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Characterization of a Powertrain Test Bed in the Context of Virtual Validation of Drivability
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作者 Schmidt HENRIK Prokop GÜNTHER 《同济大学学报(自然科学版)》 EI CAS CSCD 北大核心 2024年第S01期9-19,共11页
Technological trends in the automotive industry toward a software-defined and autonomous vehicle require a reassessment of today’s vehicle development process.The validation process soaringly shapes after starting wi... Technological trends in the automotive industry toward a software-defined and autonomous vehicle require a reassessment of today’s vehicle development process.The validation process soaringly shapes after starting with hardware-in-the-loop testing of control units and reproducing real-world maneuvers and physical interaction chains.Here,the road-to-rig approach offers a vast potential to reduce validation time and costs significantly.The present research study investigates the maneuver reproduction of drivability phenomena at a powertrain test bed.Although drivability phenomena occur in the frequency range of most up to 30∙Hz,the design and characteristics substantially impact the test setup’s validity.By utilization of modal analysis,the influence of the test bed on the mechanical characteristic is shown.Furthermore,the sensitivity of the natural modes of each component,from either specimen or test bed site,is determined.In contrast,the uncertainty of the deployed measurement equipment also affects the validity.Instead of an accuracy class indication,we apply the ISO/IEC Guide 98 to the measurement equipment and the test bed setup to increase the fidelity of the validation task.In conclusion,the present paper contributes to a traceable validity determination of the road-to-rig approach by providing objective metrics and methods. 展开更多
关键词 powertrain test bed virtual validation modal analysis powertrain-hardware-in-the-loop DRIVABILITY measurement uncertainty
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试论△t.△E≥/2能否作为量子力学不确定关系
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作者 罗礼进 《广西民族学院学报(自然科学版)》 CAS 2000年第2期95-97,共3页
从现行 4种典型的时间—能量不确定关系出发 ,分析其中的△ t、△ E及△ t.△ E≥ 2 (含△ t.△ E≈ h)的意义 ,得出不宜把△ t.△ E≥ 2 (或△ t.△ E≈ h)当作与△ x .△ Px ≥ 2 (或△ x .△ Px ≈ h)并列的量子力学不确定关系的... 从现行 4种典型的时间—能量不确定关系出发 ,分析其中的△ t、△ E及△ t.△ E≥ 2 (含△ t.△ E≈ h)的意义 ,得出不宜把△ t.△ E≥ 2 (或△ t.△ E≈ h)当作与△ x .△ Px ≥ 2 (或△ x .△ Px ≈ h)并列的量子力学不确定关系的结论 ,并提出一些解决此问题的建议 . 展开更多
关键词 量子力学 时间-能量不确定关系 时间不确定 能量不确定度 能量 时间差
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论不确定性原理及应用 被引量:1
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作者 杨伟松 方晓葵 《科技创新导报》 2011年第22期226-226,228,共2页
本论文给出不确定性原理的精确推导,说明不确定性原理是关于量子力学测量问题的一个重要原理,探讨不确定性原理的物理涵义,列举二个应用不确定性原理的例子。
关键词 不确定性原理 位置与动量的不确定关系 能量与时间的不确定关系
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Evaluation Method for Offshore Wind Energy Resources Using Scatterometer and Weibull Parameters 被引量:2
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作者 Katsutoshi Kozai Teruo Ohsawa +1 位作者 Rinya Takahashi Yuko Takeyama 《Journal of Energy and Power Engineering》 2012年第11期1772-1778,共7页
The study discusses accuracy evaluation methods for offshore wind energy resources by using scatterometer SeaWinds-derived wind speed and Weibull parameters. The purpose of this study is to evaluate accuracies of SeaW... The study discusses accuracy evaluation methods for offshore wind energy resources by using scatterometer SeaWinds-derived wind speed and Weibull parameters. The purpose of this study is to evaluate accuracies of SeaWinds-derived Weibull mean wind speed and energy density by considering uncertainties inherent in SeaWinds wind speed estimates. In this study, 1159 SeaWinds-derived wind speeds covering the KEO buoy are used for estimating two Weibull parameters, scale and shape. On the other hand, observed wind speeds from 2004 to 2008 at the KEO buoy are used for simulating three kinds of wind speeds in order to quantify some uncertainties inherent in SeaWinds-derived wind speeds. It is found that uncertainties associated with wind speed estimates (operational wind speed range, sampling time) show small differences in scale, shape and Weibull mean wind speed except energy density among the simulated datasets. Furthermore, the upper and lower bounds of 90% confidence interval corresponding to SeaWinds number of observations indicate 4-2.5% error of Weibull mean wind speed and 4-6.8% error of energy density, respectively. 展开更多
关键词 Offshore wind energy resource SCATTEROMETER Weibull parameter.
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