并进一步影响天气系统发展。弱降水集合成员降水以暖云降水为主,对流性上升和地面冷池相对较弱,但较为接近本次以稳定性暖云降水为主的天气过程。检验模拟雷达回波表明双参量降水物理方案在反映层云回波亮带和层云与对流核的分离特征上更为清晰合理。利用WSM6物理方案参数设置的敏感性试验表明,不同参数组合设置的预报成员分别表达了强对流风暴和暖云强降水两种性质的强降雨过程,对于一次特定天气过程中的对流系统发展能够预计到更多的不确定性,展现了对流尺度集合预报的优越性。 相似文献
8.
选取了2001年8月发生于北京市的具有不同大尺度环流强迫特征的两次强降水过程,利用MM5模式和国家气象中心的T213预报资料,分析了模式非绝热物理过程对北京市暴雨数值预报的影响特征和不确定性,探讨了解决暴雨预报不确定性的集合预报方法,进行了多物理模式集合预报试验。试验结果表明:模式非绝热物理参数化方案对精细化预报结果有明显影响,包括局地降水强度、空间分布型态、时间演变特征等;在高分辨率模式中,采用积云对流参数化方案后,会出现更多的小量级降水预报,且不论是大尺度强迫较强的暴雨,还是大尺度强迫较弱的暴雨,对流参数化方案都是造成降水预报不确定性的重要因素。多物理集合预报的初步试验结果表明,高分辨率集合预报可提供有价值的预报信息,是解决灾害性天气预报不确定性的一种有效的技术方法,但就目前的模式水平而言,可重点发展降水集合预报,特别是强降水集合预报系统,以反映模式在降水预报中存在的不确定性。 相似文献
9.
数值天气预报和气候预测的可预报性问题 总被引：29，自引：7，他引：29
考察由初始状态误差和模式中参数误差所引起的预报结果的不确定性。提出了数值天气预报与气候预测中三类可预报性问题，即，最大可预报时间，最大预报误差，初值与参数的最大允许误差。然后将这三类问题化成了对应的非线性优化问题，给出了处理此类非线性优化问题的思路，并且有数值方法对Lorenz模型研究了这三类问题。 相似文献
10.
通过在Zebiak Cane数值模式中引入参数化MJO随机外强迫,着重从Nio 3指数的演变发展探讨了MJO不确定性对ENSO可预报性的影响。结果表明,对Zebiak Cane模式而言,MJO不确定性对由条件非线性最优扰动(CNOP)导致的ENSO事件最大预报误差影响较小;与初始误差相比,由MJO不确定性产生的模式误差在ENSO预报不确定性的产生中具有较小作用,对ENSO可预报性的影响不显著。该结果强调了初始误差在ENSO预报不确定性中的主要作用,从而为ENSO预测的资料同化提供了理论基础。 相似文献
11.
Simulations and predictions using numerical models show considerable uncertainties, and parameter uncertainty is one of the most important sources. It is impractical to improve the simulation and prediction abilities by reducing the uncertainties of all parameters. Therefore, identifying the sensitive parameters or parameter combinations is crucial. This study proposes a novel approach: conditional nonlinear optimal perturbations sensitivity analysis(CNOPSA) method. The CNOPSA method fully consi... 相似文献
12.
Due to uncertainties in initial conditions and parameters,the stability and uncertainty of grassland ecosystem simulations using ecosystem models are issues of concern.Our objective is to determine the types and patterns of initial and parameter perturbations that yield the greatest instability and uncertainty in simulated grassland ecosystems using theoretical models.We used a nonlinear optimization approach,i.e.,a conditional nonlinear optimal perturbation related to initial and parameter perturbations (CNOP) approach,in our work.Numerical results indicated that the CNOP showed a special and nonlinear optimal pattern when the initial state variables and multiple parameters were considered simultaneously.A visibly different complex optimal pattern characterizing the CNOPs was obtained by choosing different combinations of initial state variables and multiple parameters in different physical processes.We propose that the grassland modeled ecosystem caused by the CNOP-type perturbation is unstable and exhibits two aspects:abrupt change and the time needed for the abrupt change from a grassland equilibrium state to a desert equilibrium state when the initial state variables and multiple parameters are considered simultaneously.We compared these findings with results affected by the CNOPs obtained by considering only uncertainties in initial state variables and in a single parameter.The numerical results imply that the nonlinear optimal pattern of initial perturbations and parameter perturbations,especially for more parameters or when special parameters are involved,plays a key role in determining stabilities and uncertainties associated with a simulated or predicted grassland ecosystem. 相似文献
13.
