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2020 37th National Radio Science Conference (NRSC)最新文献

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Design of Cmos Low Noise Amplifier using an Automated System-on-Chip Methodology 采用自动化片上系统方法设计Cmos低噪声放大器
Pub Date : 2020-09-08 DOI: 10.1109/NRSC49500.2020.9235115
M. Ibrahim, Kawther I. Arafa, F. Farag, I. Abdalla
This paper presents an automatic methodology for RF transceiver circuit design. This algorithm is based on analytically driven equations for calculating the required circuit specifications. The presented algorithm is useful for the designers to calculate their initial design parameters closed to the optimum operating point. The analog gm/ID model is used for the circuit design. In order to verify the idea, a CMOS cascade LNA design methodology is presented for a receiver front end. The design methodology is divided into three steps: first the RF amplifier design for the required band; second the band limitation using a tuned circuit. and finally the impedance matching. A MATIAB program is developed for a complete circuit design (MOST’s size, bias current, LS, LD, and LG). The CMOS LNA is simulated at 4 GHz using Cadence CAD tools in the 0.13um CMOS technology parameters. The results are compared to the analytical analysis, and it showed the applicability of the proposed algorithm.
本文提出了一种射频收发电路的自动设计方法。该算法基于解析驱动方程来计算所需的电路规格。该算法有助于设计者在接近最优工作点时计算初始设计参数。电路设计采用模拟gm/ID模型。为了验证这一想法,提出了一种用于接收器前端的CMOS级联LNA设计方法。设计方法分为三个步骤:首先对所需频段的射频放大器进行设计;第二,使用调谐电路的频带限制。最后是阻抗匹配。为完整的电路设计(MOST的尺寸,偏置电流,LS, LD和LG)开发了MATIAB程序。在0.13um CMOS技术参数下,使用Cadence CAD工具在4 GHz下对CMOS LNA进行仿真。结果与解析分析结果进行了比较,表明了所提算法的适用性。
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引用次数: 0
Using turbo codes with layered space-time coding for MIMO wireless systems 利用turbo码和分层空时编码实现MIMO无线系统
Pub Date : 2008-03-18 DOI: 10.1109/NRSC.2008.4542332
M.N.A. El Massih, M. Aziz, S. Ramly
Digital communications using multi-input multi-output (MIMO) has recently emerged as one of the most significant technical breakthroughs in modern communications [1] as they offer remarkable spectral efficiency. Among many types of space-time codes, the layered space-time codes (LST) [2] offer a multiplexing gain of ntau (number of transmit antennas) rather than diversity gain offered by space-time block and trellis codes [3]-[5].[6]. Turbo codes [7] are considered novel and revolutionary error-control coding technique because they offer a remarkable performance using an iterative process at the receiver. This iterative process uses a soft input soft-output decoder such as maximum a posteriori probability (MAP) [8] decoder or soft output Viterbi algorithm (SOVA)[9],[10]. In this paper it is proposed to use turbo codes in conjunction with different LST architectures using parallel interference canceller (PIC) iterative receiver. MAP algorithm is used as the soft-input soft-output decoder. Simulation results show a great improvement compared to non-turbo LST systems.
使用多输入多输出(MIMO)的数字通信最近成为现代通信中最重要的技术突破之一[1],因为它们提供了显着的频谱效率。在许多类型的空时码中,分层空时码(LST)[2]提供ntau(发射天线数)的多路复用增益,而不是空时块码和网格码[3]-[5].[6]提供的分集增益。Turbo码[7]被认为是新颖和革命性的错误控制编码技术,因为它们在接收端使用迭代过程提供了卓越的性能。该迭代过程使用软输入软输出解码器,如最大后验概率(MAP)[8]解码器或软输出Viterbi算法(SOVA)[9],[10]。本文提出将turbo码与不同的LST结构结合使用,采用并行干扰抵消(PIC)迭代接收机。采用MAP算法作为软输入软输出解码器。仿真结果表明,与非涡轮LST系统相比,该系统有很大的改进。
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引用次数: 0
Enhanced Wiener restoration of images based on the Haar wavelet transform 基于Haar小波变换的增强图像维纳恢复
Pub Date : 2001-03-27 DOI: 10.1109/NRSC.2001.929225
M. Hadhoud, M. Dessouky, F. E. El-Samie, S. El-Khamy
Two proposed methods are used for enhancing the results of the linear minimum mean square error (LMMSE) or Wiener restoration. The first approach depends on adaptively merging the Wiener restoration with a regularized restoration technique, which can be solved iteratively. The second approach is a smoothing technique to reduce noise in flat areas in the, restored images. The decision that is used for selecting the regions in the image, in which either the regularization or the smoothing processes can be made, is dependent on the 2-D Haar wavelet transform.
提出了两种增强线性最小均方误差(LMMSE)或维纳恢复结果的方法。第一种方法依赖于自适应地将维纳恢复与正则化恢复技术合并,该方法可以迭代求解。第二种方法是平滑技术,用于减少恢复图像中平坦区域的噪声。用于选择图像中可以进行正则化或平滑处理的区域的决定取决于二维Haar小波变换。
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引用次数: 1
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2020 37th National Radio Science Conference (NRSC)
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