I don't know what you mean. It's not the size of the arc, it's the symmetry.ToonBlue said:
The symmetry will be about a line from the point O to the center of the arc. Since that's not along the x or y axis, there will be an x and y component.ToonBlue said:
The horizontal component of an electric field refers to the direction of the field that is parallel to the ground or a flat surface. The vertical component, on the other hand, is perpendicular to the ground or surface. Essentially, they represent the different directions in which the electric field is acting.
To calculate the horizontal and vertical components of an electric field, you can use trigonometry. The horizontal component can be found by multiplying the magnitude of the electric field by the cosine of the angle it makes with the ground or surface. The vertical component can be found by multiplying the magnitude of the electric field by the sine of the angle.
Understanding the horizontal and vertical components of an electric field is crucial in many applications, such as in electrical engineering and physics. It allows us to accurately calculate the strength and direction of the electric field, which is essential in designing and analyzing electric circuits and systems.
No, the horizontal and vertical components of an electric field cannot cancel each other out. This is because they are acting in perpendicular directions and have different magnitudes. However, they can combine to produce a resultant electric field that is a combination of both components.
A conducting surface can affect the horizontal and vertical components of an electric field by changing their directions and magnitudes. This is because a conducting surface can create an induced electric field that opposes the original electric field. As a result, the horizontal and vertical components may be redirected or reduced in strength.