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求解平面连杆机构位置问题的牛顿法 被引量:1
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作者 莫江涛 王静文 《湖南工程学院学报(自然科学版)》 2008年第2期33-37,52,共6页
从平面连杆机构的闭环矢量方程出发,介绍了求解平面连杆机构位置问题的牛顿迭代法.通过对典型平面连杆机构的分析,说明其在机构运动分析中的具体应用方法,并给出相应实例验证该方法的有效性,同时还介绍了机构运动分析中迭代初值的计算方法.
关键词 平面连杆机构 闭环矢量方程 非线性方程组 牛顿法 初值
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Comparison of Different Implementations of MFCC 被引量:18
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作者 郑方 张国亮 宋战江 《Journal of Computer Science & Technology》 SCIE EI CSCD 2001年第6期582-589,共8页
The performance of the Mel-Frequency Cepstrum Coefficients (MFCC) may be affected by (1) the number of filters, (2) the shape of filters, (3) the way in which filters are spaced, and (4) the way in which the power spe... The performance of the Mel-Frequency Cepstrum Coefficients (MFCC) may be affected by (1) the number of filters, (2) the shape of filters, (3) the way in which filters are spaced, and (4) the way in which the power spectrum is warped. In this paper, several compar- ison experiments are done to find a best implementation. The traditional MFCC calculation excludes the 0th coefficient for the reason that it is regarded as somewhat unreliable. According to the analysis and experiments, the authors find that it can be regarded as the generalized frequency band energy (FBE) and is hence useful, which results in the FBE-MFCC. The au- thors also propose a better analysis, namely the auto-regressive analysis, on the frame energy, which outperforms its 1st and/or 2nd order differential derivatives. Experiments with the '863' Speech Database show that, compared with the traditional MFCC with its corresponding auto- regressive analysis coefficients, the FBE-MFCC and the frame energy with their corresponding auto-regressive analysis coefficients form the best combination, reducing the Chinese syllable er- ror rate (CSER) by about 10%, while the FBE-MFCC with the corresponding auto-regressive analysis coefficients reduces CSER by 2.5%. Comparison experiments are also done with a quite casual Chinese speech database, named Chinese Annotated Spontaneous Speech (CASS) corpus. The FBE-MFCC can reduce the error rate by about 2.9% on an average. 展开更多
关键词 MFCC frequency band energy auto-regressive analysis generalized ini- tial/final
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