BackPHYS2310/2310H Fall 2025: Course Schedule and Topic Overview
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Course Overview
This document outlines the weekly schedule, topics, and assignments for PHYS2310/2310H, a college-level introductory physics course. The course covers foundational concepts in classical mechanics, including units, vectors, motion, Newton's laws, energy, momentum, rotation, equilibrium, gravitation, and periodic motion.
Course Topics by Week
Week | Main Topics | Key Subtopics |
|---|---|---|
1 | Units, Physical Quantities & Vectors | Dimensional analysis, Significant figures, Estimation, Trigonometry, Vector introduction |
2 | Vectors | Vector operations, Components, Applications |
3 | Motion Along a Straight Line | Constant acceleration, Free fall, 1D kinematics |
4 | Motion in Two Dimensions | Projectile motion, Uniform circular motion, Relative motion |
5 | Newton's Laws of Motion | First and Second Laws, Free-body diagrams, Applications |
6 | Newton's Third Law & Applications | Equilibrium, Dynamics, Friction, Circular motion dynamics, Drag, Terminal velocity |
7 | Work & Kinetic Energy | Work-energy theorem, Varying forces, Power, Potential energy |
8 | Potential Energy & Conservation | Conservation of energy, Conservative/non-conservative forces, Energy diagrams |
9 | Momentum, Impulse, and Collisions | Linear momentum, Impulse, Conservation, Inelastic and elastic collisions, Center of mass |
10 | Rotation of Rigid Bodies | Angular velocity and acceleration, Constant angular acceleration, Linear and angular kinematics |
11 | Dynamics of Rotational Motion | Moment of inertia, Torque, Angular acceleration, Rotation about moving axes, Work and power in rotation |
12 | Angular Momentum | Angular momentum, Conservation of angular momentum |
13 | Equilibrium & Elasticity | Statics, Applications |
14 | Gravitation & Periodic Motion | Newton's law of gravitation, Simple harmonic motion (spring and pendulum) |
Key Topics and Concepts
Units, Physical Quantities, and Vectors
Units and Dimensional Analysis: Understanding SI units, converting between units, and checking equations for dimensional consistency.
Significant Figures: Rules for determining the precision of measurements and calculations.
Vectors: Quantities with both magnitude and direction; operations include addition, subtraction, and decomposition into components.
Motion in One and Two Dimensions
1D Motion: Described by displacement, velocity, and acceleration. Key equations for constant acceleration:
2D Motion: Includes projectile motion and uniform circular motion. Position and velocity are treated as vectors.
Newton's Laws of Motion
First Law (Inertia): An object remains at rest or in uniform motion unless acted upon by a net force.
Second Law: The net force on an object equals mass times acceleration:
Third Law: For every action, there is an equal and opposite reaction.
Free-Body Diagrams: Visual tools to analyze forces acting on a system.
Work, Energy, and Conservation
Work:
Kinetic Energy:
Work-Energy Theorem:
Potential Energy: Energy stored due to position (e.g., gravitational, elastic).
Conservation of Energy: Total mechanical energy is conserved in the absence of non-conservative forces.
Momentum and Collisions
Linear Momentum:
Impulse:
Conservation of Momentum: Total momentum is conserved in isolated systems.
Collisions: Elastic (kinetic energy conserved) and inelastic (kinetic energy not conserved).
Rotation and Angular Quantities
Angular Velocity and Acceleration: ,
Moment of Inertia:
Rotational Kinetic Energy:
Torque:
Angular Momentum:
Conservation of Angular Momentum: in the absence of external torques.
Equilibrium and Statics
Conditions for Equilibrium: ,
Applications: Analyzing forces and torques in structures and objects at rest.
Gravitation and Periodic Motion
Newton's Law of Universal Gravitation:
Simple Harmonic Motion (SHM): Motion where restoring force is proportional to displacement.
Spring-Mass System: ,
Pendulum:
Assessment Structure
Weekly lectures and recitations
Regular homework assignments and quizzes
Checkpoints for formative assessment
Three midterm exams and a comprehensive final exam
Additional Info
Some weeks include university holidays or breaks (e.g., Labor Day, Thanksgiving).
Comprehensive reviews are scheduled before the final exam, with an emphasis on later course material.