quadrature

[kwäˈdraCHər]

quadrature Definition

  • 1the process of constructing a square with an area equal to that of a given figure, especially by using straightedge and compass
  • 2the process of determining the phase or amplitude of a periodic quantity, especially an electromagnetic wave
  • 3the state of being square or rectangular

Using quadrature: Examples

Take a moment to familiarize yourself with how "quadrature" can be used in various situations through the following examples!

  • Example

    The quadrature of the circle is impossible using only a straightedge and compass.

  • Example

    The quadrature of the amplitude of the signal is necessary for proper modulation.

  • Example

    The quadrature of the building's foundation ensures its stability.

quadrature Synonyms and Antonyms

Synonyms for quadrature

Phrases with quadrature

  • a numerical integration technique used to approximate definite integrals

    Example

    The trapezoidal rule is a simple quadrature formula.

  • a digital filter used in signal processing to split a frequency band into two sub-bands

    Example

    The quadrature mirror filter is commonly used in audio compression algorithms.

  • an electronic circuit that generates a sinusoidal output signal with a 90-degree phase shift from its input signal

    Example

    The quadrature oscillator is used in many applications, including frequency synthesis and modulation.

Origins of quadrature

from Latin 'quadratura', meaning 'a squaring'

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Summary: quadrature in Brief

The term 'quadrature' [kwäˈdraCHər] refers to several processes related to squares and rectangles. It can mean constructing a square with the same area as a given figure, determining the phase or amplitude of a periodic quantity, or simply being square or rectangular. Examples include the quadrature of the circle, quadrature of amplitude, and quadrature of a building's foundation. Quadrature extends into phrases like 'quadrature formula' and 'quadrature oscillator,' which denote mathematical and electronic applications.