Applied Physics Ⅱ

Course Information

College	Toyama College	Year	2022
Course Title	Applied Physics Ⅱ
Course Code	0098	Course Category	Specialized / Elective
Class Format	Lecture	Credits	Academic Credit: 1
Department	Department of Electrical and Control Systems Engineering	Student Grade	4th
Term	First Semester	Classes per Week	前期:2
Textbook and/or Teaching Materials	Rikoukei no Kiso Buturi, Rikigaku, Revised edition, written by Hara Toshio, GakujutuTosyo(in Japanese)
Instructor	Fujisaki Akihiro

Course Objectives

At the completion of this course, students will be able to
1) calculate physical quantities such as work and energy.
2) calculate physical quantities such as work and energy.
3) obtain physical quantities such as angular momentum in planetary motion and other rotational motions.

Rubric

	Ideal Level of Achievement (Very Good)	Standard Level of Achievement (Good)	Unacceptable Level of Achievement (Fail)
Evaluation 1	Can calculate work and energy and obtain the motion of the particle.	Can calculate physical quantities such as work and energy.	Can't calculate physical quantities such as work and energy.
Evaluation 2	Can obtain a solution by using the conservation law for the collision problem of two particle.	Can calculate physical quantities such as work and energy.	Can't calculate physical quantities such as work and energy.
Evaluation 3	Can obtain rotational motion using the angular momentum conservation law, and so on.	Can obtain physical quantities such as angular momentum in planetary motion and other rotational motions.	Can't obtain physical quantities such as angular momentum in planetary motion and other rotational motions.

Assigned Department Objectives

学習・教育到達度目標 A-5 （工学的な諸問題に対処する際に必要な数学，自然科学及び情報の基礎的知識を理解し，それらを適切に活用することができる。）

JABEE 1(2)(c) （数学及び自然科学に関する知識とそれらを応用する能力）

ディプロマポリシー 3 （豊かな教養と倫理観を身につけ，社会に貢献できる。）

Teaching Method

Outline:

Students will learn how to explain various phenomena based on a small number of basic physical laws.
The students will study the relation between work and energy in motion of 1 particles, the general theory of two-body problem, and collision problems, based on the knowledge of the lecture in applied physics I.
In addition, the momentum conservation law and the angular momentum conservation law will be studied, and the collision problems and the motion of the planet will be analyzed.

Style:

Lecture and exercises

Notice:

Students need to understand mathematics and physics that they have learned by the first semester of their third year.
Review the items that you cannot understand in advance.
Students are required to read the relevant part of the textbook on the day before the class, and to re-solve the exercises done in class or in the textbook after the class.
In this course, credit will be given for a score of 60 or more.
Students who receive less than 60 points may take a supplementary examination upon request. Students who receive credit for the examination will receive a grade of 60.

Course Plan

			Theme	Goals
1st Semester
	1st Quarter
		1st	Work and energy (I)	Can calculate work in case of constant force.
		2nd	Work and energy (II)	Can calculate work in case of force that chages strength.
		3rd	Work and energy (III)	Can calculate the energy conservation law in two dimensional space.
		4th	Two-body problems	Can construct equations of motion when 2 particles interact with each other, and derive the equation of motion of barycentric coordinates and relative coordinates.
		5th	Momentum and impulse	Can derive the relationship between momentum variation and force product from the equation of motion.
		6th	Momentum conservation law and collision problems (I)	Can derive the momentum conservation law when the external force is not working, and solve the one dimensional elastic collision problem.
		7th	Momentum conservation law and collision problems (II)	Can solve the problems of one dimensional inelastic collision and two dimensional elastic collision.
		8th	Midterm exam
	2nd Quarter
		9th	Answers to the midterm exam
		10th	Outer product and angular momentum	Can calculate the outer product of two vectors, and represent angular momentum and moment of force by using the outer product.
		11th	Central force and angular momentum conservation law (I)	Can obtain the angular momentum conservation law from the equation of motion where the central force acts.
		12th	Central force and angular momentum conservation law (II)	Can solve the problems of the angular momentum conservation law.
		13th	Universal gravitation and planetary motion(I)	Can solve the Kepler-problem in the case of a circular motion.
		14th	Universal gravitation and planetary motion(II)	Can calculate the potential energy of gravitational force.
		15th	Final exam
		16th	Answers to the final exam

Evaluation Method and Weight (%)

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