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1
Time-Discretization of Time Delayed Non-Affine System via Taylor-Lie Series Using Scaling and Squaring Technique
Time-Discretization of Time Delayed Non-Affine System via Taylor-Lie Series Using Scaling and Squaring Technique
Yuanliang Zhang, | 제어자동화시스템공학회 | 2006 ,
2
Capacitance Scaling 구조와 여러 개의 전하 펌프를 이용한 고속의 ΣΔ Fractional-N PLL
Capacitance Scaling 구조와 여러 개의 전하 펌프를 이용한 고속의 ΣΔ Fractional-N PLL
권태하, | 대한전자공학회 | 2006 ,
3
A Rule-based Optimal Placement of Scaling Shifts in Floating-point to Fixed-point Conversion for a Fixed-point Processor
A Rule-based Optimal Placement of Scaling Shifts in Floating-point to Fixed-point Conversion for a Fixed-point Processor
Sanghyun Park., | 대한전자공학회 | 2006 ,
4
Dynamic-Voltage/Frequency -Scaling 알고리즘에서의 다중 인가 전압 조절 시스템 용 High-speed CMOS Level-Up/Down Shifter
Dynamic-Voltage/Frequency -Scaling 알고리즘에서의 다중 인가 전압 조절 시스템 용 High-speed CMOS Level-Up/Down Shifter
임지훈, | 대한전자공학회 | 2006 ,
5
Discretization of Nonlinear Systems with Delayed Multi-Input via Taylor Series and Scaling and Squaring Technique
Discretization of Nonlinear Systems with Delayed Multi-Input via Taylor Series and Scaling and Squaring Technique
Zhang Yuanliang, Kil To Chong, | 대한기계학회 | 2005 ,
6
Application of the Scaling Law for Swept Shock/Boundary-Layer Interactions
Application of the Scaling Law for Swept Shock/Boundary-Layer Interactions
Yeol Lee, | 대한기계학회 | 2003 ,
7
Indetification of Feasible Scaled Teleoperation Region Based on Scaling Factors and Sampling Rates
Indetification of Feasible Scaled Teleoperation Region Based on Scaling Factors and Sampling Rates
Dal-Yeon Whang,Blake Hannaford, | 대한기계학회 | 2001 ,
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