Numbering Code	U-ENG23 23010 LJ57	Year/Term	2022 ・ First semester
Number of Credits	2	Course Type	Lecture
Target Year		Target Student
Language	Japanese	Day/Period	Mon.2
Instructor name	SAITOU JIYUN (Graduate School of Engineering Associate Professor)
Outline and Purpose of the Course	This class introduces foundations of Newtonian mechanics and its application to engineering. The motion of a particle, multi-particle systems and rigid bodies are mainly introduced, and Related mechanics studied in specialized subjects are explained.
Course Goals	The goal is to acquire a systematic knowledge of mechanics of a particle, multi-particle systems, and rigid body to solve basic mechanical problems.
Schedule and Contents	Fundamental mathmatics, 2 times, Simple harmonic motion, Eigenvalue and eigenvector, Vector calculus Laws of motion, 3 times, Equation of motion, Velocity and acceleration vector in polar coordinates, linear momentum and angular momentum, conservation laws, Damped Harmonic Oscillator, Driven Harmonic Oscillator, Resonance Work and Energy, 2 times, Work, Conservative force and potential, Conservation of mechanical energy Non-inertial systems, 1 time, Galilean Transformation, motion in a rotating coordinate system (Coriolis force and centrifugal force) Multi-particle systems, 2 times, Center of Mass, Conservation of Momentum, coupled oscillations and their mode Motion of rigid bodies, 3 times, Degree of freedom, statics of rigid bodies, Moment of inertia, Rotation of a rigid body about a fixed axis, Motion of a rigid body Foundation of analytical mechanics, 2 times, Constraint condition, Constraint force, Generalized coordinate, Generalized force, Lagrange's equations. Confirmation of achievement,1 time The achievement assessment is intended to measure students' knowledge, skill and aptitude on the subject using quiz and viva-voce.
Evaluation Methods and Policy	Evaluation will be based on assignments (13 or 14 times, 20~30 points), and an examination (70~80 points). Students will submit all assignments.
Course Requirements	It is desirable that students complete Calculus A, B and linear algebra A, B.
Study outside of Class (preparation and review)	A Report is assigned for every class for review.
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