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)
The transfer function of the system
The time-domain response
characteristics of first-order
systems
The time-domain response
characteristics of second-order
systems
method of the rise time, peak time,
settling time, overshoot, damping ratio
and natural frequency of the second-order
system
测试系统和传感器的频域响应特性
零阶系统的频域响应特性
一阶系统的频域响应特性
二阶系统的频域响应特性
二阶系统的频率响应特性指标
The transfer function and frequency domain
response characteristics of the system and
sensor
Frequency response characteristics
of zero - order systems
The frequency -domain response
characteristics of first-order
systems
The frequency -domain response
characteristics of second-order systems
测试环节的串联、并联和反馈
The Series, parallel and feedback of test
systems
会求零阶系统、一阶系统、二阶系统的频率响
应;
掌握零阶系统、一阶系统、二阶系统 Bode 图的
画法;
会计算系统的转折频率;
掌握时间常数、系统带宽、阻尼比、固有频率
的计算方法
Understand the definition and calculation
of frequency -domain response
characteristics
Understanding the Bode diagram drawing
Understand the calculation method of the
break frequency
Understand the calculation method of the
time constant, system bandwidth, damping
ratio, natural frequency
Understand how the test links are
connected
传感器的标定和校准
标定和校准的定义
标定的标准条件
标定仪器的选用原则
标定方法的设计
标定数据的处理方法
Sensor testing and calibration
definitions of testing verification
and calibration
Standard conditions for testing
Selection principle of test
instrument
Calibration method of design
Test data processing method
理解标定和校准的含义和区别,熟悉标定的标
准条件和仪器的选用原则,会设计标定方法,
会熟练利用标定数据计算稳定性、重复性、综
合误差、阻尼比、固有频率等指标
Understand the meaning and difference of
testing verification and calibration,
Understanding the standard conditions of
calibration and the selection principles
of instruments, Understanding design the
calibration method, and Understanding in
using the test data to calculate such as
stability, repeatability, comprehensive
error, damping ratio and natural
frequency
第 4 章 单参数的检测及获取-角度传感器
角度及角位移的测量和检测
直接测量
间接测量
角度传感器的分类及特点
角度传感器的常用指标要求
微动同步器的工作原理
微动同步器的设计
Chapter 4 One parameter measurement and
Detection
Angle and angular displacement Detection
Measurement
Detection
The category of Angle sensor
The performance index for Angle
sensors
The operating principle of
microsyn
The design of microsyn
了解角度的直接测量方法,了解角度传感器的
类型,熟悉微动同步器的工作原理,掌握微动
同步器的设计计算方法
Understand the direct measurement method
of Angle, understand the type of Angle
sensor, Understanding the operating
principle of microsyn, Understanding the
design and calculation method of microsyn