Control Systems - CACSD
- Control Design
- Control Loop
- H-infinity
- ccontrg — Central H-infinity continuous time controller
- dhinf — H_infinity design of discrete-time systems
- dhnorm — discrete H-infinity norm
- gamitg — H-infinity gamma iterations for continuous time systems
- h2norm — H2 norm of a continuous time proper dynamical system
- h_cl — closed loop matrix
- h_inf — Continuous time H-infinity (central) controller
- h_inf_st — static H_infinity problem
- h_norm — H-infinity norm
- hinf — H_infinity design of continuous-time systems
- linf — infinity norm
- linfn — infinity norm
- macglov — Continuous time dynamical systems Mac Farlane Glover problem
- nehari — Nehari approximant of continuous time dynamical systems
- parrot — Parrot's problem
- Linear Quadratic
- fourplan — augmented plant to four plants
- gcare — Continuous time control Riccati equation
- gfare — Continuous time filter Riccati equation
- leqr — H-infinity LQ gain (full state)
- lqe — linear quadratic estimator (Kalman Filter)
- lqg — LQG compensator
- lqg2stan — LQG to standard problem
- lqg_ltr — LQG with loop transform recovery
- lqi — Linear quadratic integral compensator (full state)
- lqr — LQ compensator (full state)
- Pole Placement
- ddp — disturbance decoupling
- gfrancis — Francis equations for tracking
- Identification
- arl2 — SISO model realization by L2 transfer approximation
- armax — armax identification
- armax1 — armax identification
- findABCD — discrete-time system subspace identification
- findAC — discrete-time system subspace identification
- findBD — initial state and system matrices B and D of a discrete-time system
- findBDK — Kalman gain and B D system matrices of a discrete-time system
- findR — Preprocessor for estimating the matrices of a linear time-invariant dynamical system
- findx0BD — Estimates state and B and D matrices of a discrete-time linear system
- imrep2ss — state-space realization of an impulse response
- inistate — Estimates the initial state of a discrete-time system
- lin — linearization
- sident — discrete-time state-space realization and Kalman gain
- sorder — computing the order of a discrete-time system
- time_id — SISO least square identification
- Linear Analysis
- Controllability Observability
- abinv — AB invariant subspace
- cainv — Dual of abinv
- cont_mat — controllability matrix
- contr — controllability, controllable subspace, staircase
- contrss — controllable part
- ctr_gram — controllability gramian
- dt_ility — detectability test
- obs_gram — observability gramian
- obscont — observer based controller
- observer — observer design
- obsv_mat — observability matrix
- obsvss — observable part
- ui_observer — unknown input observer
- unobs — unobservable subspace
- Frequency Domain
- black — Black-Nichols diagram of a linear dynamical system
- bode — Bode plot
- bode_asymp — Bode plot asymptote
- calfrq — frequency response discretization
- dbphi — frequency response to phase and magnitude representation
- freq — frequency response
- freson — peak frequencies
- gainplot — magnitude plot
- hallchart — Draws a Hall chart
- nicholschart — Nichols chart
- nyquist — nyquist plot
- nyquistfrequencybounds — Computes the frequencies for which the nyquist locus enters and leaves a given rectangle.
- phasemag — phase and magnitude computation
- phaseplot — frequency phase plot
- repfreq — frequency response
- svplot — singular-value sigma-plot
- trzeros — transmission zeros and normal rank
- Stability
- bstap — hankel approximant
- dtsi — Continuous time dynamical systems stable anti-stable decomposition
- evans — Evans root locus
- g_margin — gain margin and associated crossover frequency
- p_margin — phase margin and associated crossover frequency
- plzr — pole-zero plot
- routh_t — Routh's table
- sgrid — draws a s-plane grid
- show_margins — display gain and phase margin and associated crossover frequencies
- st_ility — stabilizability test
- zgrid — zgrid plot
- Time Domain
- arsimul — armax simulation
- csim — simulation (time response) of linear system
- damp — Natural frequencies and damping factors.
- dsimul — state space discrete time simulation
- flts — time response (discrete time, sampled system)
- ltitr — discrete time response (state space)
- narsimul — armax simulation (using rtitr)
- rtitr — discrete time response (transfer matrix)
- sensi — sensitivity functions
- Controllability Observability
- Linear System Factorization
- colinout — inner-outer factorization
- copfac — right coprime factorization of continuous time dynamical systems
- dcf — double coprime factorization
- fspec — spectral factorization of continuous time dynamical systems
- fspecg — stable factorization of continuous time dynamical systems
- fstabst — Youla's parametrization of continuous time linear dynamical systems
- gtild — tilde operation
- lcf — Continuous time dynamical systems normalized coprime factorization
- rowinout — inner-outer factorization
- specfact — spectral factor
- sysfact — system factorization
- Linear System Representation
- abcd — state-space matrices
- arma — Scilab arma library
- arma2p — extract polynomial matrices from ar representation
- arma2ss — transform an armax data structure into state space representation.
- armac — Scilab description of an armax process
- bloc2ss — block-diagram to state-space conversion
- cont_frm — transfer to controllable state-space
- des2ss — descriptor to state-space
- des2tf — descriptor to transfer function conversion
- frep2tf — transfer function realization from frequency response
- lsslist — Scilab linear state space function definition
- markp2ss — Markov parameters to state-space
- pfss — partial fraction decomposition
- pol2des — polynomial matrix to descriptor form
- sm2des — system matrix to descriptor
- sm2ss — system matrix to state-space
- ss2des — (polynomial) state-space to descriptor form
- ss2ss — state-space to state-space conversion, feedback, injection
- ss2tf — conversion from state-space to transfer function
- ss2zp — SIMO state space system to zero pole gain representation
- ssprint — pretty print for linear system
- ssrand — random system generator
- sysconv — system conversion
- syslin — linear system definition
- syssize — size of state-space system
- systmat — system matrix
- tf2des — transfer function to descriptor
- tf2ss — transfer to state-space
- tf2zp — SIMO transfer function to zero pole gain representation
- trfmod — poles and zeros display
- zp2ss — Zero pole gain to state space
- zp2tf — Zero pole gain to transfer function
- zpk — Zero pole gain system representation
- zpk2ss — Zero pole gain to state space
- zpk2tf — Zero pole gain to transfer function
- Matrix Computation
- Model Transformation
- arhnk — Hankel norm approximant
- balreal — balanced realization
- bilin — general bilinear transform
- canon — canonical controllable form
- cls2dls — bilinear transform
- colregul — removing poles and zeros at infinity
- dscr — discretization of linear system
- equil — balancing of pair of symmetric matrices
- equil1 — balancing (nonnegative) pair of matrices
- hankelsv — Hankel singular values
- invsyslin — system inversion
- minreal — minimal balanced realization
- minss — minimal realization
- projsl — linear system projection
- rowregul — removing poles and zeros at infinity
- zeropen — zero pencil
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