Below you will find example sentences with "cutoff frequency". The examples show how this phrase is used in natural context and which words often surround it.

Cutoff Frequency in a sentence

Corpus data

  • Displayed example sentences: 20
  • Discovered as a combination around: frequency
  • Corpus frequency in the collocation scan: 10
  • Phrase length: 2 words
  • Average sentence length: 24.4 words

Sentence profile

  • Phrase position: 4 start, 9 middle, 7 end
  • Sentence types: 20 statements, 0 questions, 0 exclamations

Corpus analysis

  • The phrase "cutoff frequency" has 2 words and usually appears in the middle in these examples. The average sentence has 24.4 words and is mostly made up of statements.
  • Around this phrase, patterns and context words such as than the cutoff frequency, a certain cutoff frequency and attenuates, filter, attenuation and line stand out.
  • In the phrase index, this combination connects with frequency domain, high frequency, low frequency, high frequency, low frequency and radio frequency, linking the page to nearby combinations.

Example types with cutoff frequency

This selection groups the examples by length and sentence type, making usage of the full phrase easier to scan:

Above the cutoff frequency, attenuation increases rapidly. (7 words)

Acoustic waveguides have no cutoff frequency, which is in sharp contrast to electromagnetic waveguides. (14 words)

Passing a signal through such a channel results in the removal of frequency components above this cutoff frequency. (18 words)

For instance, in the case of the Chebyshev filter it is usual to define the cutoff frequency as the point after the last peak in the frequency response at which the level has fallen to the design value of the passband ripple. (42 words)

Bandlimited channels Another cause of intersymbol interference is the transmission of a signal through a bandlimited channel, i.e., one where the frequency response is zero above a certain frequency (the cutoff frequency). (33 words)

On any Butterworth filter, if one extends the horizontal line to the right and the diagonal line to the upper-left (the asymptotes of the function), they intersect at exactly the cutoff frequency. (33 words)

Example sentences (20)

The mode with the lowest cutoff frequency is the basic mode of the waveguide, and its cutoff frequency is the waveguide cutoff frequency.

A low-pass filter is a filter that passes signals with a frequency lower than a certain cutoff frequency and attenuates signals with frequencies higher than the cutoff frequency.

Bandlimited channels Another cause of intersymbol interference is the transmission of a signal through a bandlimited channel, i.e., one where the frequency response is zero above a certain frequency (the cutoff frequency).

The cutoff frequency is the critical frequency between propagation and attenuation, which corresponds to the frequency at which the longitudinal wavenumber is zero.

The phenomenon of cutoff whereby frequencies above the cutoff frequency are not transmitted is an undesirable side effect of loading coils (although it proved highly useful in the development of filters ).

For instance, in the case of the Chebyshev filter it is usual to define the cutoff frequency as the point after the last peak in the frequency response at which the level has fallen to the design value of the passband ripple.

Many second-order filters have "peaking" or resonance that puts their frequency response at the cutoff frequency above the horizontal line.

Passing a signal through such a channel results in the removal of frequency components above this cutoff frequency.

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The frequency response at the cutoff frequency in a first-order filter is 3 dB below the horizontal line.

Above the cutoff frequency, attenuation increases rapidly.

Acoustic waveguides have no cutoff frequency, which is in sharp contrast to electromagnetic waveguides.

A lowpass filter is also included, with - 24dB per octave attenuation, and controls for cutoff frequency, resonance, and envelope modulation parameters.

DSL When loading coils are in place, signal attenuation remains low for signals within the passband of the transmission line but increases rapidly for frequencies above the audio cutoff frequency.

For a rectangular waveguide, the cutoff frequency is : where the integers are the mode numbers, and a and b the lengths of the sides of the rectangle.

From basic image filter theory the angular cutoff frequency and the characteristic impedance of a low-pass constant k filter are given by; : and, :where and are the half section element values.

It is given by : The wave equations are also valid below the cutoff frequency, where the longitudinal wave number is imaginary.

It is usually undesirable to transmit signals above the cutoff frequency, since it may cause multiple modes with different phase velocities to propagate, interfering with each other.

Lumped loading with coils is cheaper but has the disadvantages of difficult seals and a definite cutoff frequency.

On any Butterworth filter, if one extends the horizontal line to the right and the diagonal line to the upper-left (the asymptotes of the function), they intersect at exactly the cutoff frequency.

So the order of the filter determines the amount of additional attenuation for frequencies higher than the cutoff frequency.

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