Sanakirja
Tekoälykääntäjä
Vaihtoehtoiset kirjoitusmuodot
- (vanhentunut) harmonick
- harmonical
Ääntäminen
Southern England:- IPA: /hɑː(ɹ)ˈmɒnɪk/
- US
| Kieli | Käännökset |
|---|---|
| espanja | armónico |
| hollanti | harmonische, harmonisch |
| italia | armonico, ipertono |
| portugali | harmónico |
| ranska | harmonique, mélodieux, harmonieux, mélodique |
| ruotsi | harmonisk |
| saksa | harmonisch |
| suomi | harmoninen, ylä-ääni |
| tšekki | harmonický |
| venäjä | гармоника (garmonika), гармонический (garmonitšeski), гармоничный (garmonitšnyi) |
Määritelmät
Adjektiivi
- Pertaining to harmony.
- Pleasant to hear; harmonious; melodious.
- (mathematics) Used to characterize various mathematical entities or relationships supposed to bear some resemblance to musical consonance.
- Recurring periodically.
- (phonology) Exhibiting or applying constraints on what vowels (e.g. front/back vowels only) may be found near each other and sometimes in the entire word.
- (Australianist linguistics) Of or relating to a generation an even number of generations distant from a particular person.
Substantiivi
- (physics) A component frequency of the signal of a wave that is an integer multiple of the fundamental frequency.
- (music) The place where, on a bowed string instrument, a note in the harmonic series of a particular string can be played without the fundamental present.
- (mathematics) One of a class of functions that enter into the development of the potential of a nearly spherical mass due to its attraction.
- (CB radio slang) One's child.
Esimerkit
- harmonic twang of leather, horn, and brass.
- The harmonic polar line of an inflection point of a cubic curve is the component of the polar conic other than the tangent line.
Taivutusmuodot
| Monikko | harmonics |
| Komparatiivi | more harmonic |
| Superlatiivi | most harmonic |
Luokat
Pertaining to harmony.
Two different notations of natural harmonics on the cello. First as sounded (more common), then as fingered (easier to sightread).
(physics) A component frequency of the signal of a wave that is an integer multiple of the fundamental frequency.
The nodes of a vibrating string are harmonics.
(music) The place where, on a bowed string instrument, a note in the harmonic series of a particular string can be played without the fundamental present.
Playing a harmonic on a string
(mathematics) Used to characterize various mathematical entities or relationships supposed to bear some resemblance to musical consonance.
3 × f = 1320 Hz – N = 3 – 3rd partial – 2nd overtone – 3rd harmonic.