The response of a grassland ecosystem to climate change is discussed within the context of a theoretical model.An optimization approach,a conditional nonlinear optimal perturbation related to parameter(CNOP-P) approach,was employed in this study.The CNOP-P,a perturbation of moisture index in the theoretical model,represents a nonlinear climate perturbation.Two kinds of linear climate perturbations were also used to study the response of the grassland ecosystem to different types of climate changes.The results show that the extent of grassland ecosystem variation caused by the CNOP-P-type climate change is greater than that caused by the two linear types of climate change.In addition,the grassland ecosystem affected by the CNOP-P-type climate change evolved into a desert ecosystem,and the two linear types of climate changes failed within a specific amplitude range when the moisture index recovered to its reference state.Therefore,the grassland ecosystem response to climate change was nonlinear.This study yielded similar results for a desert ecosystem seeded with both living and wilted biomass litter.The quantitative analysis performed in this study also accounted for the role of soil moisture in the root zone and the shading effect of wilted biomass on the grassland ecosystem through nonlinear interactions between soil and vegetation.The results of this study imply that the CNOP-P approach is a potentially effective tool for assessing the impact of nonlinear climate change on grassland ecosystems. 相似文献
14.
Application of the Conditional Nonlinear Optimal Perturbation Method to the Predictability Study of the Kuroshio Large Meander 总被引：2，自引：0，他引：2
A reduced-gravity barotropic shallow-water model was used to simulate the Kuroshio path variations.The results show that the model was able to capture the essential features of these path variations.We used one simulation of the model as the reference state and investigated the effects of errors in model parameters on the prediction of the transition to the Kuroshio large meander (KLM) state using the conditional nonlinear optimal parameter perturbation (CNOP-P) method.Because of their relatively large uncertainties,three model parameters were considered:the interfacial friction coefficient,the wind-stress amplitude,and the lateral friction coefficient.We determined the CNOP-Ps optimized for each of these three parameters independently,and we optimized all three parameters simultaneously using the Spectral Projected Gradient 2 (SPG2) algorithm.Similarly,the impacts caused by errors in initial conditions were examined using the conditional nonlinear optimal initial perturbation (CNOP-I) method.Both the CNOP-I and CNOP-Ps can result in significant prediction errors of the KLM over a lead time of 240 days.But the prediction error caused by CNOP-I is greater than that caused by CNOP-P.The results of this study indicate not only that initial condition errors have greater effects on the prediction of the KLM than errors in model parameters but also that the latter cannot be ignored.Hence,to enhance the forecast skill of the KLM in this model,the initial conditions should first be improved,the model parameters should use the best possible estimates. 相似文献
15.
Formulating model uncertainties for a convection-allowing ensemble prediction system(CAEPS) is a much more challenging problem compared to well-utilized approaches in synoptic weather forecasting. A new approach is proposed and tested through assuming that the model uncertainty should reasonably describe the fast nonlinear error growth of the convection-allowing model, due to the fast developing character and strong nonlinearity of convective events. The Conditional Nonlinear Optimal Perturbation related to Parameters(CNOP-P) is applied in this study. Also, an ensemble approach is adopted to solve the CNOP-P problem. By using five locally developed strong convective events that occurred in pre-rainy season of South China, the most sensitive parameters were detected based on CNOP-P, which resulted in the maximum variations in precipitation. A formulation of model uncertainty is designed by adding stochastic perturbations into these sensitive parameters. Through comparison ensemble experiments by using all the 13 heavy rainfall cases that occurred in the flood season of South China in 2017, the advantages of the CNOP-P-based method are examined and verified by comparing with the well-utilized stochastically perturbed physics tendencies(SPPT) scheme. The results indicate that the CNOP-P-based method has potential in improving the under-dispersive problem of the current CAEPS. 相似文献
16.
Is Model Parameter Error Related to a Significant Spring Predictability Barrier for El Nio events？ Results from a Theoretical Model 总被引：3，自引：1，他引：2
Within a theoretical ENSO model, the authors investigated whether or not the
errors superimposed on model parameters could cause a significant ``spring
predictability barrier' (SPB) for El Nino events. First, sensitivity
experiments were respectively performed to the air--sea coupling parameter,
α and the thermocline effect coefficient μ. The results showed that the
uncertainties superimposed on each of the two parameters did not exhibit an
obvious season-dependent evolution; furthermore, the uncertainties caused a
very small prediction error and consequently failed to yield a significant
SPB. Subsequently, the conditional nonlinear optimal perturbation (CNOP)
approach was used to study the effect of the optimal mode (CNOP-P) of the
uncertainties of the two parameters on the SPB and to demonstrate that the
CNOP-P errors neither presented a unified season-dependent evolution for
different El Nino events nor caused a large prediction error, and
therefore did not cause a significant SPB. The parameter errors played only
a trivial role in yielding a significant SPB. To further validate this
conclusion, the authors investigated the effect of the optimal combined mode
(i.e. CNOP error) of initial and model errors on SPB. The results
illustrated that the CNOP errors tended to have a significant
season-dependent evolution, with the largest error growth rate in the
spring, and yielded a large prediction error, inducing a significant SPB.
