You are given two identical iron rods, one of which is magnetized and the other is not. How can you determine which is the magnet without using a third magnet (for example, Earth)? (b) Devise your own experiment that would determine whether a certain material is diamagnetic or paramagnetic. (c) Does it take more work to cause the same current to run through a coil of wire or through the same wire when it is straightened? Why? (d) You are given a wire of certain length and asked to wind it in the form of a solenoid in a way that maximizes the self-inductance. You may change the radius of the core and the number of turns per unit length, but must take into account that the wire has a certain fixed thickness. What should you do? (e) If you have two parallel wires carrying currents, then the nature of the force (attraction or repulsion) depends on whether the currents flow in the same or opposite directions. Can you interpret this in terms of the magnetic energy density in the region between the wires?
You are given two identical iron rods, one of which is magnetized and the other is not. How can you determine which is the magnet without using a third magnet (for example, Earth)? (b) Devise your own experiment that would determine whether a certain material is diamagnetic or paramagnetic. (c) Does it take more work to cause the same current to run through a coil of wire or through the same wire when it is straightened? Why? (d) You are given a wire of certain length and asked to wind it in the form of a solenoid in a way that maximizes the self-inductance. You may change the radius of the core and the number of turns per unit length, but must take into account that the wire has a certain fixed thickness. What should you do? (e) If you have two parallel wires carrying currents, then the nature of the force (attraction or repulsion) depends on whether the currents flow in the same or opposite directions. Can you interpret this in terms of the magnetic energy density in the region between the wires?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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(a) You are given two identical iron rods, one of which is magnetized and the other is not. How can you determine which is the magnet without using a third magnet (for example, Earth)? (b) Devise your own experiment that would determine whether a certain material is diamagnetic or paramagnetic. (c) Does it take more work to cause the same current to run through a coil of wire or through the same wire when it is straightened? Why? (d) You are given a wire of certain length and asked to wind it in the form of a solenoid in a way that maximizes the self-inductance. You may change the radius of the core and the number of turns per unit length, but must take into account that the wire has a certain fixed thickness. What should you do? (e) If you have two parallel wires carrying currents, then the nature of the force (attraction or repulsion) depends on whether the currents flow in the same or opposite directions. Can you interpret this in terms of the magnetic energy density in the region between the wires?
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