When the enhancement is disabled in normal mode (at 0% with Safe mode deselected) the pre-process section can be used as a conventional leveling section in it ’s own right. Its primary purpose is to control program level over a wide range in order to provide optimum conditions for the following enhancement stage. The Pre-process section is a musical program leveling function. Reconstruction metering and compensation section.
The limiter plug-in comprises of four cascaded processes in the order below. Unique processing in the form of the Enhance function provides the sample value limiting needed to reliably avoid overloads in digital workstation environments and allows unprecedented volume and punch to be applied to program beyond that available from conventional limiting functions.Ĭomprehensive metering is provided which displays not only conventional peak sample value, but additionally allows the user to monitor the true validity of the program in order to avoid the generation of damaging reconstruction overloads in the target equipment which are often invisible during production (sometimes termed 'inter sample peaks').Ī further function allows the user to dynamically correct for reconstruction overloads in real time, thereby achieving maximum possible modulation levels without the risks of producing illegal signals often associated with compression and limiting.Ĭomprehensive dithering functionality with selectable and variable depth noise shaping ensures first class mastering output quality in either 24 bit or 16 bit modes. By employing highly accurate logarithmic side chain processing, along with innovative adaptive timing functionality using look ahead signal acquisition, the limiter provides exemplary performance, whether one is seeking general transparent level control, program loudness maximization or heavily applied artistic sound effects. The Oxford Limiter has been developed from decades of professional audio experience to provide a very high degree of quality and facility in program loudness control and limiting functions.
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