Abstract. This paper presents the operation and the implementation of novel fixed point square root algorithms with an input range of 0 to 1 into CMOS. These algorithms are referred to as non-restoring and restoring algorithm and were compared with a square root implementation into a lookup table (LUT). The power consumption, the area consumption and the propagation delay were investigated and the results of all three algorithms are discussed in relation to their bitwidth for expedient implementation. These results enable hardware designers a fast exploration of the most suitable algorithm for a given application. I
The paper presents a novel method of evaluating the square root function in FPGA. The method uses a ...
随着嵌入式等实时系统技术的发展,越来越多的数字信号处理要求将开平方等运算用硬件实现.本文介绍了一种改进的不恢复余数的开平方算法,分析了它的一些优点,用VHDL语言在Xilinx公司的FPGA器件上实现...
This thesis presents a comparison between implementations of the inverse square root function, using...
This work presents fixed point square root algorithms and their implementation. These algorithms are...
In this paper, we present a new non-restoring square root algorithm that is very efficient to implem...
Arithmetic Square Root is one of the most complex but nevertheless widely used operations in modern ...
Square root (SQRT) is a common arithmetic operation used in many DSP algorithms. In this paper, we e...
Square root calculation is a widely used task in real-time control systems especially in those, whic...
International audienceThe inverse square root is a common operation in digital signal processing arc...
Inverse square roots are used in several digital signal processing, multimedia, and scientific compu...
Square root calculation is one of the most useful and vital operation in digital signal processing w...
This paper proposes a series of approximate square root circuit designs with high accuracy, low late...
The paper presents a novel method of evaluating the square root function in FPGA. The method uses a ...
Square root calculation is one of the most useful and vital operation in digital signal processing w...
In applications as in future MIMO communication systems a massive computation of complex matrix oper...
The paper presents a novel method of evaluating the square root function in FPGA. The method uses a ...
随着嵌入式等实时系统技术的发展,越来越多的数字信号处理要求将开平方等运算用硬件实现.本文介绍了一种改进的不恢复余数的开平方算法,分析了它的一些优点,用VHDL语言在Xilinx公司的FPGA器件上实现...
This thesis presents a comparison between implementations of the inverse square root function, using...
This work presents fixed point square root algorithms and their implementation. These algorithms are...
In this paper, we present a new non-restoring square root algorithm that is very efficient to implem...
Arithmetic Square Root is one of the most complex but nevertheless widely used operations in modern ...
Square root (SQRT) is a common arithmetic operation used in many DSP algorithms. In this paper, we e...
Square root calculation is a widely used task in real-time control systems especially in those, whic...
International audienceThe inverse square root is a common operation in digital signal processing arc...
Inverse square roots are used in several digital signal processing, multimedia, and scientific compu...
Square root calculation is one of the most useful and vital operation in digital signal processing w...
This paper proposes a series of approximate square root circuit designs with high accuracy, low late...
The paper presents a novel method of evaluating the square root function in FPGA. The method uses a ...
Square root calculation is one of the most useful and vital operation in digital signal processing w...
In applications as in future MIMO communication systems a massive computation of complex matrix oper...
The paper presents a novel method of evaluating the square root function in FPGA. The method uses a ...
随着嵌入式等实时系统技术的发展,越来越多的数字信号处理要求将开平方等运算用硬件实现.本文介绍了一种改进的不恢复余数的开平方算法,分析了它的一些优点,用VHDL语言在Xilinx公司的FPGA器件上实现...
This thesis presents a comparison between implementations of the inverse square root function, using...