考虑如下的实验,该实验中稳定的线性系统由正弦输入信号驱 动。 该输入信号的拉普拉斯变换为 如果G(s)是系统的传递函数,则输出量的拉普拉斯变换为

状态空间模型的一种特殊情况是零、极点数目相同。例如,已知 回顾我们首先将G(s)分解成两部分 第一个传递函数表征输入r与中间输出量x之间的关系 在时域内,这即是微分方程

Since the mid-1980s there has been a considerable increase in legislation defining maximum temperatures during the production, distribution and retailing of chilled food. However, as soon as the food is purchased by the consumer, it is outside of any of these legislative requirements. Increasingly food poisoning incidents have been found to be due to mishandling of food in the home with insufficient refrigeration or cooling being the most fre

2.1网络通信协议 2.2网络通信的分层结构 2.30S参考模型 2.4网络的拓扑结构 2.5访问控制方法

1解: 0.05eV 查S的E=12eV,AED=E-ED 0.29eV ED-EF=EC-E (EF-E) Egl. 12eV E-E 0.29-0.05=0.22e

一、溶组织内阿米巴培养 可分有菌培养(xenic culture)和无菌培养(axenic culture) (一)有菌培养 主要用 Robinson'’s培养基,不仅可以培养溶组织内阿米巴,也 可以培养哈门氏内阿米巴、结肠内阿米巴微小内蜒阿米巴等多种阿 米巴。一般应用6ml~7ml或更小的螺旋有盖培养管

Liquid asset management S CASH- motives for holding casha Transactions: to meet cash needs that arise from doing business. Precautionary: having cash on hand for unexpected needs Speculative: to take advantage of potential profit-making situations

Three Measures of a Project's Risk Project Standing Alone risk

13-1拉普拉斯变换 一、拉普拉斯变换的定义(简称拉氏变换) 复数s=+jo

11, Circuit Switching and Packet Switching destination[. de ti' n e i jan]n.目的地,终点 allocate[' aelak e i t]vt.分配,分派,配给 release[ri'li:s]vt.释放,放松,发布 Jargon[吗a:gan]n.行话,土语