This paper presents filtering methods for improvement of biosignal measurement accuracy - an ECG signal under the influence of electromagnetic interference, which has a significant impact on the operation of the IoB s...
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ISBN:
(数字)9798350363708
ISBN:
(纸本)9798350363715
This paper presents filtering methods for improvement of biosignal measurement accuracy - an ECG signal under the influence of electromagnetic interference, which has a significant impact on the operation of the IoB system. A single-frequency polynomial notch filter has been synthesized to filter this noise to improve the accuracy of ECG signal measurement. The results of the implementation of the synthesized notch filter demonstrated that the filter makes it possible to separate the informative component from the distorting noise and increase the accuracy of signal measurement during its implementation in comparison with wavelet filters.
The paper deals with the issues of the cutting tools (CT) widespread control methodology using tool setters;the new CT active control method is also proposed. The manual operations are reduced by this methodology due ...
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This paper presents a study on the development of a modified maximum power tracking algorithm for small Magnus wind turbines. The research initially focuses on implementing and comparing three different algorithms: Fi...
This paper presents a study on the development of a modified maximum power tracking algorithm for small Magnus wind turbines. The research initially focuses on implementing and comparing three different algorithms: Fixed Step Hill Climb algorithms, Adaptive algorithm, and Half-Step Algorithms. The key innovation of the proposed algorithm lies in its ability to evaluate not only the magnitude and direction of step changes but also to compare these changes with previous values. Additionally, a function is introduced to assess the percentage change in the step relative to the power output. This operation allows the algorithm to determine whether the relative change in power exceeds the threshold value. If the threshold is surpassed, the system resets the step and begins searching for the maximum power point using the initial (maximum) step value. This algorithm effectively addresses two challenges: when wind speed changes are minor, resulting in small power fluctuations, the algorithm avoids unnecessary step resets, and when wind speed changes significantly, causing substantial power variations, the algorithm initiates a new search for the maximum power point with the maximum step size. The proposed algorithm holds potential for implementation in a variety of renewable energy systems that employ maximum power tracking algorithms, including solar panels and wind turbines.
In this paper, we consider the problem of identifying unknown parameters of non-stationary systems. Let us assume that the non-stationary parameter of the system can be represented by the outputs of linear generators ...
In this paper, we consider the problem of identifying unknown parameters of non-stationary systems. Let us assume that the non-stationary parameter of the system can be represented by the outputs of linear generators with an unknown state matrix and initial conditions vector. It is proposed that the state, control signal, and output variable are measurable. In the first step, the problem of parameterizing the initial dynamic model into a linear static regression model is solved. The second step is to estimate the unknown constant parameters of the linear regression model using the Dynamic Regressor Extension and Mixing method, which allows obtaining monotonic estimates and ensures the acceleration of the convergence of the estimates to the true values. The results of computer simulation showed the efficiency of the developed algorithm.
In this paper, we address the challenge of identifying parameters of stationary signal generators in finite time, where these generators are products of sinusoidal signals. It's posited that all parameters of the ...
In this paper, we address the challenge of identifying parameters of stationary signal generators in finite time, where these generators are products of sinusoidal signals. It's posited that all parameters of the original signal remain unknown. We introduce a new method for parameterizing the signal under consideration. The measured signal is represented as the output of a linear generator possessing an unknown state matrix. In the initial step, the measured signal is transformed using the Jordan form of the matrix, supplemented with delay units. Subsequently, based on the parameters of the original signal, a linear regression model is derived. In the final step, unknown parameters are calculated using the derived linear regression models. The efficacy of the proposed methodology is validated through numerical simulation.
Measurement data produced with the PMS5003 electrochemical sensor, allegedly selective for formaldehyde, were analyzed. The amounts of formaldehyde released from heated standard solutions were measured. At the same ti...
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This paper presents measurements of the concentrations of particulate matter (PM1, PM2.5, and PM10), carbon dioxide (CO2), total organic compounds (TVOCs), and formaldehyde as pollutants released during fuel combustio...
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The paper presents project and its verification of a prototype integrated circuit containing an analog, programmable finite impulse response (FIR) filter, implemented in CMOS 350 nm technology. The structure of the fi...
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In this paper an adaptive state observer and parameter identification algorithm for a linear time-varying system is developed under condition that the state matrix of the system contains unknown time-varying parameter...
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This paper presents an adaptive state observer for a nonlinear induction motor model that accounts for viscous friction. The problem is solved using a modified version of the Dynamic Regressor Extension and Mixing (DR...
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ISBN:
(数字)9798350373974
ISBN:
(纸本)9798350373981
This paper presents an adaptive state observer for a nonlinear induction motor model that accounts for viscous friction. The problem is solved using a modified version of the Dynamic Regressor Extension and Mixing (DREMBAO) method. The main idea is to reduce the original model to a regression-like model, where the vector of unknowns contains unknown parameters and state variables. After this step, it becomes possible to obtain a set of scalar linear equations with respect to the unknown state variables and parameters. Using these equations, parameters are estimated with gradient descent estimator, and state estimation is obtained using the gradient observer. Simulation results of an adaptive observer are presented, which demonstrate the effectiveness of the proposed approach.
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