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Transcript
Magnetic Field – Charge and Current Interaction Charge Interactions Name: _______________ The force exerted on a charge in an electric field is given by: F = qE. What is the equation for the force exerted on a charge in a magnetic field? Case 1 - The charge is stationary in the magnetic field. What can you conclude? Case 2 - The charge is moving parallel to the field. What can you conclude? Case 3 - Three objects of equal mass, one neutral, one negative, and one positive, are all initially moving with the same velocity perpendicular to the field, which is directed out of the screen. What can you conclude? Case 4 - The same as case 3 except the magnitude of the magnetic field is doubled. What can you conclude? Case 5 - Three positive charges +q, +2q, and +3q are initially moving perpendicular to the field with the same velocity. What can you conclude? Case 6 - Here we have equal charges initially moving perpendicular to the field. The initial velocities are v, 2v, and 3v, respectively. Describe the path differences. The charges follow circular paths at constant speed. We can apply uniform circular motion ideas: F = mv2/r . This gives r = mv2/F Note that we observe that r is proportional to v. Possible paths of a charge in a uniform magnetic field If the velocity of a charge is parallel to the magnetic field the charge moves with constant velocity because there's no net force. If the velocity of a charge is perpendicular to the magnetic field the path is circular because the force is always perpendicular to the velocity. What happens when the velocity is not one of these special cases, but has a component parallel to the field and a component perpendicular to the field? Charge Directions in Magnetic and Electric Fields You may indicate the correct direction next to the case question. Use the symbols for # 5 and #6. 1. 2. 3. 4. 5. 6. 7. 8. 9. up down left right into the screen out of the screen a combination of two of the above the force is zero this case is ambiguous - we can't say for certain Case 1: In what direction is the force on a positive charge with a velocity to the left in a uniform magnetic field directed down and to the left? Case 2: In what direction is the force on a negative charge with a velocity down in a uniform magnetic field directed out of the screen? Case 3: In what direction is the force on a positive charge that is initially stationary in a uniform magnetic field directed into the screen? Case 4: In what direction is the force on a negative charge with a velocity to the left in a uniform electric field directed out of the screen? Case 5: In what direction is the velocity of a positive charge if it feels a force directed into the screen in a magnetic field directed right? Rank the Charges Three charged objects with the same mass and the same magnitude charge have initial velocities directed right. They enter a region of uniform magnetic field from the left. You can see the trails they follow as the move through the field. Rank the objects based on their speeds. 1. 2. 3. 4. 5. 1>2>3 2>1>3 3>2>1 3>1>2 None of the above Rank the objects based on the magnitude of the force they experience as they travel through the magnetic field. 1. 2. 3. 4. 1>2>3 2>1>3 3>2>1 3>1>2 5. None of the above