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In Part 1 of this two-part series, we introduced Katamic memory—a neural network architecture capable of robust sequence learning and recognition. In Part 2, we introduce the Blobs World taskjdomain for language learning and describe the DETE language learning system, which is composed of over 50 Katamic memory modules. DETE currently learns small subsets of English and Spanish via association with perceptual! motor inputs. In addition to Kaiamic memory, DETE employs several other novel features: (1) use of feature planes, to encode visual shapes, spatial relationships and the motions of objects, (2) phase-locking of neural firing, in order to represent focus of atention and to bind objects across multiple feature planes, and (3) a method for encoding temporal relationships, so that DETE can learn utterances involving the immediate past and future. We compare DETE to related models and discuss the implications of this approach for language-learning research. 相似文献
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本文介绍了一种交流采样综合电量变送器的测量算法和设计技术要点,分析了仪表的误差来源:通道传输误差、电流互感器非线性误差、相位误差和频率混叠误差。论文提出了提高锁相同步的精度、减小通道误差和频率混叠等误差的方法。由于仪表采用了具有高Q模拟低通滤波器的锁相同步技术、内部动态校准与外校准相结合的免调整技术、采用较高的采样率和抗混叠滤波、相位补偿等技术,从而保证了仪表能适应谐波畸变严重的电网,并有良好的温度适应性。几项关键技术尚未见在国内其它的微机电量变送器中使用。 相似文献
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系统地研究了超导亚毫米波阵列振荡器的相位锁定问题。为使超导振荡器达到高工作频率、窄线宽和高稳定的性能,约瑟夫森结与结之间的相位必须相互锁定。相位锁定可以通过结与结之间的耦合电路得以实现。通过对振荡器的各种耦合电路的比较表明,蝴蝶领结天线结构是一个比较适合约瑟夫森振荡器相位锁定的耦合电路。本文提出了一种超导亚毫米波阵列振荡器模型并对其进行了模拟计算与分析,仿真得出了振荡器各项参数值,并给出了相位锁定的条件。 相似文献
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为了对C波段磁控管进行大功率功率合成,须进行单管锁相研究,本文主要对单管磁控管进行注入锁相实验研究,并讨论了不同注入功率大小对磁控管输出频谱带宽的影响.实验结果表明,通过注入外部信号的方式对C波段磁控管是能够锁相成功的,锁相后输出功率稳定.在实验过程中取得了大量的试验数据,为下一步功率合成实验提供了实验基础. 相似文献
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光纤激光阵列锁相和孔径装填技术研究进展 总被引:3,自引:2,他引:3
介绍了几种典型的激光阵列锁相和孔径装填技术,重点综述了国内外光纤激光阵列锁相和孔径装填技术的研究进展,最后对高功率高光束质量激光光源的应用和发展前景进行了展望. 相似文献
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在经典锁相理论Adler 条件基础上,考虑到相对论磁控管互作用空间内高度非线性的束波互作用,用粒子模拟方法得出了磁控管注入式锁相模型的注入比和频率差的参数区域图,研究了注入比和频率差对锁相的影响。模拟结果表明,在相对论磁控管的谐振频率为2.4667GHz 情况下,当注入比为0.25、频率差为35MHz 或20MHz、注入比为0.15 都可以实现稳定锁相。在此基础上对经典的Adler 条件引入了非线性参数修正,其取值与器件工作时的非线性程度有关,基于本文模型得到的非线性参数约为7,可见修正后的理论结果比经典理论结果允许有更大的锁相范围。 相似文献
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提出一种新的频率跟踪技术———数字式无暂态频率跟踪器 ,该技术采用数字逻辑电路实现了频率精确同步跟踪 ,具有电路简单、输入输出频率关系可调、没有暂态过程等优点 ,在电子技术和现代通信等科技领域具有广泛的应用前景。 相似文献
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Many connectionist approaches to musical expectancy and music composition let the question of ‘What next?’ overshadow the equally important question of ‘When next?’. One cannot escape the latter question, one of temporal structure, when considering the perception of musical meter. We view the perception of metrical structure as a dynamic process where the temporal organization of external musical events synchronizes, or entrains, a listener's internal processing mechanisms. This article introduces a novel connectionist unit, based upon a mathematical model of entrainment, capable of phase- and frequency-locking to periodic components of incoming rhythmic patterns. Networks of these units can self-organize temporally structured responses to rhythmic patterns. The resulting network behavior embodies the perception of metrical structure. The article concludes with a discussion of the implications of our approach for theories of metrical structure and musical expectancy. 相似文献