dsp term project

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DSP Term Project By: Ashley Downs And Jeff Malen

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DSP Term Project. By: Ashley Downs And Jeff Malen. Sound Effects. Delay Multiple Echoes Natural Reverb Flanging. Delay. Delay takes an audio signal and plays it back after the delay time (several milliseconds to several seconds). Sound Files for Delay. Input Sound - PowerPoint PPT Presentation

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Page 1: DSP Term Project

DSP Term ProjectDSP Term Project

By: Ashley DownsAnd

Jeff Malen

By: Ashley DownsAnd

Jeff Malen

Page 2: DSP Term Project

Sound EffectsSound Effects

Delay Multiple Echoes Natural Reverb Flanging

Delay Multiple Echoes Natural Reverb Flanging

Page 3: DSP Term Project

DelayDelay

Delay takes an audio signal and plays it back after the delay time (several milliseconds to several seconds).

Delay takes an audio signal and plays it back after the delay time (several milliseconds to several seconds).

Page 4: DSP Term Project

Sound Files for DelaySound Files for Delay

Input Sound

Output Sound

Input Sound

Output Sound

Page 5: DSP Term Project

Multiple Echo FilterMultiple Echo Filter

H(z)= Z^-R . (1- alpha * (Z^-R))

H(z)= Z^-R . (1- alpha * (Z^-R))

Page 6: DSP Term Project

Impulse Response of a Multi Echo FilterImpulse Response of a Multi Echo Filter

Page 7: DSP Term Project

Sound Files for Multiple Echo FilterSound Files for Multiple Echo Filter

Input Sound

Output Sound

Input Sound

Output Sound

Page 8: DSP Term Project

ReverberationReverberation

Reverberation is the result of many reflections of a sound that occur in a particular space.

Reverberation is the result of many reflections of a sound that occur in a particular space.

Page 9: DSP Term Project

Natural ReverberatorNatural Reverberator

The Schroeder’s Reverberator Combination of 4 Comb and 2 All Pass.

The Schroeder’s Reverberator Combination of 4 Comb and 2 All Pass.

Page 10: DSP Term Project

Sound Files for Natural Reverberator

Sound Files for Natural Reverberator

Input Sound

Output Sound

Input Sound

Output Sound

Page 11: DSP Term Project

FlangingFlanging

H(z)= (1+ alpha*(Z^-beta(n))) H(z)= (1+ alpha*(Z^-beta(n)))

Page 12: DSP Term Project

A Time Varying Delay FunctionA Time Varying Delay Function

Page 13: DSP Term Project

Sound Files for Flange EffectSound Files for Flange Effect

Input Sound

Output Sound

Input Sound

Output Sound

Page 14: DSP Term Project

That’s All Folks!That’s All Folks!