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Solid State Logic X-EQ manual Gaussian, Chebychev, maximally flat magnitude ripple in the passband

Models: X-EQ

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Gaussian

Butterworth Characterised by having a response, i.e, no amplitude

Gaussian

No ringing or overshoot in the time domain, but slow roll-off in the frequency domain.

maximally flat magnitude ripple in the passband.

Chebychev

Characterised by having an equiripple magnitude response, meaning the magnitude increases and decreases regularly from DC to the cutoff frequency.

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Solid State Logic X-EQ manual Gaussian, Chebychev, maximally flat magnitude ripple in the passband

Contents

UserGuide X-EQPage CONTENTS Page 1. Introduction Key Features X-EQGraphical User Interface 512Mb RAM 1Gb recommended for product registration and software updates2. System Requirements Apple MacintoshUnlock Key 3. Installation & Authorisation4.3 Analogue Parametric EQ Modelling 4. Some History4.1 An Audio Engineer’s Best Friend 4.2 The Best of the Analogue and Digital Worlds4.4 Non- Linear Phase EQ 4.5 Parallel Passive EQ Mouse Operations in Graphical Display 5.Operational Overview5.1Graphical EQ Display 5.3 Save, Load and A/B Functionality Clip Indicaor Example To copy from location A to location B5.4 Meters Meter5.5 FFT Spectrum Analyser Peak Meter and Clip IndicatorDynamic History Meter RMS MeterGain 5.7 Global Bypass5.8 X-EQBand Parameters and Control Range BandAsymmetrical 6. X-EQFilter Types6.1 Bell Filters Q Definitions Classic SymmetricalProportional ProportionalProportional P -3dBP - 3dB boost, 0 - 3dB cut Constant Q AsymmetricalConstant Q Asymmetrical Reverse Constant Q InvertParallel Constant Q Newdrawback is a sluggish roll-offrate 6.3 Cut FiltersCritical Besselmaximally flat magnitude ripple in the passband GaussianChebychev 7.1 Serial Mode 7. X-EQSignal Flow8. Application Tips 9. X-EQSupport 9.1 Support FAQsPage S O U N D V I S I O N Solid State Logic