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Uncertainty of Indirect Measurement Determined by Monte Carlo Method
Novotný, Marek ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
This bachelor's thesis deals with determination of uncertainty in measurement, primarily with regard to the indirect measurement. There is theoretically analyzed and practically implemented calculate the uncertainty coefficient ent - speed multiple hole probe Annubar 485 in two ways. The first way is to calculate the uncertainty of the classical met-hod and the second one is the uncertainty using the Monte Carlo.
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Uncertainty of indirect measurement of air flow
Rozsypal, Jakub ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
This semestral project deals with the measurement uncertainties, especially with regard to indirect measurements. There are basic information about the issue. Then there is theoretically analyzed and practically implemented calculate the uncertainty volumetric air flow speed multiple hole probe Annubar 485 in two ways. The first way is to calculate the uncertainty of the classical method and the second method is the determination of uncertainty using Monte Carlo methods.
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Programs for calculating measurement uncertainty using Monte Carlo method
Novotný, Marek ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
The thesis deals with establishing uncertainties of indirect measurements. It focuses primarily on random number generators in software enabling the calculation of mea-surement uncertainties using Monte Carlo. Then it focuses on the uncertainty calculati-on indirect measurement as the Monte Carlo method and the classical numerical met-hod. The practical part deals with the verification of randomness generators numbers contained in various softwares. It also deals with the determination of uncertainties indi-rect current measurements by both above-mentioned methods and then comparing and evaluating the values achieved.
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Uncertainty and Compatibility in Measurement
Kvapil, Josef ; Zavřel, Jiří (referee) ; Havlíková, Marie (advisor)
This work is concerning the matter of resistor and inductance measurement uncertainty. It addresses the elaboration of general measurement uncertainty processes for the measurements mentioned above using Agilent 4263B, Tesla BM507 and Tesla BM591 measurement instruments. This bachelor’s thesis describes possible sources of measurement uncertainty that might arise from the use of these measurement instruments. It also describes practical examples of resistivity and induction standard measurement projects using these measurement instruments followed by a compatibility evaluation of these measurements.
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Uncertainty of indirect measurement of air flow
Rozsypal, Jakub ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
This semestral project deals with the measurement uncertainties, especially with regard to indirect measurements. There are basic information about the issue. Then there is theoretically analyzed and practically implemented calculate the uncertainty volumetric air flow speed multiple hole probe Annubar 485 in two ways. The first way is to calculate the uncertainty of the classical method and the second method is the determination of uncertainty using Monte Carlo methods.
|
|
|
Uncertainty of Indirect Measurement Determined by Monte Carlo Method
Novotný, Marek ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
This bachelor's thesis deals with determination of uncertainty in measurement, primarily with regard to the indirect measurement. There is theoretically analyzed and practically implemented calculate the uncertainty coefficient ent - speed multiple hole probe Annubar 485 in two ways. The first way is to calculate the uncertainty of the classical met-hod and the second one is the uncertainty using the Monte Carlo.
|
|
|
Uncertainty and Compatibility in Measurement
Kvapil, Josef ; Zavřel, Jiří (referee) ; Havlíková, Marie (advisor)
This work is concerning the matter of resistor and inductance measurement uncertainty. It addresses the elaboration of general measurement uncertainty processes for the measurements mentioned above using Agilent 4263B, Tesla BM507 and Tesla BM591 measurement instruments. This bachelor’s thesis describes possible sources of measurement uncertainty that might arise from the use of these measurement instruments. It also describes practical examples of resistivity and induction standard measurement projects using these measurement instruments followed by a compatibility evaluation of these measurements.
|
|
|
Programs for calculating measurement uncertainty using Monte Carlo method
Novotný, Marek ; Havlíková, Marie (referee) ; Šedivá, Soňa (advisor)
The thesis deals with establishing uncertainties of indirect measurements. It focuses primarily on random number generators in software enabling the calculation of mea-surement uncertainties using Monte Carlo. Then it focuses on the uncertainty calculati-on indirect measurement as the Monte Carlo method and the classical numerical met-hod. The practical part deals with the verification of randomness generators numbers contained in various softwares. It also deals with the determination of uncertainties indi-rect current measurements by both above-mentioned methods and then comparing and evaluating the values achieved.
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