The phrase "a frequency weighting" is correct and usable in written English.
It can be used in contexts related to measurements, acoustics, or signal processing where different frequencies are given different levels of importance.
Example: "The results were adjusted using a frequency weighting to account for the varying sensitivity of human hearing across different sound frequencies."
Alternatives: "a frequency adjustment" or "a frequency calibration".
Also, we utilize a frequency weighting function with varying gain in order to improve the performance of shock control.
(a) It can be computed with a frequency weighting representing the variation in sensitivity of the human ear over the audible frequency range at different presentation levels (A-, B-, and C-weightings).
A frequency weighting exists for evaluating the vibration of vertical backrests but not for reclined backrests often used during travel.
The method is based on a frequency weighting and measurements of the overall level in the receiving room.
In cases where no clear difference exists between the magnitude of two voices, a frequency weighting is applied that gives lower weight to voices in the lower frequency range.
For VDV, there were no significant differences between the correlations obtained using any frequency weighting.
A frequency weight matrix (FWM) was calculated on the basis of sequence motifs with p values of <0.05, and a sequence logo was generated on the basis of FWM using WebLogo [ 67].
Broadband sound levels were computed using a Z weighting (Zero frequency weighting) of the spectrum (International Standards, ICE 61672∶2003), which provides a flat frequency weighting across the sensitivity range of the sound level meter or microphone.
The proposed approach is based on a time-varying frequency weighting function giving an extended linear parameter varying (LPV) model that is used to design a stabilizing LPV gain-scheduled H∞ controller.
However, even though it employs a slightly different frequency weighting for vertical vibration, and a 1·4 multiplying factor for horizontal vibration, ISO 2631 (1997) can be interpreted so as to provide evaluations similar to those made according to BS 6841 (1987).
We propose a new collection frequency weighting scheme derived from the negative binomial distribution model of term occurrences.
