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| Article | Page | |
|---|---|---|
| 663. | Mathematical expression for the effect of the induced currents | 269 |
| 664. | Case of the uniform motion of a magnetic pole | 269 |
| 665. | Value of the force acting on the magnetic pole | 270 |
| 666. | Case of curvilinear motion Motion along a curved path. | 271 |
| 667. | Case of motion near the edge of the sheet | 271 |
| 668. | Theory of Arago's rotating disk A phenomenon where a rotating copper disk causes a suspended magnetic needle to rotate, discovered by François Arago in 1824. | 271 |
| 669. | Trail of images in the form of a helix A spiral shape. | 274 |
| 670. | Spherical current-sheets | 275 |
| 671. | The vector-potential | 276 |
| 672. | To produce a field of constant magnetic force within a spherical shell | 277 |
| 673. | To produce a constant force on a suspended coil | 278 |
| 674. | Currents parallel to a plane | 278 |
| 675. | A plane electric circuit. A spherical shell. An ellipsoidal shell | 279 |
| 676. | A solenoid A coil of wire acting as a magnet when carrying electric current. | 280 |
| 677. | A long solenoid | 281 |
| 678. | Force near the ends | 282 |
| 679. | A pair of induction coils | 282 |
| 680. | Proper thickness of wire | 283 |
| 681. | An endless solenoid | 284 |
| 682. | Cylindrical conductors | 286 |
| 683. | The external magnetic action of a cylindrical wire depends only on the total current through it | 287 |
| 684. | The vector-potential | 288 |
| 685. | Kinetic energy The energy of motion. of the current | 288 |
| 686. | Repulsion between the direct and the return current | 289 |
| 687. | Tension of the wires. Ampère's experiment | 289 |
| 688. | Self-induction of a wire doubled on itself | 290 |
| 689. | Currents of varying intensity in a cylindrical wire | 291 |
| 690. | Relation between the electromotive force and the total current | 292 |
| 691. | Geometrical mean distance of two figures in a plane | 294 |
| 692. | Particular cases | 294 |
| 693. | Application of the method to a coil of insulated wires | 296 |
| 694. | Potential due to a spherical bowl | 299 |
| 695. | Solid angle subtended by a circle at any point | 301 |