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Ternopil Ivan Puluj National Technical University
Факультет прикладних інформаційних технологій та електроінженерії
Кафедра біотехнічних систем
Biomedical Processes and Signal Modelling
syllabus
Major  163  Біомедична інженерія (бакалавр) 
Field of knowledge  16 Хімічна та біоінженерія 
Academic degree  bachelor's 
Course
Course type  elective special education 

Study start course  3  
Semesters  5  
Form of education  fulltime  
Study hours structure 


Amount of hours for individual work  56  
ECTS credits  4  
Form of final examination  exam 
Lecturer
Academic degree  Cand. Sc. 
Academic title  Assoc. Prof. 
Full name  Шадріна Галина Михайлівна 
Prerequirements (prerequisite courses)
Anatomy and physiology, Higher mathematics, Programming and computer technology 
Course goals and learning objectives
Purpose and objectives of the discipline 1. purpose: to prepare students for the study of complex systems and processes based on mathematical modeling methods. 2. objectives: to reveal the content of the basic concepts, object, methods and principles of modeling; give an idea of the types of modeling and the main hikes to constructing mathematical models of systems; research and optimization of biological processes and systems at different levels of their organization 
Course description
Lectures  1 A Model Concept. A model. A little history. What is mathematical modeling? Why mathematical modeling? Basic numerical tasks. Numerical linear algebra. Numerical analysis. Numerical data analysis. Numerical functional analysis. Nonnumerical algorithms. The modeling diagram. What are some limitations of mathematical models? How are mathematical models derived? Model’s adequacy degrees. Some models examples. 2 Some Theoretical Basis of Modeling. Modeling for prediction. Modeling methods. Biological processes and modeling. The modeling process. Validation and verification of the model. 3 Types of Models. Decision in a model designing. Degrees of a mathematical model complexity. Types of models. Computational models. Main computational modeling approaches. Graphs in modeling. Boolean/qualitative networks. Spatiotemporal models. 4 Biosignals and biological processes. What is biosignal? Permanent biosignals. Induced biosignals. Static biosignal. Dynamic biosignal. Classifications of biosignals. 5 Methods of biosignals models creation and processing. Types of signal to be modeled. How to create amodel for your problem. Using the modeling diagram. Constructing block diagram as a human organism state model. Analysis of block diagram. Mathematical modeling. Stages of mathematical modeling. Limitations and advantages of the mathematical modeling method. Basic concepts of digital signal processing. Fourier methods in signal processing. Filtration in signal processing and modeling. General methodology for timefrequency  (t,f) biosignal analysis. Models as dynamic systems. Continuous models. Discrete models. The parameter problem. Measuring and calculating. 6 An Example of biosignal model creation and analysis. Biosignals learning and synthesis using deep neural networks. Deep neural networks and gated recurrent units. Characterlevel language model. 7 Electromyographic signals selection and preprocessing for a hand biocontrolled prosthesis. Electromiographic electrodes construction. Experimental results. 8 An electroencephalographic and electromyographic signals mathematical model for a task of a human communicative function renewal. Statement of a problem. Analysis of available investigations. Results of the investigation. Verification of the mathematical model. Conclusions. 9 A human communicative function indirect restoration method. Introduction. A method of human communicative function indirect restoration. Experimental results. 10 Detection of biomedical signals disruption using a sliding window. Introduction. The survey of available investigations. A problem statement. Results of the researches. Conclusion. 11 The speech process signs determination in electroencephalographic signals structure. Introduction. A problem statement. Criterion of the speech process beginning and completion time moments determination using electroencephalographic signals. Evaluation f the EEG signal processing results reliability. Conclusion. 12 Vocal signals mathematical model for the tasks of human vocal apparatus diagnostics. Introduction. Materials and methods. Grounding of a VFS mathematical model. Results. 13 Theoretical basis of phonocardiosignal modeling. A problem formulation. Resent researches analysis. Research results. Conclusions. 14 Twenty four hours pulse signal simulation algorithm. What is a pulse signal. A problem formulation. The twentyfour hours pulse signal structure. The twentyfour hours pulse signal simulation model and algorithm. Software for the twenty four hours pulse signal simulation. Conclusions. 15 How to develop new biosignals based products. What is PLUX. Accessing biosignals. Design and development process. PLUX ‘s methodological approach and toolkits. PLUX approach to design new products based on human biosignals. Quality assessment of biosignals. 16 Analysis of peripheral physiological data. Materials and methods. Electrocardiogram. Electrodermal activity. Electromyography. Continuous blood pressure. Impedance cardiography. 
Practical classes   
Laboratory classes  Safety instructions. Introduction to MATLAB. Operators of control of the computing process in the environment of processing of biomedical information. Operation with vectors and matrices. Create nonsimple file functions (procedures) in the MATLAB environment. Functions of functions. Graphic design of the results of processing biomedical signals in the form of 2dgraphs. Graphic design of biomedical signal processing results in the form of 3d graphs. Load biosignals and save processing results to a file. Correlation processing of biosignals. Spectral processing of biosignals. Spectral correlation processing of biosignals. Statistical processing of biosignals. Wavelet processing of biosignals. Singlephase processing. Component method for processing biosignals. Final discussion. 
Assessment criteria
Criteria of students’ progress assessment Module 1 – 40 points: 10 points – test, 30 points – lab works. Module 2 – 35 points: 10 points – test, 25 points – lab works. Form of final control – examination – max 25 points 
Recommended reading list. Subject Resources
1. Abakumov V.G. Biomedical signals. Genesis, processing, monitoring. Kyiv, 2001. 516 p. 2. Abakumov V.G. Biomedical signals and their processing. Kyiv, 1997. 352 p. 3. Orlenko N.S. Simulation modeling: teaching method. manual for self. studied dist. Kyiv, 1999. 208 p. 4. Filatova N.N. Modeling of biotechnical systems: a tutorial. Tver, 2008.144 p. 5. V.S. Pudov Modeling of processes and systems: met. decree. to laboratory work. Novosibirsk, 2005.32 p. 6. Fisher J, Henzinger TA: Executable Biology. Executable Biology. Proc. of the 2006 Winter Simulation Conference – Track on Modeling and Simulation in Computational Biology. 2006, 16751682. 
Course author
Cand. Sc., Assoc. Prof. Шадріна Галина Михайлівна 
Дата останнього оновлення: 20201006 16:02:46