combination tones造句
例句与造句
- Combination tones are products of a signal and a masker.
- For example, the combination tone of two maskers can be a better masker than the two original maskers alone.
- The lesser septimal tritone is the most consonant tritone when measured by combination tones, harmonic entropy, and period length.
- Should the Combination tone article, which includes a section on TALK 02 : 36, 15 September 2015 ( UTC)
- He didn't attribute combination tones to nonlinearity in the cochlea, but to nonlinearity outside, before, the cochlea.
- It's difficult to find combination tones in a sentence. 用combination tones造句挺难的
- Bohlen had proposed the same scale based on consideration of the influence of combination tones on the Gestalt impression of intervals and chords.
- This interaction is manifested perceptually in terms of pitch or timbre variations, linked to the introduction of combination tones (;; ).
- Combination tones can interact with primary tones resulting in secondary combination tones due to being like their original primary tones in nature, stimulus like.
- Combination tones can interact with primary tones resulting in secondary combination tones due to being like their original primary tones in nature, stimulus like.
- Heinz Bohlen proposed what is now known as the Bohlen Pierce scale on the basis of combination tones, as well as the 833 cents scale.
- Though Heinz Bohlen proposed the non-octave-repeating 833 cents scale based on combination tones, the tuning features relations based on the golden ratio.
- Combination tones can also be produced electronically by combining two signals in a circuit that has nonlinear distortion, such as an amplifier subject to clipping or a ring modulator.
- Note that the lowest combination tone ( 100 Hz ) is a 17th ( 2 octaves and a major third ) below the lower ( actual sounding ) note of the tritone.
- The rest of the combination tones are octaves of 100 Hz so the 7 : 5 interval actually contains 4 notes : 100 Hz ( and its octaves ), 300 Hz, 500 Hz and 700 Hz.
- In music, they are most commonly known by the name of'combination tones','difference tones', and sometimes'Tartini tones'( after the violinist Giuseppe Tartini, who is credited with discovering them ).
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