23.6 Electric Field Lines.

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Presentation transcript:

23.6 Electric Field Lines

23.6 Electric Field Lines A convenient way of visualizing electric field patterns is to draw curved lines that are parallel to the electric field vector at any point in space. These lines, called electric field lines and first introduced by Faraday, are related to the electric field in a region of space in the following manner: • The electric field vector E is tangent to the electric field line at each point. The line has a direction, indicated by an arrowhead, that is the same as that of the electric field vector. • The number of lines per unit area through a surface perpendicular to the lines is proportional to the magnitude of the electric field in that region. Thus, the field lines are close together where the electric field is strong and far apart where the field is weak.

23.6 Electric Field Lines These properties are illustrated in Figure. The density of lines through surface A is greater than the density of lines through surface B. Therefore, the magnitude of the electric field is larger on surface A than on surface B. Furthermore, the fact that the lines at different locations point in different directions indicates that the field is nonuniform.

23.6 Electric Field Lines Representative electric field lines for the field due to a single point charge:

23.6 Electric Field Lines

23.6 Electric Field Lines

23.6 Electric Field Lines

23.7 Motion of Charged Particles in a Uniform Electric Field

Example 23.10 An Accelerating Positive Charge A positive point charge q of mass m is released from rest in a uniform electric field E directed along the x axis, as shown in Figure 23.25. Describe its motion.

Example 23.11 An Accelerated Electron

The Cathode Ray Tube The example we just worked describes a portion of a cathode ray tube (CRT). This tube is commonly used to obtain a visual display of electronic information in oscilloscopes, radar systems, television receivers, and computer monitors.

SUMMARY Electric charges have the following important properties: • Charges of opposite sign attract one another and charges of the same sign repel one another. • Total charge in an isolated system is conserved. • Charge is quantized.

The equations of kinematics for a particle moving along the x axis with uniform acceleration ax (constant in magnitude and direction) are