- harmonious in feeling or effect; agreeing
- Math. designating or of a harmonic progression
- of or pertaining to harmony rather than to melody or rhythm
- of or pertaining to a harmonic
Origin of harmonicClassical Latin harmonicus ; from Classical Greek harmonikos ; from harmonia, harmony
- an alternating-current voltage or current or a component of such voltage or current, whose frequency is some integral multiple of a fundamental frequency
- any of the pure tones making up a composite tone, including the fundamental and its upper partials or overtones; partial tone
- a. Of or relating to harmony.b. Pleasing to the ear: harmonic orchestral effects.c. Characterized by harmony: a harmonic liturgical chant.
- Of or relating to harmonics.
- Integrated in nature.
- a. Any of a series of musical tones whose frequencies are integral multiples of the frequency of a fundamental tone.b. A tone produced on a stringed instrument by lightly touching an open or stopped vibrating string at a given fraction of its length so that both segments vibrate. Also called overtone, partial, partial tone.
- harmonics (used with a sing. verb) The theory or study of the physical properties and characteristics of musical sound.
- Physics Any of a series of periodic waves whose frequencies are integral multiples of a fundamental frequency.
Origin of harmonicLatin harmonicus, from Greek harmonikos, from harmoniā, harmony; see harmony.
Visual representation of harmonics in the periodic motion of a vibrating guitar string. First (or fundamental) harmonic (top), second harmonic (center), and sixth harmonic (bottom).
(comparative more harmonic, superlative most harmonic)
- 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
- The harmonic polar line of an inflection point of a cubic curve is the component of the polar conic other than the tangent line.
- (physics) a component frequency of the signal of a wave that is an integer multiple of the fundamental frequency
From Latin harmonicus, from Ancient Greek ἁρμονικός (harmonikos), from ἁρμονία (harmonia, “harmonie”).
harmonic - Computer Definition
A sinusoidal component of a waveform that is an integral multiple of a fundamental frequency. The signal waveform is known as the first harmonic. A waveform that has a component that is twice the frequency of the fundamental frequency, or signal waveform, is known as the second harmonic. An unwanted harmonic causes harmonic distortion. See harmonic distortion.
A multiple of a fundamental frequency occurring at the same time. For example, if the fundamental frequency is 1 kHz, the first harmonic is 1 kHz, the second harmonic is 2 kHz, and so on. Musical instruments oscillate at several frequencies, which are called "overtones." The first overtone is actually the second harmonic, and so on. See harmonic distortion.