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Logic Pro DeEsser 2

DeEsser 2 is a frequency-specific compressor, designed to compress a particular frequency band within a complex audio signal. It is used to eliminate sibilance (overly emphasized “s” sounds, especially in vocals, and plosives such as “t” sounds that can be emphasized by compressor and saturation effects) from the signal. DeEsser 2 compresses the signal dynamically, preventing the sound from becoming darker when no sibilance is present. DeEsser 2 has extremely fast attack and release response times for the shortest of transients, thus retaining a natural sound.

DeEsser 2 provides two operating modes that enable you to work with high or low level signals. Also included are two filter shapes and range parameters that are used to define and control the affected frequency range.

Figure. DeEsser 2 window.

DeEsser 2 parameters

  • Detection meter: Shows the input signal level of the selected frequency. Behavior of the meter changes in Absolute or Relative mode. See Mode pop-up menu description.

  • Detection max field: The maximum level of the selected frequency is shown. Click to reset.

  • Detection meter slider: Drag to set the Threshold, or amplification level, above which gain reduction of the selected frequency is applied.

  • Reduction meter: Shows the amount of gain reduction applied.

  • Reduction max field: The maximum level is shown (peak hold). Click to reset.

  • Reduction meter slider: Drag to set the maximum amount of dynamic gain reduction applied to the selected frequency.

  • Threshold knob and field: Set the Threshold, or amplification level, above which gain reduction of the selected frequency is applied.

  • Max Reduction knob and field: Set the maximum amount of dynamic gain reduction applied to the selected frequency.

  • Frequency knob and field: Set the center or maximum frequency of the detection filter, depending on the chosen filter.

  • Mode pop-up menu: Choose Relative or Absolute mode. Relative is the default and works with low and high level signals.

    • Relative: In this mode the level of the filtered signal (determined by the Range, Frequency and Filter settings) is compared with the full bandwidth level of the incoming signal. The Threshold parameter value determines the amplification level of the filtered signal (because the level of the filtered signal will always be lower than the full bandwidth signal). When the amplified, filtered signal level is lower than the full bandwidth signal, the Detection meter shows a blue meter below the Threshold value and no processing occurs. When the amplified, filtered signal level is higher than the full bandwidth level, the Detection meter shows a yellow meter above the Threshold value and processing takes place.

    • Absolute: The Detection level meter shows the level of the incoming filtered signal (determined by the Range, Frequency and Filter settings). When the level surpasses the Threshold parameter value the meter display switches from blue (not processed) to yellow (processed). Low level signals can only be processed in Absolute mode if the Threshold parameter is set to a very low value.

  • Range buttons: Set the filter frequency range. Split affects only signals within the set frequency band. Wide affects the entire frequency range.

  • Filter buttons: Choose a lowpass shelving or peak filter shape. The filter is applied before detection.

  • Filter Solo button: Turn on to hear the filtered signal—the split frequency band—in isolation, when Split is turned on.

Use DeEsser 2

Depending on the source material, the workflow for DeEsser 2 can vary slightly. In general terms, the key steps to take are outlined:

  • In Logic Pro, start playback of the incoming signal. Ideally, this should be soloed (and cycled, if a shorter phrase).

  • Choose a mode. The default Relative mode works for most signals.

  • Set the Range, Frequency and Filter parameter settings to isolate the offending frequency.

    Use the Filter Solo button, if required, to make the frequency easier to hear and identify.

  • Set the Threshold and Max Reduction values.

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