Конференції Національного Авіаційного Університету, AVIATION IN THE XXI-st CENTURY 2018

Розмір шрифту: 
Analysis of Errors of the Measuring Converter Which Results from an Abrupt Change of Additive Errors of its Blocks
Igor Yurievich Sergeyev

Остання редакція: 2018-10-04

Ключові файли


generalized block diagram; iterative- integrating conversion method; conversion equation; iterative errors

Посилання


1. I. Sergeyev. Research and Development of Integrating Measuring Converters with the Iterative Additive Correction of Errors, Ph. D. (Engineering) Thesis, Kyiv Politechnical Institute, Kyiv, Ukraine, 1978 (in Russian).

2. Yu. Tuz. The Structural Methodsof Impruving Accuracy of Measuring Devices, manual, Kyiv. Vyshcha Shkola, 1976 (in Russian).

3. Yu. Tuz, I. Sergeyev. “An iterative converter of time interval to the voltage”, “Measurement Equipment”, no 7, pp. 15–17, 1976 (in Russian).

4. I. Sergeyev. “Analysis of the ADC with a dynamic integrator”, “Measurement Equipment”, no 6, pp. 38 – 40, 1976 (in Russian).

5. I. Sergeyev. Analysis of the Potentiation Digital-to-Analog Converter Without Accounting of Imperfection its Blocks. Electronics and Control Systems, no. 4(46), Kyiv: NAU, 2015. pp. 52–57.

6. I. Sergeyev. “Generalized Structural Scheme of the Measuring Converter Using an Iteratively Integrating Conversion Method”, IEEE: 2016 4nd Int. Conf. “Methods and Systems of Navigation and Motion Control (MSNMC), Proc., – October 18–20, 2016: – K., 2016. – P. 210–213.

7. I. Sergeyev. Measurement Converter which Uses an Iterative- Integrating Conversion Method, XIII Int. Conf. AVIA-2017, 19–21 April 2017: К., 2017. – pp. 3.18–3.23.

8. I. Sergeyev. Analysis of the Generalized Structural Scheme of the Iterative-Integrating Measuring Convertor. Electronics and Control Systems, no. 2(52), Kyiv: NAU, 2017. pp. 52–57.

9. I. Sergeyev. On the Question of Analyzing of the Interative-Integrating Measuring Converter. IEEE: 2017  4nd International Conference (APUAVD). – October 17–19, 2017: abstracts. – K., 2017. – P. 259–261.