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浅析基础和声中的“不良进行”
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作者 张静 《湖北科技学院学报》 2015年第12期153-155,共3页
基础和声写作中,有许多需要避免的"不良进行",如:平行五、八度,隐伏五、八度,增音程的应用,声部交叉,对斜关系,四部同向,上方三声部相邻两声部间距离等,而这些"不良进行"在应用时又不是绝对化的,我们应该辩证的把... 基础和声写作中,有许多需要避免的"不良进行",如:平行五、八度,隐伏五、八度,增音程的应用,声部交叉,对斜关系,四部同向,上方三声部相邻两声部间距离等,而这些"不良进行"在应用时又不是绝对化的,我们应该辩证的把握和应用好这些进行,使得音乐更具有活力。 展开更多
关键词 平行五、八度 隐伏五、八度 增音程 声部交叉 对斜关系 四部同向
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钢琴专业学生学习复调作品的方法
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作者 亚.米.冈恰洛夫 罗秉康 《天津音乐学院学报》 1999年第4期40-49,共10页
约·塞·巴赫是各个时代和各民族最伟大的作曲家,他的音乐被演奏已达三百年之久。他的音乐具有巨大的吸引力,对巴赫个人及其创作的兴趣,随着时间的推移,不但丝毫未减弱,反而始终不渝地在继续增长,巴赫研究者的人数成倍地增加。
关键词 复调音乐 创意曲 声部进行 声部交叉 复设织体 延留音
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Steady-State Analysis of a Two-Mode Laser System with Cross-Correlation Between Real and Imaginary Parts of Quantum Noise
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作者 戴祖诚 向友林 梅冬成 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第5期889-892,共4页
An inhomogeneously broadened two-mode laser system with cross-correlations between the real and imag- inary parts of quantum noise is considered. The Fokker-Planek equation of the system is derived by the phase-lockin... An inhomogeneously broadened two-mode laser system with cross-correlations between the real and imag- inary parts of quantum noise is considered. The Fokker-Planek equation of the system is derived by the phase-locking method. The steady-state probability distribution, the mean light intensity, the normalization autocorrelation function, and cross correlation function are calculated. The results indicate that: (i) The cross-correlation between the real and imaginary parts of quantum noise can cause the stationary probability distribution from one peak structure to two extrema structure when the laser system is operated above threshold; (ii) The cross-correlation between the real and imaginary parts of quantum noise enhance the light intensity fluctuation and decrease the laser output when the laser system is operated below or near threshold; (iii) The effect of the cross-correlation between the real and imaginary parts of quantum noise is very weak on the stationary properties when the laser system is operated far above threshold. 展开更多
关键词 two-mode laser correlated noises steady-state properties
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