比如说,调和级数(harmonic series)的第n项明明趋近于0,但是它却不收敛。虽然说这个可以证明出来,但我想要直观的解释,就是用大白话解释一下。
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...弦振动的引发一 连串的较高的音, 最为微弱, 这部份则称为泛音(overtone), 这一系列的音, 就 称为泛音列(harmonic series), 不论人声或者器乐, 只要是声音在周期性的振动 中发出声响, 都由基础音与泛音列所共构而出, 因此, 这一连串的泛音系数, 是...
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...词:和声;和弦;功能;音响 ;谐音列 ;音乐声学 [gap=9278]Key Words: harmony, chord, function, sounding, harmonic series, musical acoustics ...
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alternating harmonic series 莱布尼兹级数 ; [数] 交错调和级数
harmonische reihe harmonic series 低级数
harmonic series of sounds 谐音系列
paradox of harmonic series 调和级数悖论
The Harmonic Series 和谐级数
general harmonic series 广义调和级数
以上来源于: WordNet
N a series whose terms are in harmonic progression, as in 1 + + + … 调和级数 [maths]
Let me demonstrate to you the harmonic series.
我来为你们演示泛音列。
The second origin of music comes from the harmonic series, which is demonstrated by the open pipes without holes.
音乐的第二种起源是泛音列,它由无音孔开管形成。
There are many gravity quantities expressed by finite spherical harmonic series expansions in the computing for geopotential.
重力场计算中,经常需要计算以有限阶球谐级数表示的重力场元。
That's the harmonic series that's on that, and what the valves do is they shorten and lengthen that vibrating column of air very much like the cello string on the fingerboard.
这就是圆号上的泛音列,活瓣的作用是增长或减短,空气柱的高度,很像大提琴指板上的弦
Let me demonstrate to you the harmonic series.
我来为你们演示泛音列
In this case, the basic column of air is twelve and a half feet long and there are something called "Partials" or the "Harmonic series" That happens in anything, on a string instrument or whatever, but on the horn it's very distinct and that's what makes the different notes.
像这样,基本空气柱有十二个,每个半英尺长,圆号能发出分音,或泛音列,弦乐器或是,其他别的乐器中都有,但在圆号上,效果相当不同,这就是它能奏出不同音符的原因
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