Curricula

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Learning materials and recommended literature

Lecture material and teaching videos

Teaching methods

Teaching takes place through contact lectures and remote exercises.

Exam dates and retake possibilities

Exam at the end of course.
Two re-exams after the course.

Student workload

Contact hours (lectures and exercises + exam) total 26 hours.
Independent work 28 hours.
A total of 54 hours of student work.

Further information for students

Self-assessments are mainly done through learning tasks. The assessment decision is based on the skills demonstrated in the assignments and the exam.

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-

Objectives

You will become familiar with the digital technology that is widely used in the field, such as number systems and their transformations, the basics of logical design, and the simplification of logical expressions. This course allows for more in-depth study of the topic in other courses.

EUR-ACE KNOWLEDGE AND UNDERSTANDING
You recognize different numbering systems and understand why there are such. You know the basics of logical design.

EUR-ACE ENGINEERING PRACTICE
You know logical design and logical expression simplification, as well as simple number system transformations.

Content

number systems
number systems conversions
binary codes
Boolean algebra
minimization
gate circuits
structure of logic circuits
combination logics
sequential logics

Learning materials and recommended literature

Lecture material and teaching videos

Teaching methods

Teaching takes place through contact lectures and remote exercises.

Exam dates and retake possibilities

Exam at the end of course.
Two re-exams after the course.

Student workload

Contact hours (lectures and exercises + exam) total 26 hours.
Independent work 28 hours.
A total of 54 hours of student work.

Further information for students

Self-assessments are mainly done through learning tasks. The assessment decision is based on the skills demonstrated in the assignments and the exam.

Evaluation scale

0-5

Evaluation criteria, satisfactory (1-2)

Sufficient 1: You are familiar with number systems and can do simple number system conversions using examples. You know the basics of logical design and can simplify logical expressions with the help of examples. You will be able to analyze simple digital technology problems. Designing solutions is challenging for you.

Satisfactory 2: You master number systems and know how to make number system transformations using examples. You know the basics of logical design and Boolean algebra and can simplify expressions with the help of examples. You will be able to analyze simple digital technology problems and design solutions based on examples.

Evaluation criteria, good (3-4)

Good 3: You master number systems and can do number system conversions on your own. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You will be able to analyze digital technology problems and design solutions on your own.

Very good 4: You master number systems and know how to make demanding number system conversions. You master the basics of logical design and Boolean algebra and know how to simplify expressions. You know the basics of combination logic. You will be able to analyze digital technology problems and design creative solutions.

Evaluation criteria, excellent (5)

Excellent 5: You master number systems and can do demanding number system conversions. You master the Boolean algebra and can simplify expressions. You master logical design, combinatorial logic and sequence logic and are able to apply knowledge in technical design. You will be able to independently analyze demanding problems and design creative solutions

Prerequisites

-