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IT physics (5 cr)

Code: IT00EB82-3001

General information


Enrollment

14.12.2020 - 14.01.2021

Timing

11.01.2021 - 30.04.2021

Number of ECTS credits allocated

5 op

Mode of delivery

Contact teaching

Campus

Mikkeli Campus

Teaching languages

  • English

Seats

20 - 40

Degree programmes

  • Degree Programme in Information Technology

Teachers

  • Reijo Vuohelainen

Teacher in charge

Reijo Vuohelainen

Scheduling groups

  • Pienryhmä 1 (Size: 16. Open UAS: 0.)
  • Pienryhmä 2 (Size: 16. Open UAS: 0.)

Groups

  • ITMI20SP
    Information technology, full-time studies

Small groups

  • Group 1
  • Group 2

Objective

You understand the quantities and units used in physics. You can calculate how objects move with the equations of motion and energy principle. You understand the principles of producing and conducting heat. You understand the mechanics of signal transmission and attenuations.

Content

What are SI units?
What do displacement, speed and acceleration mean?
What are heat flux and conduction rate?
What does the refractive index of a medium mean?

Materials

Principles of Physics, Halliday, Resnick, and Walker, Wiley. All editions are enough, after 8th edition all exercises are in SI units.
Lecture notes, homework and lab work tasks are on the Learn platform. Lab work are done in groups of three students and the results are collected in single report.

Teaching methods

You will attend teaching and guidance sessions as specified in the weekly schedule.
Your study routine is determined by the scheduled group sessions and by the self-study assignments. You will do the labs in small groups of three students.

Exam schedules

Final exam at the end of the course.

Student workload

135 h, of which 60 hours are worked in a classroom and labs. Homeworks, exam preparations and report writing takes the rest of the time.

Evaluation scale

1-5

Assessment methods and criteria

Lectures and laboratory exercises are collected to a lab report. One final exam.
To be settled at the course kick off.

Qualifications

Calculus