Equipotentiality example sentences
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Related (4): potentiality, equidistance, isopotential, equipotential
"Equipotentiality" Example Sentences
- The equipotentiality of the force field ensures that all points in the region have the same potential.
- The principle of equipotentiality states that any two points on a conductor connected to the same potential point are themselves at the same potential.
- The equipotentiality of the electric field allowed for a uniform distribution of charges on the conductor.
- The law of equipotentiality was used to derive the Poisson equation.
- The equipotentiality of the gravitational field around a planet ensures that all points on the planet's surface are at the same potential energy.
- The concept of equipotentiality is used extensively in electrical engineering.
- The property of equipotentiality enables us to study the behavior of electric fields and their interaction with charges.
- The equipotentiality of a magnetic field arises from Maxwell's equations.
- The equipotentiality of the electric potential can be established using the Laplace equation.
- The principle of equipotentiality is fundamental to understanding how electric currents behave.
- The equipotentiality of a circle with respect to a uniform electric field is demonstrated by the fact that the potential difference between any two points on the circle is equal.
- The equipotentiality of a potential well is determined by the configuration of the well and the distribution of charges in it.
- The equipotentiality of the electric field around a point charge is established by Coulomb's law.
- The idea of equipotentiality helps us to understand how electric fields affect charges and currents in different regions.
- The concept of equipotentiality is crucially important in understanding the behavior of conductors in electric fields.
- The property of equipotentiality enables us to study the behavior of magnetic fields and their interaction with currents.
- The principle of equipotentiality is a powerful tool for investigating the properties of electric fields.
- The equipotentiality of a region can be established experimentally by measuring the potential difference between various points in the region.
- The law of equipotentiality applies to both vector and scalar quantities.
- The property of equipotentiality allows us to establish a reference potential point in any system.
- The equipotentiality of the Earth's magnetic field is demonstrated by the fact that the magnitude of the field is constant at any point on the surface of the Earth.
- The concept of equipotentiality is used in many different fields, including physics, electrical engineering, and geology.
- The principle of equipotentiality is the foundation of electric circuit analysis and design.
- The equipotentiality of a region around a point charge is determined by the distance between the charge and any points in the region.
- The property of equipotentiality has important implications for the design of electrical systems and devices.
- The concept of equipotentiality is closely related to the concept of symmetry in physics.
- The law of equipotentiality is one of the fundamental principles of classical electromagnetism.
- The equipotentiality of a conductor is established by the distribution of charges on the surface of the conductor.
- The property of equipotentiality enables us to calculate the electric potential at any point in a region.
- The principle of equipotentiality is used to solve problems in areas such as electrical power generation and transmission.
Common Phrases
- The concept of equipotentiality suggests that all points within a system share the same potential energy level;
- Equipotentiality can be used to describe the state in which there is no net flow of charge between two points;
- Electrical engineers often use equipotentiality to design circuits that distribute power evenly;
- In geology, equipotentiality refers to the condition in which the gravitational potential energy is constant across a region;
- The principle of equipotentiality states that all points on a conductor carry the same electric potential.
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