扫频法获取电容式电压互感器(capacitor voltage transformer, CVT)的传递特性时,存在电源功率大、频带受限的难题,因此提出了一种基于时域回归模型的CVT传递特性获取方法,并进行了传递特性曲线的可信度评估。当CVT工作在线性状态时,其...扫频法获取电容式电压互感器(capacitor voltage transformer, CVT)的传递特性时,存在电源功率大、频带受限的难题,因此提出了一种基于时域回归模型的CVT传递特性获取方法,并进行了传递特性曲线的可信度评估。当CVT工作在线性状态时,其传递函数可表示为s域多项式构成的分式形式,进而可建立其时域回归模型。基于单次冲击试验获取CVT一次、二次侧数据,考虑了时域回归模型在实际建模中的多波峰以及鲁棒性问题,提出了基于调幅矩阵和鲁棒矩阵的参数辨识方法。对比扫频法测量所得的传递特性曲线和时域回归模型的传递特性曲线并进行可靠性评估,结果显示误差曲线的均值处于零假设的95%置信区间以内,所提出的传递特性获取方法可为现场快速获取CVT的传递特性提供理论指导。展开更多
We perform the updated constraints on the Hubble constant H_0 by using the model-independent method, Gaussian processes.Utilizing the latest 30 cosmic chronometer measurements, we obtain H_0= 67.38 ± 4.72 km s^(-...We perform the updated constraints on the Hubble constant H_0 by using the model-independent method, Gaussian processes.Utilizing the latest 30 cosmic chronometer measurements, we obtain H_0= 67.38 ± 4.72 km s^(-1)Mpc^(-1), which is consistent with the Planck 2015 and Riess et al. analysis at 1σ confidence level. Different from the results of Busti et al. by only using 19 H(z) measurements, our reconstruction results of H(z) and the derived values of H_0 are insensitive to the concrete choice of covariance functions of Matern family.展开更多
文摘扫频法获取电容式电压互感器(capacitor voltage transformer, CVT)的传递特性时,存在电源功率大、频带受限的难题,因此提出了一种基于时域回归模型的CVT传递特性获取方法,并进行了传递特性曲线的可信度评估。当CVT工作在线性状态时,其传递函数可表示为s域多项式构成的分式形式,进而可建立其时域回归模型。基于单次冲击试验获取CVT一次、二次侧数据,考虑了时域回归模型在实际建模中的多波峰以及鲁棒性问题,提出了基于调幅矩阵和鲁棒矩阵的参数辨识方法。对比扫频法测量所得的传递特性曲线和时域回归模型的传递特性曲线并进行可靠性评估,结果显示误差曲线的均值处于零假设的95%置信区间以内,所提出的传递特性获取方法可为现场快速获取CVT的传递特性提供理论指导。
文摘We perform the updated constraints on the Hubble constant H_0 by using the model-independent method, Gaussian processes.Utilizing the latest 30 cosmic chronometer measurements, we obtain H_0= 67.38 ± 4.72 km s^(-1)Mpc^(-1), which is consistent with the Planck 2015 and Riess et al. analysis at 1σ confidence level. Different from the results of Busti et al. by only using 19 H(z) measurements, our reconstruction results of H(z) and the derived values of H_0 are insensitive to the concrete choice of covariance functions of Matern family.