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针对SINS/GPS组合导航系统的特点,建立了系统的非线性误差模型。根据系统状态方程为非线性而观测方程为线性的特点,将一种简化的UKF方法(Rao-Blackwellisation Additive Unscented Kalman Filter,RBAUKF)用于SINS/GPS组合导航系统中,RBAUKF采用较少的采样点数目和简化的更新算法,降低了计算复杂度。最后,在机动条件下,进行了SINS/GPS组合导航实验仿真。仿真结果表明,RBAUKF相比EKF具有更高的滤波精度,更适合在SINS/GPS组合导航系统中应用。 相似文献
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A constrained interpolation profile (CIP)-based Cartesian grid method for strongly nonlinear wave–body interaction problems
is presented and validated by a newly designed experiment, which is performed in a two-dimensional wave channel. In the experiment,
a floating body that has a rectangular section shape is used. A superstructure is installed on the deck and a small floating-body
freeboard is adopted in order to easily obtain water-on-deck phenomena. A forced oscillation test in heave and a wave–body
interaction test are carried out. The numerical simulation is performed by the CIP-based Cartesian grid method, which is described
in this paper. The CIP scheme is applied in the Cartesian grid-based flow solver. New improvements of the method include an
interface-capturing method that applies the tangent of hyperbola for interface capturing (THINC) scheme and a virtual particle
method for the floating body. The efficiency of the THINC scheme is shown by a dam-breaking computation. Numerical simulations
on the experimental problem for both the forced oscillation test and the wave–body interaction test are carried out, and the
results are compared to the measurements. All of the comparisons are reasonably good. It is shown, based on the numerical
examples, that the present CIP-based Cartesian grid method is an accurate and efficient method for predicting strongly nonlinear
wave–body interactions. 相似文献
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交通分配的粒子群优化算法 总被引:3,自引:1,他引:2
为了方便合理地分配交通量,提出了交通量多路径分配的粒子群优化算法。算法的求解方法是在粒子群算法中构造了路径条数维的粒子空间,每维对应一条可行性路线,其值为对应路径所分配的交通量;对粒子进行归一化处理,使交通量守恒,并进行交通量的多路径分配;根据目标函数评价与筛选粒子,直到满足终止条件。实例计算结果表明:利用粒子群算法得到的目标函数值最小,各路段分配的交通量没有超容量现象,模型求解过程具有方向性,对交通分配的网络规模无限制,因此,粒子群优化算法可行、合理。 相似文献
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The paper proposes a “quasi-dynamic” framework for estimation of origin–destination (o–d) flow from traffic counts, under the assumption that o–d shares are constant across a reference period, whilst total flows leaving each origin vary for each sub-period within the reference period. The advantage of this approach over conventional within-day dynamic estimators is that of reducing drastically the number of unknowns given the same set of observed time-varying traffic counts. Obviously, the gain in accuracy depends on how realistic is the underlying assumption that total demand levels vary more rapidly over time than o–d shares. Firstly, the paper proposes a theoretical specification of the quasi-dynamic estimator. Subsequently, it proposes empirical and statistical tests to check the quasi-dynamic assumption and then compares the performances of the quasi-dynamic estimator of o–d flows with both classical off-line simultaneous dynamic estimators and on-line recursive Kalman filter-based estimators. Experiments are carried out on the real test site of A4–A23 motorways in North-Eastern Italy. Results confirm the acceptability of the assumption of quasi-dynamic o–d flows, even under the hypothesis of constant distribution shares for the whole day and show that the quasi-dynamic estimator outperforms significantly the simultaneous estimator. Data also suggest that using the quasi-dynamic estimates instead of the simultaneous estimates as historical o–d flows improves significantly the performances of the Kalman filter, which strongly depends of the quality of the seed o–d flows. In addition, it is shown that the aggregation of quasi-dynamic o–d estimates across subsequent time slices represents also the most effective way to obtain o–d estimates for larger time horizons (e.g. hourly estimates). Finally, a validation based on an hold-out sample of link flows (i.e. counts not used as inputs in the o–d estimation/updating process) revealed the quasi-dynamic estimator to be overall more robust and effective with respect to the other tested estimators. 相似文献
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