Electrical Communication Engineering Ⅱ

Course Information

College	Toyama College	Year	2020
Course Title	Electrical Communication Engineering Ⅱ
Course Code	0087	Course Category	Specialized / Elective
Class Format	Lecture	Credits	School Credit: 1
Department	Department of Electronics and Computer Engineering	Student Grade	4th
Term	Second Semester	Classes per Week	2
Textbook and/or Teaching Materials
Instructor	Mizumoto Iwao

Course Objectives

Explain communication theory by using Fourier transform

Rubric

	Ideal Level of Achievement	Standard Level of Achievement	Unacceptable Level of Achievement)
Fourier series expansion can be calculated.Evaluation 1	Fourier series expansion can be calculated. It can be applied to a filter circuit.	understanding of Fourier series expansion	non calicurating of Fourier series expansion
You can calculate the Fourier transform.	You can calculate the convolution integral. It can be applied to a filter circuit.	understanding of Fourier transform.	non calicurating of Fourier transform.
Applicable to system functions	It can be applied to system functions.	understanding of application system	not explain about application system

Assigned Department Objectives

JABEE B2 （電気・電子分野及び通信分野について理論的に説明できる）

ディプロマポリシー 1 （電気電子工学，情報工学，通信ネットワークの知識，技術を総合的に身につけ，それらを応用したものづくりができる。）

Teaching Method

Outline:

Explain communication theory by using Fourier transform

Style:

Do lectures and exercises adequately.

Notice:

Course Plan

			Theme	Goals
2nd Semester
	3rd Quarter
		1st	Foundation of Fourier series expansion	understanding of Foundation of Fourier series expansion
		2nd	calculating coefficients of Fourier series expansion	understand of calculating coefficients of Fourier series expansion
		3rd	Exercise of Fourier series expansion	Exercise of Fourier series expansion
		4th	Foundation of complex Fourier series expansion	understanding of Foundation of complex Fourier series expansion
		5th	Exercise of complex Fourier series expansion	Exercise of complex Fourier series expansion
		6th	Application of complex Fourier series expansion	understanding of application of complex Fourier series expansion
		7th	Intermediate test	Intermediate test
		8th	Convolution integral	understanding of Convolution integral
	4th Quarter
		9th	Convolution integral and Fourier transform 1	Understanding convolution integral
		10th	Convolution integral and Fourier transform 2	Understanding convolution integral
		11th	Convolution integral and Fourier transform 3	Understanding convolution integral
		12th	Application to linear system	Application to linear system
		13th	Application to linear system	Application to linear system
		14th	Application to communication theory	Application to communication theory
		15th	final exsam	final exsam
		16th	Answers and summary	Answers and summary

Evaluation Method and Weight (%)

	Examination	Presentation	Mutual Evaluations between students	Behavior	Portfolio	Other	Total
Subtotal	200	0	0	0	0	0	200
Basic Ability	100	0	0	0	0	0	100
Technical Ability	50	0	0	0	0	0	50
Interdisciplinary Ability	50	0	0	0	0	0	50