Course title
N1430800,P1430400,Q1430200,R1430000,V14306002
Analysis 1

 suzuki tatsuo Click to show questionnaire result at 2018

nakayashiki ryota

matsuura kei Click to show questionnaire result at 2018

mizukami masaaki
Course description
This is a course on vector analysis. Students will learn concepts in vector analysis including line integrals, surface integrals, Green’s theorem, Stokes' theorem and Gauss’Theorem.
Purpose of class
The purpose of this class is to be able to compute the objects related to scalar and vector fields, to be able to compute line integrals and surface integrals and to understand Green’s theorem, Stokes' theorem and Gauss’ Theorem.
Goals and objectives
  1. To be able to compute the objects related to scalar and vector fields
  2. To be able to compute line integrals and surface integrals
  3. To understand Green’s theorem, Stokes' theorem and Gauss’ Theorem
Language
Japanese
Class schedule

 Class schedule HW assignments (Including preparation and review of the class.) Amount of Time Required
1. Vectors in space and cross products Review of linear algebra 150minutes
2. Vector functions Review of vectors in space and cross products 200minutes
3. Derivation of vector functions Review of vector functions 200minutes
4. Curves Review of derivation of vector functions 200minutes
5. Surfaces Review of curves 200minutes
6. Gradient, divergence and rotation Review of surfaces 200minutes
7. Midterm examination and review Review of the above 200minutes
8. Line integrals Review of gradient, divergence and rotation 200minutes
9. Area of surfaces Review of line integrals 200minutes
10. Surface integrals Review of area of surfaces 200minutes
11. Green’s theorem Review of surface integrals 200minutes
12. Stokes theorem Review of Green’s theorem 200minutes
13. Divergence theorem Review of Stokes theorem 200minutes
14. Final examination and review Review of the above 200minutes
Total. - - 2750minutes
Relationship between 'Goals and Objectives' and 'Course Outcomes'

 Midterm exam Final exam Total.
1. 20% 10% 30%
2. 20% 20% 40%
3. 0% 30% 30%
Total. 40% 60% -
Evaluation method and criteria
Midterm examination (40%), final examination (60%)
Textbooks and reference materials
Will be announced in the first lecture.
Prerequisites
Calculus and linear algebra
Office hours and How to contact professors for questions
  • Tuesday 12:40-13:10
Relation to the environment
Non-environment-related course
Regionally-oriented
Non-regionally-oriented course
Development of social and professional independence
  • Non-social and professional independence development course
Active-learning course
More than one class is interactive
Course by professor with work experience
Work experience Work experience and relevance to the course content if applicatable
N/A N/A
Last modified : Thu Mar 21 15:09:48 JST 2019