Servizi per la didattica

PORTALE DELLA DIDATTICA

02NLBJM, 02NLBLN, 02NLBMN

A.A. 2020/21

Course Language

Inglese

Course degree

1st degree and Bachelor-level of the Bologna process in Mechanical Engineering - Torino

1st degree and Bachelor-level of the Bologna process in Automotive Engineering - Torino

1st degree and Bachelor-level of the Bologna process in Mechanical Engineering - Torino

Course structure

Teaching | Hours |
---|---|

Lezioni | 42 |

Esercitazioni in laboratorio | 18 |

Teachers

Teacher | Status | SSD | h.Les | h.Ex | h.Lab | h.Tut | Years teaching |
---|---|---|---|---|---|---|---|

Galetto Maurizio | Professore Ordinario | ING-IND/16 | 21 | 0 | 0 | 0 | 6 |

Teaching assistant

Context

SSD | CFU | Activities | Area context |
---|---|---|---|

ING-IND/16 | 6 | B - Caratterizzanti | Ingegneria meccanica |

2018/19

The course aims to provide:
- The basic concepts of probability and statistics used to manage and analyze the results of experiments.
- The ability to understand general information about the features in the field of metrology tools and measuring system.
- Knowledge concerning the elaboration and presentation of measurement and test results.
- The functional description of the main measuring instruments used in the mechanical (dimension, mass, force, strain, hardness, pressure and flow measurements).
The topics will be exposed to the principles of the major national and international standards.

The course aims to provide:
- The basic concepts of probability and statistics used to manage and analyze the results of experiments.
- The ability to understand general information about the features in the field of metrology tools and measuring system.
- Knowledge concerning the elaboration and presentation of measurement and test results.
- The functional description of the main measuring instruments used in the mechanical (dimension, mass, force, strain, hardness, pressure and flow measurements).
The topics will be exposed to the principles of the major national and international standards.

Knowledge of statistical distributions used in the field of measurement and quality.
Knowledge of the techniques of analysis of experimental data: regression hypothesis testing, ANOVA, exclusion principle.
Knowledge of the main metrological characteristics of measuring instruments: resolution, stability. repeatability, reproducibility, accuracy, the traceability chain.
Knowledge of methods for evaluation of measurement uncertainty in accordance with national and international.
Knowledge of major national and international standards in the field of metrology.
Knowledge of the main operating principle of measuring instruments used in mechanics.
Ability to set measurement activities by choosing the appropriate measuring instruments.
Ability to perform the calibration of measuring instruments.
Ability to detect systematic errors in the measurements.
Ability to present the results of measurements and tests as specified in international standards.
Ability to analysis of experimental results using statistical techniques (regression, ANOVA).

Knowledge of statistical distributions used in the field of measurement and quality.
Knowledge of the techniques of analysis of experimental data: regression hypothesis testing, ANOVA, exclusion principle.
Knowledge of the main metrological characteristics of measuring instruments: resolution, stability. repeatability, reproducibility, accuracy, the traceability chain.
Knowledge of methods for evaluation of measurement uncertainty in accordance with national and international.
Knowledge of major national and international standards in the field of metrology.
Knowledge of the main operating principle of measuring instruments used in mechanics.
Ability to set measurement activities by choosing the appropriate measuring instruments.
Ability to perform the calibration of measuring instruments.
Ability to detect systematic errors in the measurements.
Ability to present the results of measurements and tests as specified in international standards.
Ability to analysis of experimental results using statistical techniques (regression, ANOVA).

Concepts of Mathematics (calculation of derivatives), Concepts of Physics (knowledge of the main physical properties, units, etc.), and good practice in use of spreadsheets.

Concepts of Mathematics (calculation of derivatives), Concepts of Physics (knowledge of the main physical properties, units, etc.), and good practice in use of spreadsheets.

- INFORMATION CONTAINED IN MEASUREMENT RESULTS
Guidelines on conformance with tolerances, management of measurement and test activities according to quality rules
- QUALITY MANAGEMENT OF MEASUREMENT AND TESTING
Main principles of ISO 9001:2008 and ISO/IEC 17025:2005, dissemination of the International System of Units (SI)
- CHARACTERISTICS OF MEASURING INSTRUMENTS
Resolution, stability, repeatability, reproducibility, bias, uncertainty, random errors, systematic errors and measurement accidents
- NOTES ON PROBABILITY
The classic and frequentist concepts of probability, combinatorial analysis, compound and conditional probabilities
- NOTES ON STATISTICS
Statistical distributions and relevant parameters, discrete distributions (binomial, hypergeometric and Poisson distributions), continuous distributions (normal, Student, Pearson and Fisher distributions)
- STATISTICAL MANAGEMENT OF EXPERIMENTAL DATA
Description of experimental data, exclusion principles, frequency distributions, test of the χ² and Normal Probability Plot (NPP)
- THE LINEAR REGRESSION
Least squares method, evaluation of the model goodness
- IDENTIFICATION OF SYSTEMATIC FACTORS
The use of hypothesis tests, introduction to the analysis of variance (ANOVA)
- UNCERTAINTY OF TYPE B
Evaluation of some uncertainty causes, the equivalent variance (uniform, arcsine and triangular distributions)
- THE COMBINED UNCERTAINTY
Composition of the uncertainty contributions, the table of the uncertainty budget
- THE EXPANDED UNCERTAINTY
The evaluation of degrees of freedom, practical applications and PUMA method
- ELEMENTS OF MECHANICAL MEASUREMENTS
The length measurements (temperature and force effects, interactions between measurement surfaces and measurand), the mass measurements (effects of air density and gravity acceleration), the pressure measurements (basic concepts and devices based on weight force).

