How Do You Spell CUBIC SYMMETRY?

Pronunciation: [kjˈuːbɪk sˈɪmətɹɪ] (IPA)

The term cubic symmetry refers to the geometric property of an object or system that exhibits symmetry according to the rules of a cube. It is spelled as /ˈkjuːbɪk ˈsɪmətri/ in IPA phonetic transcription, with the emphasis on the first syllable of both words. The letter 'c' in cubic is pronounced as /k/, while the letter 's' in symmetry is pronounced as /s/. This spelling represents the English pronunciation of this scientific term, which is widely used in fields such as chemistry, physics, and materials science.

CUBIC SYMMETRY Meaning and Definition

1. Cubic symmetry refers to a type of symmetry exhibited by objects or shapes that possess a cubic or cube-like structure. It is a three-dimensional symmetry characterized by the equal length of all sides and the equality of all angles between adjacent sides, resulting in a regular, cube-shaped object or crystal structure.

   In cubic symmetry, the object has a high degree of symmetry, meaning it can be rotated by certain angles around specific axes and still look the same. Specifically, cubic symmetry exhibits rotational symmetry of 90 degrees about any of its four vertical axes, as well as a 180-degree rotational symmetry about any of its three horizontal axes. Additionally, it displays symmetry under reflection across any of its nine planes.

   This type of symmetry is commonly found in various natural and man-made structures, including crystals, minerals, architectural elements, and everyday objects such as dice. It is also highly desirable in many scientific and industrial applications due to its stability and uniformity.

   Understanding cubic symmetry is crucial in fields like crystallography, materials science, and mathematics, where it serves as a foundation for studying the properties and behaviors of cubic structures. By defining and characterizing cubic symmetry, researchers can better classify and analyze objects and systems that exhibit this type of symmetry, leading to advancements in various technological and scientific domains.

Common Misspellings for CUBIC SYMMETRY

• xubic symmetry
• vubic symmetry
• fubic symmetry
• dubic symmetry
• cybic symmetry
• chbic symmetry
• cjbic symmetry
• cibic symmetry
• c8bic symmetry
• c7bic symmetry
• cuvic symmetry
• cunic symmetry
• cuhic symmetry
• cugic symmetry
• cubuc symmetry
• cubjc symmetry
• cubkc symmetry
• cuboc symmetry
• cub9c symmetry
• cub8c symmetry

Etymology of CUBIC SYMMETRY

The term "cubic symmetry" originates from the combination of two words: "cubic" and "symmetry".

1. Cubic: The word "cubic" derives from the Latin word "cubus", meaning a solid figure with six square faces, also known as a cube. It can be traced back to the Greek word "kubos", which has the same meaning. In geometry and mathematics, a cube is a three-dimensional shape where all sides are equal squares.

2. Symmetry: The term "symmetry" comes from the Greek word "symmetria", meaning "agreement in dimensions, due proportion, arrangement". It refers to a quality or state of being symmetrical, which implies that an object or shape is identical or similar on both sides or around a center point.

When combined, "cubic symmetry" refers to the property or quality of having symmetry characteristic of a cube.

Plural form of CUBIC SYMMETRY is CUBIC SYMMETRIES