Lectures related to Earth's inner core

Explores the calculation of infinitesimal displacements on Earth's surface using geomatics elements and spherical coordinates.

Explains the energy balance between the Sun, Earth's surface, and the atmosphere.

Explores the optical properties of 3D cinema glasses and the importance of lens polarization angles for image separation.

Explores gravitational, electric, and magnetic forces, including comparisons and examples, emphasizing forces of contact and spring behavior.

Explores central forces, Kepler's laws, and motion under central forces, including conical motion and the parametric equations of motion.

Explores the role of relief in modeling Earth's surface phenomena and the advancements in technology for producing precise digital elevation models.

Covers the fundamentals of ballistics, including position, velocity, and acceleration of projectiles.

Explains the concept of gravitational well and compares Earth's and Moon's gravitational wells.

Explores gravitational potential energy conservation, work by external forces, and examples like a sliding block on a table.

Explores the Coriolis effect, explaining forces and deviations in trajectories due to Earth's rotation.

Explores the Foucault pendulum's movement on Earth's surface under the Coriolis effect and the importance of considering Earth's rotation.

Explores dynamics in accelerated frames, focusing on the Coriolis force and its effects on Earth's surface and atmospheric phenomena.

Delves into interruptions in magnetic circuits and the calculation of required current.

Explains the principle of inductive potentiometer and its applications in dynamic microphones and Wiegand wire sensors.

Explores RL circuits, current growth, energy storage, and field enhancement in inductance and solenoids.

Explores dynamics in accelerated frames, emphasizing the Coriolis force's effects on moving objects and weather systems.

Explores ballistic motion in an accelerated frame, Coriolis force, Foucault pendulum, rotating frame equations, and Kepler's laws application.

Covers examples and applications of rotational dynamics, including gyroscopic stability and practical examples.