Harmonic: meaning, definitions and examples

Best used when discussing music theory or complex interactions between different notes and sounds. Can also apply to broader contexts like physics.

• The musicians focused on creating a harmonic balance between the different instruments.
• The harmonic vibrations of the tuning fork helped them synchronize their instruments.

Used specifically when describing sequences of notes that are particularly tuneful and pleasant to listen to. It emphasizes the melody rather than harmony.

• Her voice was sweet and melodic, captivating everyone in the room.
• The song features a melodic guitar solo that lingers in your mind.

Ideal when talking about sounds that are in agreement or fit well together, both in music and more abstract contexts like ideas or relationships. This term often implies a state of harmony.

• The chord progression was consonant, providing a sense of resolution.
• Their opinions were surprisingly consonant, leading to a smooth collaboration.

Best used when describing music or sounds that are pleasant, catchy, and easy to sing along with. Often used in a more casual or everyday context.

• The children's choir performed a tuneful rendition of the classic song.
• Whistling a tuneful melody, she walked through the park.

This word is repeated. Refer to the context and examples of the first 'harmonic'.

Use in music to describe additional frequencies that are multiples of the fundamental frequency, adding to the richness and complexity of a sound.

• The singer's voice was full of rich overtones that captivated the audience.
• By adjusting the mouthpiece, the trumpeter could control the overtones produced.

Typically used in music and acoustics to refer to any component of a sound, including both harmonic and inharmonic components. More technical term than 'overtones'.

• Analyzing the partials helps in understanding the tone quality of an instrument.
• The synthesizer allowed the user to manipulate individual partials for unique sound creation.

Commonly used in both physics and music to describe the phenomenon where a system naturally amplifies frequencies that match its own natural frequencies.

• The auditorium was designed to enhance acoustic resonances for clearer sound.
• He could feel the floor vibrate with resonances when the bass guitar played.

Use when referring to harmonic sequences or proportions, often in mathematics, music, or physics. It denotes a relationship where elements are combined in a way that is pleasing or consistent.

• The two musicians created a harmonic melody that soothed the audience.
• In mathematics, a harmonic series is an infinite series of the form 1 + 1/2 + 1/3 + 1/4 + ... .

Use when referring to a number that is the product of one number and an integer. It is common in mathematical and everyday contexts to describe quantities.

• 15 is a multiple of 5.
• Multiples of 7 include 7, 14, 21, 28, and so on.

Use when describing a number that can be divided by another number without leaving a remainder. This is a basic term in arithmetic and is useful in mathematical contexts.

• 12 is divisible by 3.
• In order for a number to be divisible by 2, it must be even.

Specify when a number can be divided by another number exactly, with no remainder. This term emphasizes the precise, complete division, often used in more technical or detailed mathematical discussions.

• 24 is evenly divisible by 6.
• Any even number is evenly divisible by 2.