This book is devoted to the analysis of measurement signals which requires specific mathematical operations like Convolution, Deconvolution, Laplace, Fourier, Hilbert, Wavelet or Z transform which are all presented in the present book. The different problems refer to the modulation of signals, filtration of disturbance as well as to the orthogonal signals and their use in digital form for the measurement of current, voltage, power and frequency are also widely discussed. All the topics covered in this book are presented in detail and illustrated by means of examples in MathCad and LabVIEW.

This book provides a useful source for researchers, scientists and engineers who in their daily work are required to deal with problems of measurement and signal processing and can also be helpful to undergraduate students of electrical engineering.

Recent research and applications of Signal Transformations in Dynamic Measurements The book is divided into 10 chapters which are devoted to classification and parameters of signals, to Laplace, Fourier, Z, wavelet and Hilbert transforms, orthogonal signals, problems of analog and digital modulation, convolutions and deconvolutions, as well as disturbance and its reduction Besides the theoretical foundations, each of these chapters contains several examples of practical applications Interesting for engineers, researchers and students dealing with problems of measurement and signal processing

Inhalt
Classification and Parameters of Signals.- Laplace Transform.- Fourier Transform.- Z Transfporm.- Wavelet Transform.- Hilbert Transform.- Orthogonal Signals.- Modulations.- Convolution and Deconvolution.- Reduction of Signals Disturbance.