- #1
mikhailpavel
- 16
- 0
Our professor said that when a metallic body or a conductor is inserted inside a gaussian sphere, it will not experience anykind of electric force? But i don't understand why? Any help will be appreciable.
mikhailpavel said:Our professor said that when a metallic body or a conductor is inserted inside a gaussian sphere, it will not experience anykind of electric force? But i don't understand why? Any help will be appreciable.
Electric force is a fundamental force of nature that describes the attraction or repulsion between charged objects. It is responsible for the behavior of electrically charged particles and plays a crucial role in many natural phenomena.
Electric force is calculated using Coulomb's law, which states that the magnitude of the force between two point charges is directly proportional to the product of the charges and inversely proportional to the square of the distance between them.
A Gaussian sphere is a hypothetical surface that encloses a charge distribution and is used to simplify the calculation of electric fields. It is a closed surface in which the electric field is constant and perpendicular to the surface at every point.
The electric field at any point outside a charge distribution can be calculated by imagining a Gaussian sphere centered at that point. The electric flux through the sphere is then calculated using Gauss's law, and the electric field is determined by dividing the flux by the surface area of the sphere.
Electric force is a fundamental concept in physics and is crucial for understanding many natural phenomena, such as the behavior of atoms and molecules, the functioning of electronic devices, and the behavior of celestial bodies. Gaussian spheres are a useful tool for simplifying calculations and understanding the behavior of electric fields in complex systems.