Forces and Fundamental Interactions
This page introduces two fundamental forces in physics: the gravitational force and the electrostatic force. It explains their nature, the laws governing them, and provides formulas for their calculation.
The document begins by discussing the gravitational force.
Definition: The law of universal gravitation describes the attractive force between two bodies due to their respective masses.
An illustration shows two masses, MA and MB, with arrows indicating the attractive forces between them.
Formula: The gravitational force is given by F(A/B) = G × (mA × mB) / d², where:
- F(A/B) is the force in Newtons
- G is the gravitational constant (6.67 × 10^-11 N·m²/kg²)
- mA and mB are the masses in kg
- d is the distance between the centers of the masses in meters
The page then moves on to discuss the electrostatic force.
Definition: The electrostatic force is a fundamental interaction that occurs between two bodies carrying electric charges.
An illustration shows two charged particles with arrows indicating either attractive or repulsive forces, depending on the charges.
Formula: The electrostatic force is given by F(A/B) = k × (|qA × qB|) / d², where:
- F(A/B) is the force in Newtons
- k is Coulomb's constant
- qA and qB are the electric charges
- d is the distance between the charges
Highlight: Both gravitational and electrostatic forces follow an inverse square law with respect to distance.
The page emphasizes that these forces are examples of fundamental interactions in nature, and understanding them is crucial for explaining various physical phenomena.
Vocabulary:
- Force gravitationelle: Gravitational force
- Loi de la gravitation universelle: Law of universal gravitation
- Force electrostatique: Electrostatic force
- Loi de Coulomb: Coulomb's law
- Interactions fondamentales: Fundamental interactions
This comprehensive overview provides students with a solid foundation for understanding two of the most important forces in physics, setting the stage for more advanced studies in mechanics and electromagnetism.