The inference, therefore, is that initial errors, rather than model
parameter errors, may be the dominant source of uncertainties that cause a
significant SPB for El Nino events. These results indicate that the
ability to forecast ENSO could be greatly increased by improving the
initialization of the forecast model. 相似文献
17.
Nonlinear feature of the abrupt transitions between multiple equilibria states of an ecosystem model 总被引：2，自引：0，他引：2
Based on a five-variable theoretical ecosystem model, the stability of equilibrium state and the
nonlinear feature of the transition between a grassland state and a desert state are investigated. The approach
of the conditional nonlinear optimal perturbations (CNOPs), which are the nonlinear generalization of the linear
singular vectors (LSVs), is adopted. The numerical results indicate that the linearly stable grassland and desert
states are nonlinearly unstable to large enough initial perturbations on the condition that the moisture index
$\mu$ satisfies 0.3126<μ<0.3504. The perturbations represent some kind of anthropogenic influence and natural
factors. The results obtained by CNOPs, LSVs and Lyapunov vectors (LVs) are compared to analyze the nonlinear
feature of the transition between the grassland state and the desert state. Besides this, it is shown that the
five-variable model is superior to the three-variable model in providing more visible signals when the transitions
occur. 相似文献
18.
A simplified climate model is presented which includes a fully 3-D, frictional geostrophic (FG) ocean component but retains an integration efficiency considerably greater than extant climate models with 3-D, primitive-equation ocean representations (20 kyears of integration can be completed in about a day on a PC). The model also includes an Energy and Moisture Balance atmosphere and a dynamic and thermodynamic sea-ice model. Using a semi-random ensemble of 1,000 simulations, we address both the inverse problem of parameter estimation, and the direct problem of quantifying the uncertainty due to mixing and transport parameters. Our results represent a first attempt at tuning a 3-D climate model by a strictly defined procedure, which nevertheless considers the whole of the appropriate parameter space. Model estimates of meridional overturning and Atlantic heat transport are well reproduced, while errors are reduced only moderately by a doubling of resolution. Model parameters are only weakly constrained by data, while strong correlations between mean error and parameter values are mostly found to be an artefact of single-parameter studies, not indicative of global model behaviour. Single-parameter sensitivity studies can therefore be misleading. Given a single, illustrative scenario of CO2 increase and fixing the polynomial coefficients governing the extremely simple radiation parameterisation, the spread of model predictions for global mean warming due solely to the transport parameters is around one degree after 100 years forcing, although in a typical 4,000-year ensemble-member simulation, the peak rate of warming in the deep Pacific occurs 400 years after the onset of the forcing. The corresponding uncertainty in Atlantic overturning after 100 years is around 5 Sv, with a small, but non-negligible, probability of a collapse in the long term. 相似文献
19.
S. R. Hanna 《Boundary-Layer Meteorology》1993,62(1-4):3-20
As a result of several air quality model evaluation exercises involving a large number of source scenarios and types of models, it is becoming clear that the magnitudes of the uncertainties in model predictions are similar from one application to another. When considering continuous point sources and receptors at distances of about 0.1 km to 1 km downwind, the uncertainties in ground-level concentration predictions lead to typical mean biases of about ±20 to 40% and typical relative root-mean-square errors of about 60 to 80%. In fact, in two otherwise identical model applications at two independent sites, it is not unusual for the same model to overpredict by 50% at one site and underpredict by 50% at the second site. It is concluded that this fundamental level of model uncertainty is likely to exist due to data input errors and stochastic fluctuations, no matter how sophisticated a model becomes. The tracer studies that lead to these conclusions and have been considered in this study include: (1) tests of the Offshore and Coastal Dispersion (OCD) model at four coastal sites; (2) tests of the Hybrid Plume Dispersion Model (HPDM) at five power plants; (3) tests of a similarity model for near-surface point source releases at four sites; and (4) tests of 14 hazardous gas models at eight sites including six sets of experiments where dense gases were released. 相似文献