【摘 要】
:
高脉冲电容器具有很高的功率密度,在消费电子、医用器械及军工等领域有广泛的应用.制备具有高介电常数、高击穿场强、高储能密度的介电复合材料是实现新型脉冲储能的重要
论文部分内容阅读
高脉冲电容器具有很高的功率密度,在消费电子、医用器械及军工等领域有广泛的应用.制备具有高介电常数、高击穿场强、高储能密度的介电复合材料是实现新型脉冲储能的重要基础.本研究中,利用氮化硼纳米片与聚(偏氟乙烯-六氟丙烯)复合,研究拉伸和多层结构设计对P(VDF-HFP)材料介电、储能性能的影响.当BNNSs 含量为0.5 wt%时,复合膜的介电常数可达35.5(100 Hz),此时损耗仅为0.058;当E=325 MV/m 时,复合膜的最大极化强度达4.05 μC/cm2,储能密度为5.63 J/cm3,比纯膜提高了34%,充放电效率为79%.
其他文献
We establish the existence and uniqueness for one-dimensional stochastic differential equations driven by a Brownian motion and a pure jump Levy processes.
In this paper we extend an inequality of Lenglart,Lepingle and Pratelli togeneral continuous adapted stochastic processes with values in topology spaces.
In this report,a general Kolmogorov type predator-prey model is considered.Together with a constant-yield predator harvesting,the state dependent feedback c
In this talk,I will present recent progress on characterising the path-independence of the density of the Girsanov transformation for stochastic differentia
平均方程是快慢随机偏微分方程在一定意义下的一个有效逼近,如何利用平均方程研究快慢随机偏微分方程是非常关键的。本报告中我们将首先简单回顾快慢随机偏微分方程的平均
We introduce a discretization/approximation scheme for reflected stochastic partial differential equations driven by space-time white noise through systems
An ergodic theorem in the random periodic regime on a Polish space is proved.
Fluctuation theorem is one of the major achievements in the field of nonequilibrium statistical mechanics during the past two decades.
Based on a stochastic differential equation model for a single genetic regulatory system,we examine the dynamical effects of noisy fluctuations,arising in t
奥斯特瓦尔德分步律(Ostwalds step rule)已被无数实验所证实,但100 多年来其普适性仍未得到公认,一个重要原因就是有极个别观察不到中间亚稳态的所谓“例外”报道。胶体悬