Item card
Elements of logic and computer arithmetics
Some basic information about the module
Cycle of education:
2019/2020
The name of the faculty organization unit:
The faculty Mathematics and Applied Physics
The name of the field of study:
Engineering and data analysis
The area of study:
sciences
The profile of studing:
The level of study:
first degree study
Type of study:
full time
discipline specialities :
The degree after graduating from university:
engineer
The name of the module department :
Department of Complex Systems
The code of the module:
12319
The module status:
mandatory for teaching programme
The position in the studies teaching programme:
sem: 2 / W15 C15 L15 / 4 ECTS / E
The language of the lecture:
Polish
The name of the coordinator:
Dominik Strzałka, DSc, PhD, Eng.
office hours of the coordinator:
https://strzalka.v.prz.edu.pl/konsultacje
semester 2:
Bartosz Kowal, MSc, Eng.
semester 2:
Mateusz Salach, MSc, Eng.
semester 2:
Alicja Gerka, MSc, Eng.
The aim of studying and bibliography
The main aim of study:
The main aim of this module is a presentation of selected issues of digital technology with its practical application in the construction of conventional computer systems.
The general information about the module:
During the classes students will have an opportunity to meet with digital technique
Bibliography required to complete the module
| 1 | W. Majewski | Układy logiczne | WNT, Warszawa. | 1993. |
| 2 | J. Kalisz | Podstawy elektroniki cyfrowej | WNT, Warszawa. | 1994. |
| 3 | J. Siwiński | Układy przełączające w automatyce | WNT, Warszawa. | 1980. |
Basic requirements in category knowledge/skills/social competences
Formal requirements:
Student should know the basic issues of logic, theory of set, algebra of sets, Boolean algebra.
Basic requirements in category knowledge:
Student should have knowledge of mathematics, used to formulate and solve simple engineering tasks related to information technology (also involving algebra).
Basic requirements in category skills:
Student should be able to use mathematical knowledge to formulate and solve simple IT tasks based on analytical and experimental methods.
Basic requirements in category social competences:
There aren't
Module outcomes
| MEK | The student who completed the module | Types of classes / teaching methods leading to achieving a given outcome of teaching | Methods of verifying every mentioned outcome of teaching | Relationships with KEK | Relationships with PRK |
|---|---|---|---|---|---|
| MEK01 | Shows the methods of representation, conversion and processing of information in computer systems | lectures, laboratory, classes | written egzam, entrance colloquium |
K-U07+ |
P6S-UW |
| MEK02 | Explains the principles of operation (on a logic level) of basic functional blocks in digital technique | lecture, classes | written egzam |
K-W05+ K-W06+ |
P6S-WG |
| MEK03 | Designs simple combinational and sequential circuits | lecture, laboratory, classes | written egzam, written report from the laboratory, observation of workmanship |
K-W08+ K-U07+ |
P6S-UW P6S-WG |
| MEK04 | Builds and simulates simple combinational and sequential circuits | lecture, laboratory | written egzam, written report from the laboratory, observation of workmanship |
K-W08+ K-U07+ K-U09+ K-K02+ |
P6S-KK P6S-KO P6S-UW P6S-WG |
The syllabus of the module
| Sem. | TK | The content | realized in | MEK |
|---|---|---|---|---|
| 2 | TK01 | W01, L01 | MEK01 | |
| 2 | TK02 | W01, C01, L02 | MEK01 | |
| 2 | TK03 | W01, C02, L02 | MEK01 | |
| 2 | TK04 | W02, C02, L03 | MEK02 | |
| 2 | TK05 | W03, W04, C03, L04 | MEK02 MEK03 MEK04 | |
| 2 | TK06 | W04, W05, C05, L05 | MEK02 MEK03 MEK04 | |
| 2 | TK07 | W05, C05, L05 | MEK02 MEK03 MEK04 | |
| 2 | TK08 | W06, C06, L06 | MEK03 MEK04 | |
| 2 | TK09 | W07, C07, L06 | MEK02 MEK03 MEK04 |
The student's effort
| The type of classes | The work before classes | The participation in classes | The work after classes |
|---|---|---|---|
| Lecture (sem. 2) | The preparation for a test:
55.00 hours/sem. |
contact hours:
15.00 hours/sem. |
|
| Class (sem. 2) | contact hours:
15.00 hours/sem. |
||
| Laboratory (sem. 2) | contact hours:
15.00 hours/sem. |
||
| Advice (sem. 2) | The participation in Advice:
2.00 hours/sem. |
||
| Exam (sem. 2) | The preparation for an Exam:
10.00 hours/sem. |
The written exam:
2.00 hours/sem. |
The way of giving the component module grades and the final grade
| The type of classes | The way of giving the final grade |
|---|---|
| Lecture | Written egzam score |
| Class | Attendance at classes is obligatory. In the case of absence: - provide a document justifying the absence (e.g. sick leave); - make up for absence during the classes of another group. Completion of classes will be based on the final test assuming the solution in writing 5-8 tasks related to computer arithmetic, methods of minimizing logical functions, designing combinational and sequential systems. |
| Laboratory | The attendance in all lab classes is mandatory. In the case of absence student should: - provide a document justifying the absence; - write and pass an entrance test; - make yourself exercise, and give a report on its progress. Before beginning of any lab classes the student is required to pass entrance test. Laboratory classes are carried out by students themselves. Progress in the work are rated on a scale of 2 -5. After classes, students independently prepare a report and send it by e-mail in PDF format to the address of the teacher before the start of the subsequent classes. It is a condition of participation in next laboratory. Classes report may give grade 2 -5. In order to pass the laboratory student should: - be present on all classes; - pass all entrance tests; - deliver and pass all reports; - pass final colloqium. Final rating is an average based on the all obtained grades. |
| The final grade |
Sample problems
Required during the exam/when receiving the credit
(-)
Realized during classes/laboratories/projects
(-)
Others
(-)
Can a student use any teaching aids during the exam/when receiving the credit : no