ADRC Active Disturbance Rejection Control
ADRC Active Disturbance Rejection Control achieves desired output performance through simple parameter tuning of input parameters.
MATLAB Implementation of Canonical Correlation Analysis (CCA)
MATLAB code for performing Canonical Correlation Analysis between two images, with input parameters: input image 1, input image 2, rows, columns, channel 1, channel 2, and output matrix. The implementation involves preprocessing, feature extraction, and correlation computation using canonical correlation algorithms.
Pitch Period Estimation Using Autocorrelation Function
The function jiyinzhouqi estimates pitch period using autocorrelation method, requiring input parameters of speech filename and frame shift (typically 5-10ms), while implementing voice activity detection and peak identification algorithms.
Steady-State Filter
Input Parameters: x0 - Initial state vector smoocof - Ideal smoothing coefficient inp - Position measurement array npts - Number of points in input positions T - Sampling interval nvar - Ideal noise variance Output Parameters: residual - Position error array (residuals) estimate - Predicted position array
Single Pulse Ambiguity Function
Input Parameters: taup Pulse Width - The duration of the pulse signal, a critical parameter for signal analysis and ambiguity function computation. In MATLAB implementations, this parameter typically defines the time-domain extent of the pulse waveform and affects the resolution properties in matched filter processing.
Coherent Pulse Train Ambiguity Function
Input Parameters: taup - Pulse Width n - Number of Pulses in Train pri - Pulse Repetition Interval
LFM Ambiguity Function
Input Parameters: taup - Pulse width in seconds b - Bandwidth in Hertz up_down - Chirp direction indicator (1 for up-chirp, -1 for down-chirp)
Enhanced Polar Coordinate Function
Improved polar coordinate function in MATLAB supporting negative axis values, see parameter documentation for input details. Contact via email for issues. Directly executable in MATLAB command line, e.g.: my_polar2([0,20,30]*pi/180,[-10,0,10],'-r',-20,30)