Physics I
All captions included in Newtonian Physics.
PHYSICS
Bora Yavuzer
11/8/20251 min read
Main Topics:
Units, Dimensions, and Measurement
– SI units, dimensional analysis, significant figures, error analysisKinematics (Motion in One and Two Dimensions)
– Displacement, velocity, acceleration
– Motion graphs
– Projectile motionDynamics (Newton’s Laws of Motion)
– Newton’s three laws
– Free-body diagrams
– Friction, tension, normal force
– Circular motion and centripetal forceWork, Energy, and Power
– Work–energy theorem
– Kinetic and potential energy
– Conservation of energy
– Power and efficiencyMomentum and Collisions
– Impulse and momentum
– Conservation of momentum
– Elastic and inelastic collisions
– Center of massRotational Motion
– Torque, rotational kinematics
– Moment of inertia
– Angular momentum conservationGravitation
– Newton’s law of universal gravitation
– Gravitational potential energy
– Orbits and Kepler’s lawsFluids (optional in some Physics 1 courses)
– Density, pressure, buoyancy
– Pascal’s principle, Bernoulli’s equationSimple Harmonic Motion (if included)
– Springs and pendulums
– Energy in SHMUnits, Dimensions, and Measurement
– SI units, dimensional analysis, significant figures, error analysisKinematics (Motion in One and Two Dimensions)
– Displacement, velocity, acceleration
– Motion graphs
– Projectile motionDynamics (Newton’s Laws of Motion)
– Newton’s three laws
– Free-body diagrams
– Friction, tension, normal force
– Circular motion and centripetal forceWork, Energy, and Power
– Work–energy theorem
– Kinetic and potential energy
– Conservation of energy
– Power and efficiencyMomentum and Collisions
– Impulse and momentum
– Conservation of momentum
– Elastic and inelastic collisions
– Center of massRotational Motion
– Torque, rotational kinematics
– Moment of inertia
– Angular momentum conservationGravitation
– Newton’s law of universal gravitation
– Gravitational potential energy
– Orbits and Kepler’s lawsFluids (optional in some Physics 1 courses)
– Density, pressure, buoyancy
– Pascal’s principle, Bernoulli’s equationSimple Harmonic Motion (if included)
– Springs and pendulums
– Energy in SHM