- INFORMATION CONTAINED IN MEASUREMENT RESULTS
Guidelines on conformance with tolerances, management of measurement and test activities according to quality rules
- QUALITY MANAGEMENT OF MEASUREMENT AND TESTING
Main principles of ISO 9001:2008 and ISO/IEC 17025:2005, dissemination of the International System of Units (SI)
- CHARACTERISTICS OF MEASURING INSTRUMENTS
Resolution, stability, repeatability, reproducibility, bias, uncertainty, random errors, systematic errors and measurement accidents
- NOTES ON PROBABILITY
The classic and frequentist concepts of probability, combinatorial analysis, compound and conditional probabilities
- NOTES ON STATISTICS
Statistical distributions and relevant parameters, discrete distributions (binomial, hypergeometric and Poisson distributions), continuous distributions (normal, Student, Pearson and Fisher distributions)
- STATISTICAL MANAGEMENT OF EXPERIMENTAL DATA
Description of experimental data, exclusion principles, frequency distributions, test of the χ² and Normal Probability Plot (NPP)
- THE LINEAR REGRESSION
Least squares method, evaluation of the model goodness
- IDENTIFICATION OF SYSTEMATIC FACTORS
The use of hypothesis tests, introduction to the analysis of variance (ANOVA)
- UNCERTAINTY OF TYPE B
Evaluation of some uncertainty causes, the equivalent variance (uniform, arcsine and triangular distributions)
- THE COMBINED UNCERTAINTY
Composition of the uncertainty contributions, the table of the uncertainty budget
- THE EXPANDED UNCERTAINTY
The evaluation of degrees of freedom, practical applications and PUMA method
- ELEMENTS OF MECHANICAL MEASUREMENTS
The length measurements (temperature and force effects, interactions between measurement surfaces and measurand), the mass measurements (effects of air density and gravity acceleration), the pressure measurements (basic concepts and devices based on weight force).

The theoretical lessons on "Applications of Probability and Statistics", "Analysis of experimental data" and "Evaluation of measurement uncertainty" are followed by practical lessons in which the presented concepts are directly applied by the students to real problems.

The theoretical lessons on "Applications of Probability and Statistics", "Analysis of experimental data" and "Evaluation of measurement uncertainty" are followed by practical lessons in which the presented concepts are directly applied by the students to real problems.

The reference textbook for the parts on "Applications of Probability and Statistics", "Analysis of experimental data" and "Evaluation of measurement uncertainty" is:
G. Barbato, A. Germak, G. Genta, "Measurements for Decision Making", Società Editrice Esculapio, Bologna, 2013.
For the part on "Elements of mechanical measurements", some slides will be distributed to the students.

The reference textbook for the parts on "Applications of Probability and Statistics", "Analysis of experimental data" and "Evaluation of measurement uncertainty" is:
G. Barbato, A. Germak, G. Genta, "Measurements for Decision Making", Società Editrice Esculapio, Bologna, 2013.
For the part on "Elements of mechanical measurements", some slides will be distributed to the students.

The exam consists of a written test subdivided into four parts: "Applications of Probability and Statistics", "Analysis of experimental data", "Evaluation of measurement uncertainty" and "Elements of mechanical measurements".
For the first three parts, the students have to solve exercises similar to those carried out during the practical lessons. Instead, the part on "Elements of mechanical measurements" consists of a series of multiple choice questions (true/false): correct answers give points, while incorrect answers take away points.
The time available for the exam is, indicatively, 2.5 hours.
The exam, usually, takes place at LAIB and it is required to the students to use the PC assigned to them to carry out the examination. During the examination the students have available some files of the practical lessons carried out during the course, from which they can copy the calculation schemes. During the examination, it can be used the reference textbook of the course, but not notes or other material of any kind.
The examination results will be published on "Portale della Didattica", in the section "Materiale", and after a day these will be officially registered and no longer modifiable.

The exam consists of a written test subdivided into four parts: "Applications of Probability and Statistics", "Analysis of experimental data", "Evaluation of measurement uncertainty" and "Elements of mechanical measurements".
For the first three parts, the students have to solve exercises similar to those carried out during the practical lessons. Instead, the part on "Elements of mechanical measurements" consists of a series of multiple choice questions (true/false): correct answers give points, while incorrect answers take away points.
The time available for the exam is, indicatively, 2.5 hours.
The exam, usually, takes place at LAIB and it is required to the students to use the PC assigned to them to carry out the examination. During the examination the students have available some files of the practical lessons carried out during the course, from which they can copy the calculation schemes. During the examination, it can be used the reference textbook of the course, but not notes or other material of any kind.
The examination results will be published on "Portale della Didattica", in the section "Materiale", and after a day these will be officially registered and no longer modifiable.

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Corso Duca degli Abruzzi, 24 - 10129 Torino, ITALY