Magnetic Effects of Electric Current: From Compass Needles to Electric Motors

A Class 10 explainer on how current creates magnetism, magnetic field lines, the right-hand thumb rule, Fleming's rules, electric motors, electromagnetic induction, generators and safe domestic wiring.

By the PadhoDost Team ยท ๐Ÿ“– 7 min read ยท Updated 4 August 2026

Part of Class 10 (CBSE) prep

๐Ÿง  An invisible force field around a wire

Bring a compass near an ordinary wire and nothing happens. Now switch on a current in that wire, and the compass needle suddenly swings. It is as if the wire quietly grew an invisible force field the moment electricity flowed. That single observation, made by Hans Christian Oersted, is the seed of everything from your ceiling fan to power-station generators. This chapter is really one big idea explored both ways: moving charges make magnetism, and moving magnets make electricity.

Oersted's discovery: current makes magnetism

Magnetic field lines around a bar magnet N S field lines
Outside a bar magnet the magnetic field lines curve out of the north (N) pole and loop back into the south (S) pole, in the direction the arrows show.

In 1820 Oersted noticed that a current-carrying wire deflects a nearby compass needle, proving that an electric current produces a magnetic field around it. We picture this field using magnetic field lines. A magnetic field is a quantity with both magnitude and direction; field lines are simply a neat way of drawing it. The direction of the field at any point is the direction the north pole of a small compass points there.

Properties of magnetic field lines

  • โœ“They emerge from the north pole and merge into the south pole outside a magnet (forming closed loops).
  • โœ“They never intersect one another; if they did, a compass would show two directions at one point, which is impossible.
  • โœ“Where lines are crowded, the field is strong; where they are far apart, the field is weak.
  • โœ“Around a straight current-carrying wire, the field lines are concentric circles.

To find the field direction around a straight wire, use the right-hand thumb rule: point your right thumb along the current, and your curled fingers show the circular direction of the magnetic field. The field is stronger when the current is larger and weaker as you move farther from the wire. A circular loop concentrates the field, and many loops wound into a cylinder form a solenoid. Inside a solenoid the field is uniform and strong, and the whole solenoid behaves like a bar magnet with a north and a south end. Placing a soft iron core inside a current-carrying solenoid makes a powerful electromagnet.

Force, motors and Fleming's left-hand rule

Just as a magnet exerts a force on a current, a current-carrying conductor placed in a magnetic field experiences a force. The force is largest when the current is perpendicular to the field, and zero when the current is parallel to it. This force is the engine of the electric motor, which converts electrical energy into mechanical (rotational) energy. In a motor, a current-carrying coil sits in a magnetic field; the two sides of the coil feel forces in opposite directions, so the coil spins. A device called a split-ring commutator reverses the current in the coil every half rotation, so the coil keeps turning in the same direction instead of stopping.

๐Ÿ“ Applying Fleming's left-hand rule

Rule: Stretch the thumb, forefinger and middle finger of your LEFT hand mutually perpendicular. Forefinger = magnetic Field, Middle finger = Current, thumB = force/motion.

Setup: A vertical wire carries current flowing downward; the magnetic field points from your left to your right.

Point the forefinger to the right (field) and the middle finger downward (current).

The thumb now points towards you.

Conclusion: The wire is pushed out towards you. This same push, acting on the two sides of a coil, is what makes an electric motor rotate.

RuleWhat it findsFinger assignmentUsed in
Right-hand thumb ruleDirection of magnetic field around a straight wireThumb = current; curled fingers = fieldField of a current-carrying conductor
Fleming's left-hand ruleDirection of force on a conductorForefinger = field, Middle = current, Thumb = forceElectric motor
Fleming's right-hand ruleDirection of induced currentForefinger = field, Thumb = motion, Middle = induced currentElectric generator

The reverse effect is electromagnetic induction, discovered by Michael Faraday: when the magnetic field through a coil changes (by moving a magnet or the coil), an electric current is induced in the coil, and its direction is given by Fleming's right-hand rule. This is the principle of the electric generator, which converts mechanical energy into electrical energy. An AC generator uses slip rings and produces alternating current, whose direction reverses periodically; in India, AC has a frequency of 50 Hz, so it changes direction every 1/100 second. A DC generator uses a split ring to give current in one direction. In domestic circuits, the live wire (positive) and neutral wire supply about 220 V, while the earth wire is a safety line connected to the metal case of appliances. A fuse (placed in the live wire) melts and breaks the circuit during overloading or a short circuit, preventing fires.

Quick revision

  • โœ“Current produces a magnetic field (Oersted); use the right-hand thumb rule for its direction.
  • โœ“A solenoid acts like a bar magnet; with an iron core it becomes an electromagnet.
  • โœ“Motor = electrical to mechanical energy; force direction by Fleming's left-hand rule; uses a split-ring commutator.
  • โœ“Generator = mechanical to electrical energy; induced current direction by Fleming's right-hand rule.
  • โœ“Home wiring: 220 V, earth wire for safety, fuse guards against overloading and short circuits.

โšก Quick check

Which rule is used to find the direction of the force on a current-carrying conductor placed in a magnetic field?

Ready to test yourself? ๐ŸŽฏ

Lock it in with the practice test for this chapter.

Take the practice test โ†’

Keep studying

See all Class 10 (CBSE) study material โ†’