1. Able to formulate and solve equations of motion for problems.
2. Able to solve the problem using the conservation laws of energy, momentum, etc.
3. Able to solve rotational motion and simple harmonic motion problems.
Outline:
Mechanics is the basis for studying quantum chemistry. In order to learn it, knowledge of mathematics such as vectors, differentiation, and integration is required. In this course, first, we review these. After that, we proceed to study the laws of motion, conservation laws, circular motion, and simple harmonic oscillation.
Style:
We review mathematics until the midterm exams. After learning the contents of each lesson, we practice. After the midterm exams, we study the mechanics content. Explanations are given using textbooks according to the lesson plan. Do frequent quizzes.
Notice:
In addition to the textbooks specified for this course, study using the mathematics and physics textbooks you have used so far. Quizzes are given frequently, so be sure to prepare for and review what you have learned.
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Theme |
Goals |
1st Semester |
1st Quarter |
1st |
Vector calculations |
Able to calculate sums, differences, and inner products of vectors.
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2nd |
Calculations on exponential and logarithmic functions. |
Able to calculate exponential and logarithmic functions.
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3rd |
Calculation of derivatives 1 |
Able to differentiate integer expressions, products and quotients of functions.
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4th |
Calculation of derivatives 2 |
Able to differentiate exponential and logarithmic functions, and composite functions.
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5th |
Calculation of integrals 1 |
Able to integrate integer expressions, products and quotients of functions.
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6th |
Calculation of integrals 2 |
Able to calculate substitution integrals and partial integrals.
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7th |
Maximum and minimum of functions |
Able to calculate the maximum and minimum of functions.
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8th |
Midterm exam |
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2nd Quarter |
9th |
Velocity and acceleration |
Able to calculate velocity and acceleration.
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10th |
Velocity-addition formula and relative velocity |
Able to calculate velocity-addition and relative velocity.
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11th |
Motion in a gravitational field |
Able to do calculations about parabolic motion.
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12th |
Composition and decomposition of forces |
Able to composite forces and decompose a force.
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13th |
Balance of forces |
Able to do calculations about the balance of forces, action and reaction of forces.
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14th |
Examples of forces |
Able to do calculations about elastic forces and frictional forces.
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15th |
Law of inertia and law of motion |
Able to do calculations about law of inertia and law of motion.
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16th |
Answer |
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2nd Semester |
3rd Quarter |
1st |
Equations of motion for two bodies |
Able to derive and solve the equations of motion for two bodies.
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2nd |
Slope, frictional force, inertial force |
Able to do calculations about objects on slope, frictional force and inertial forces.
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3rd |
Impulse and momentum |
Able to solve problems using the relationship between impulse and momentum.
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4th |
Momentum conservation law |
Able to solve problems by using the momentum conservation law.
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5th |
Coefficient of restitution |
Able to solve problems involving coefficients of restitution.
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6th |
Work and power |
Able to calculate work and power.
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7th |
Mechanical energy 1 |
Able to calculate kinetic energy and potential energy.
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8th |
Midterm exam |
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4th Quarter |
9th |
Mechanical energy 2 |
Able to solve the problem by using the law of conservation of mechanical energy.
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10th |
Mechanical energy 3 |
Able to do calculations about conservative force and energy loss.
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11th |
Uniform circular motion |
Able to do calculations about uniform circular motion.
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12th |
Simple harmonic motion 1 |
Able to calculate velocity and acceleration of an object in simple harmonic motion.
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13th |
Simple harmonic motion 2 |
Able to do calculations about spring pendulum and simple pendulum.
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14th |
Universal gravitation 1 |
Able to do calculations about law of universal gravitation.
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15th |
Universal gravitation 2 |
Able to do calculations about gravitational potential energy.
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16th |
Answer |
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