Point cloud upsampling (PCU) enriches the representation of raw point clouds, significantly improving the performance in downstream tasks such as classification and reconstruction. Most of the existing point cloud ups...
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Ensuring social acceptability is a key factor in the successful operation of autonomous vehicles. To achieve this, it is important to extract driving habits from expert human drivers. This paper proposes a method for ...
Ensuring social acceptability is a key factor in the successful operation of autonomous vehicles. To achieve this, it is important to extract driving habits from expert human drivers. This paper proposes a method for training reward functions using maximum entropy inverse reinforcement learning based on Frenet frame sampling. The proposed method is applied to learn reward functions for the replication of human driver's lane-changing and velocity-keeping behaviors in multi-lane scenarios from human driving dataset, outperforming traditional methods based on Cartesian frame sampling. Converting the reward value of each sample into a probability distribution in the sample space allows for the provision of a convex space with human driving characteristics to the lower-level trajectory planner. These enhancements will help autonomous vehicles to select trajectories that align more with human driving habits. Experimental results show that the learned reward function can characterize human drivers' tendencies in multi-lane scenarios across multiple optimization metrics and exhibit strong interpretability. The proposed method effectively extract human driving behavior and habits under test conditions.
Conventional design and optimizationmethods for resonant coils in wireless power transfer systems (WPTSs) heavily rely on finite element simulations, which are very time-consuming and complex. In this paper, a novel ...
Conventional design and optimizationmethods for resonant coils in wireless power transfer systems (WPTSs) heavily rely on finite element simulations, which are very time-consuming and complex. In this paper, a novel Universal Coil Structure Design (UCSD) method is proposed to accelerate and optimize the design process of rounded rectangular coils in WPTSs. First, the analytical model of the resonant coil’s self-inductance is derived when no ferrite plate is added. Second, the image current method is adopted to calculate coil’s self-inductance when ferrite plates are added. Accurate numerical calculation methods are used for the derived analytical model to calculate the coil’s self-inductance quickly and precisely. Next, the working principle of the UCSD method is presented. The UCSD method can calculate the self-inductances of rectangular coils with the proposed analytical model and pinpoint the most possible range of optimal coil structure according to the given requirements from different WPTSs. Subsequently, the proposed UCSD method is applied to determine the optimal coil structures for two case studies with much less time consumption. Finally, a 1.5-kW WPT system prototype is built to verify the effectiveness of the proposed UCSD method. With the coupling coefficient k = 0.2, the maximum transfer efficiency reaches 95.57% and 94.91% for Case I and Case II while k = 0.15, the maximum transfer efficiency reaches 96.07% and 95.37% for Case I and Case II.
Combined heat and power dispatch (CHPD) effectively improves overall energy efficiency and operational flexibility in the integrated electricity and heating system (IEHS). However, the centralized optimization of CHPD...
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Silicon content control is critical to ensure the quality of molten iron and the stable operation of the blast furnace. The complex reactions and large uncertainty of the blast furnace make it hard to control. Several...
Silicon content control is critical to ensure the quality of molten iron and the stable operation of the blast furnace. The complex reactions and large uncertainty of the blast furnace make it hard to control. Several predictive control-based methods were already studied in Silicon content control. However, the requirements of prediction model design and short predictive horizon limit the generalization and long-term optimization of the methods. To tackle these issues, we propose a deep double Q-learning (DDQN) and intrinsic curiosity module (ICM) based Silicon content control method. First, the deep Q-learning framework employed in our approach eliminates the need for a prediction model and supports long-range simulations, thereby enhancing algorithm generalization and long-term optimization capabilities. Second, DDQN and ICM help to avoid the over-optimistic of action taking and improve exploration efficiency to tackle the large uncertainty of the blast furnace. Third, to ensure operational safety, we have designed a regulation strategy that incorporates ε-greedy exploration and ICM, mitigating the risks posed by exploration actions. Finally, we validate the effectiveness of our method using on-site data, demonstrating that DDQN-ICM achieves superior performance in terms of tracking accuracy and disturbance rejection.
In a heterogeneous network, a reliable importance ranking of nodes can provide a useful reference for decision-making. Nevertheless, existing node importance ranking methods may not effectively integrate the character...
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In intelligent transportation systems, traffic prediction constitutes the fundamental component of traffic optimization, aiming to precisely forecast traffic flow. Modeling spatio-temporal interactions is a crucial st...
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Rolling bearing is the key component of rotating mechanical equipment, whose performance will affect the health and service life of the equipment significantly and directly. Therefore, the fault diagnosis of rolling b...
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Rolling bearing is the key component of rotating mechanical equipment, whose performance will affect the health and service life of the equipment significantly and directly. Therefore, the fault diagnosis of rolling bearing failures is necessary for avoiding the accidents caused by them. Because of their fault features being masked by noise, it is difficult to acquire the features and distinguish the types of faults by the nonlinear vibration signals of rolling bearing directly. To solve this problem, a fault diagnosis method for rolling bearings based on parameter optimized variational mode decomposition (VMD) and one-dimensional convolutional neural network (1DCNN) was proposed. Firstly, the whale optimization algorithm (WOA) improved by an adaptive convergence parameter and perturbation factors were applied to optimize the parameters of VMD. Secondly, the parameter optimized VMD was applied to obtain the required intrinsic mode functions (IMFs) from the vibration signals of rolling bearings to denoise them. Finally, densely connected 1DCNN model adding with the proposed position-encoded temporal attention module (PTAM), named PTAM-Dense-1DCNN, was used as the feature extraction and fault classification network for fault diagnosis. The result of the experiment performed on two experimental bearing datasets have shown the effectiveness of proposed methods, whose superiority over other representative methods has also been demonstrated by comparative experiments in this research.
Questions of ‘how best to acquire data’ are essential to modeling and prediction in the natural and social sciences, engineering applications, and beyond. Optimal experimental design (OED) formalizes these questions...
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Recently, decentralized optimization over the Stiefel manifold has attracted tremendous attentions due to its wide range of applications in various fields. Existing methods rely on the gradients to update variables, w...
Recently, decentralized optimization over the Stiefel manifold has attracted tremendous attentions due to its wide range of applications in various fields. Existing methods rely on the gradients to update variables, which are not applicable to the objective functions with non-smooth regularizers, such as sparse PCA. In this paper, to the best of our knowledge, we propose the first decentralized algorithm for non-smooth optimization over Stiefel manifolds. Our algorithm approximates the non-smooth part of objective function by its Moreau envelope, and then existing algorithms for smooth optimization can be deployed. We establish the convergence guarantee with the iteration complexity of $\mathcal{O}$ (∊ 4 ). Numerical experiments conducted under the decentralized setting demonstrate the effectiveness and efficiency of our algorithm.
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