Code covered by the BSD License
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ADconv(Vin,Vthreshold)
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DAClevelGEN(CAPREAL,ncap,CST)
Determines the DAC levels (by A. Fornasari, P. Malcovati)
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Noise_init(Nsin,FN,Fs,fC1,fC2...
Initializes the colored noise generator (by A. Fornasari, P. Malcovati)
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[c,k1]=calc_paramA(x1,y1,x2,y...
Calculates the parameters for flicker noise
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calcSNR(vout,f,fBL,fBH,w,N)
SNR calculation in the time domain (P. Malcovati, S. Brigati)
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dbp(x)
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dbv(x)
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hann_pv(n)
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histo(y,N)
Bins the elements of the input vector Y into N equally spaced containers
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iniADC_DAC(NF,k,MM,LF,CST,VV,...
Determines the ADC thresholds and the DAC levels, the input and output range
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jitteredSinewave(time,Amplitu...
Generates a sine wave with sampling jitter, the derivative of the signal is
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noise_gen(u,Ampl,Phases,Fs,N)...
Generates colored noise spectral components (by A. Fornasari, P. Malcovati)
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sinker(in,f,fBL,fBH,N,Ntransi...
Calculates the power spectral density (by A. Fornasari, P. Malcovati)
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sinker_ini(Fs,fBL,fBH,Fin,N,S...
Initializes the variables for the power spectal density calculation (by A. Fornasari, P. Malcovati)
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sinusx(in,f,n)
Extracts of a sinusoidal signal (S. Brigati, P. Malcovati)
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slblocks
Defines the Simulink library block representation for SDtoolbox
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slew(in,alfa,sr,GBW,Ts)
Models the operational amplifier finite bandwidth and slew rate
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switch_nl(vin,Ts,CS,VsupplyP,...
Non-linear switch resistance (S. Brigati, P. Malcovati)
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BP2IP3m.m
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BP2m.m
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SD2demo.m
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SD2demo_colored.m
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SDtoolboxdemolauncher.m
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SimFourPath.m
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SimOnePath.m
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BP2
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BP2IP3
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FourPaths
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OnePath
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SD2mod
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SDtoolbox
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sd2mod_colored
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sdtoolboxdemo
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ADC-DAC
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Colored Noise
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Ideal Integrator (no Delay)
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Ideal Integrator (with Delay)
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Ideal Resonator
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Jittered Sine Wave
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Postprocessing (calcSNR)
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Power Spectral Density
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Real Integrator (no Delay)
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Real Integrator (with Delay)
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Real Resonator
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SD Toolbox
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SD Toolbox Demos
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SD Toolbox Demos
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SD Toolbox Demos
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SD Toolbox Demos
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SD Toolbox Demos
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SD Toolbox Demos
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SD Toolbox Demos
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Sampling Jitter
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Switch Non-Linearity
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White Noise
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kT/C Noise
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View all files
from
SDToolbox 2
by Piero Malcovati
Simulation of sigma-delta modulators
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| Ideal Integrator (no Delay) |
Ideal Integrator (no Delay)
Ideal Integrator (no Delay)
Models an ideal discrete integrator without delay considering op-amp saturation.
Library
SD Toolbox.
Description
The Ideal Integrator (no Delay) block models a real discrete integrator without delay considering op-amp saturation.

The implemented transfer function in the z-domain is

The saturation levels of the operational amplifier are modeled using a saturation block inside the feedback loop of the integrator.
Parameters
- Sample Time: Period of the sampling signal in s (Ts = 1/fs, where fs is the sampling frequency)
- Saturation: Saturation voltage of the op-amp used in the integrator in V
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Ideal Integrator (with Delay)
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Ideal Resonator
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Contact us at files@mathworks.com