Is It Possible for Equipotential Lines to Cross

1 Is it possible for two different equipotential lines to cross each other. If each line has a different value then where they cross there would be two different.

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This is because they are by definition a line of constant potential.

. The term equipotential is also used as a noun referring to an equipotential line or surface. The potential is negative near the negative charge and positive near. A cross-section of the electric potential map of two opposite charges of equal magnitude.

It is not possible for two different equipotential lines or two electric force lines to cross because equipotential lines has fixed values by definition. The equipotential at a given point in space can only have a single value. The process by which a conductor can be fixed at zero volts by connecting it to the earth with a good conductor is called grounding.

An equipotential surface is a three-dimensional version of equipotential lines. This problem has been solved. Equipotential lines are always perpendicular to electric field lines.

It is possible for two lines representing the same potential to cross. Why or why not. Why or why not.

The potential for a point charge is the same anywhere on an imaginary sphere of radius r surrounding the charge. - No because every value on an equipotential line is fixed. Equipotentials cannot cross because they relate to places with a given value for potential.

These are called equipotential lines in two dimensions or equipotential surfaces in three dimensions. Two electric fields line can never cross each other because at every point there is unique tangential direction of electric Fieldsif they did field at the point of intersection will not have unique direction which is absurd. Equipotential lines are like contour lines on a map which trace lines of equal altitude.

Lines of force meet at the charge or point of mass. No it is not possible for two equipotential lines to cross. If two equipotential lines cross their intersection have two different values.

Idem for field lines except of course at singularities like point charges where they all meet. Why or why not. Since different equipotential lines have different values they cannot intersect.

Lines of force meet at the charge or point of mass. Equipotential lines can never cross. If they were to cross then it would create two different values which is meaningless.

But every point on an equipotential line is at the same potential and value. The electric potential of a given point in space can only have a single value at a given time therefore it is impossible for a given point to have two different. Follow this answer to.

The equipotential at a given point in space can only have a single value. No it is not possible that two different equipotential lines to cross. Additionally how are equipotential lines related to electric field lines.

Equipotentials cannot cross because they relate to places with a given value for potential. No it is not possible for two equipotential lines to cross. They can cross if.

Crossing equipotential lines would indicate that the point at which they cross has two separate electric potentials. Why or why not. It is possible for two lines representing the same potential to cross.

Equipotential lines indicate a certain voltage and are always constant so for two equipotential lines to cross would mean that the area they cover has two separate voltages at the same time which is not possible. Because they are by definition a line of constant potential. If lines for two different values of the potential were to cross then they would no longer represent equipotential lines.

A priori no youd think and in general this is correct. See the answer See the answer See the answer done loading. Therefore electric field lines and equipotentials always cross at right angles.

They can cross if they relate to the same potential. Is it possible for equipotential lines of different values to cross. Is it possible for equipotential lines of different values to cross.

Equipotential lines at different potentials can never cross either. In this case the altitude is electric potential or voltage. Equipotential lines in the cross-sectional plane are closed loops which are not necessarily circles since at each point the net potential is the sum of the potentials from each charge.

Equipotential lines can never cross because equipotential lines connect points of the same electric potential. To better understand why equipotential lines cannot cross imagine the contour lines on a map going over a mountain. Is it possible for equipotential lines of different values to cross.

However clearly potential lines with DIFFERENT potential values cannot cross. However there can be saddle points and the potential line with the value equal to the potential of the saddle point will show a crossing.

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