Laplace, Z transforms: basic properties, use in solving linear differential/difference equations, application to system analysis, transfer functions. Fourier transform, Fourier series: basic properties, application to signal analysis, frequency response, spectral energy density. B. Basic Concepts Linearity, time invariance, causality, difference and differential systems, linearization, signal-flow and block diagrams, BIBO and asymptotic stability. C. Classical Control Transient and steady state analysis and performance indicators, pole location, sensitivity; frequency domain analysis, phase and gain margins; Nyquist stability, Routh-Hourwitz criterion, root locus, lead and lag compensator design, PID control; pole placement with fractional ...
This thesis deals with the application of Laplace transform in the control theory. Particularly, the...
This subject is oriented from a practical and descriptive point of view, eliding the mathematical co...
This textbook presents in a unified manner the fundamentals of both continuous and discrete versions...
This course covers the following topics: Modeling of dynamic systems, block diagrams and transfer fu...
Study of analog and computer controlled systems, classical and modern control system design methods,...
This is a survey paper on the use of Laplace transform in the representation of rational systems and...
This course develops the fundamentals of feedback control using linear transfer function system mode...
assessment: Practice exam & theoretical test Course description: Goal: The aim of the lecture is...
Time domain analysis of higher-order systems: impulse response and convolution. Laplace transform an...
This course covers fundamentals of signal and system analysis, with applications drawn from filterin...
This book develops the understanding and skills needed to be able to tackle original control problem...
Course Contents Memory, cause, stability, transformability, linearty and independent from time, line...
Many devices (we say dynamical systems or simply systems) behave like black boxes: they receive an i...
This text contains a comprehensive discussion on continuous and discrete time signals and systems wi...
Functions of a Complex Variable Laplace Transforms The z Transform Fourier Series The Fourier Transf...
This thesis deals with the application of Laplace transform in the control theory. Particularly, the...
This subject is oriented from a practical and descriptive point of view, eliding the mathematical co...
This textbook presents in a unified manner the fundamentals of both continuous and discrete versions...
This course covers the following topics: Modeling of dynamic systems, block diagrams and transfer fu...
Study of analog and computer controlled systems, classical and modern control system design methods,...
This is a survey paper on the use of Laplace transform in the representation of rational systems and...
This course develops the fundamentals of feedback control using linear transfer function system mode...
assessment: Practice exam & theoretical test Course description: Goal: The aim of the lecture is...
Time domain analysis of higher-order systems: impulse response and convolution. Laplace transform an...
This course covers fundamentals of signal and system analysis, with applications drawn from filterin...
This book develops the understanding and skills needed to be able to tackle original control problem...
Course Contents Memory, cause, stability, transformability, linearty and independent from time, line...
Many devices (we say dynamical systems or simply systems) behave like black boxes: they receive an i...
This text contains a comprehensive discussion on continuous and discrete time signals and systems wi...
Functions of a Complex Variable Laplace Transforms The z Transform Fourier Series The Fourier Transf...
This thesis deals with the application of Laplace transform in the control theory. Particularly, the...
This subject is oriented from a practical and descriptive point of view, eliding the mathematical co...
This textbook presents in a unified manner the fundamentals of both continuous and discrete versions...