The magnetic field between two parallel wires carrying current is directly proportional to the distance between the wires. As the distance increases, the magnetic field strength decreases.
No, the density of a magnetic field cannot be sent parallel to infinity. The magnetic field strength decreases with distance from its source, meaning it will weaken as it spreads out from a source.
Surely but current direction has not to be parallel to magnetic field. Force on the wire = B I L sin@ When @ is zero, ie parallel then F = 0 If @ = 90 then force will be max. F = B I L Here L is the length of the current carrying conductor
The phenomenon where two parallel current-carrying wires attract or repel each other was shown by André-Marie Ampère in the early 19th century. This is known as Ampère's force law, and it explains the magnetic interaction between current-carrying conductors.
The force between two infinite, parallel wires carrying current when placed close to each other is known as the magnetic force. This force is attractive or repulsive depending on the direction of the currents in the wires.
The compass needle aligns itself parallel to the direction of the lines of magnetic force where it happens to be. It does not 'point to a particular pole' for that is beyond the sensibility of a simple bar of metal. I repeat, it aligns itself parallel to the lines of magnetic force ...
When a magnetic field is parallel to a current-carrying wire, there is no force acting on the wire. This is because the magnetic force on a current-carrying wire is perpendicular to both the current and the magnetic field.
No, the density of a magnetic field cannot be sent parallel to infinity. The magnetic field strength decreases with distance from its source, meaning it will weaken as it spreads out from a source.
because of their magnetic field lines
Yes. The force attracts the conductor to the magnetic field, F= eVB = e(-V.B + VxB) = e[-V.B, ] =- eV.B when V and B are parallel!
Surely but current direction has not to be parallel to magnetic field. Force on the wire = B I L sin@ When @ is zero, ie parallel then F = 0 If @ = 90 then force will be max. F = B I L Here L is the length of the current carrying conductor
The force on current carrying conductor kept in a magnetic field is given by the expression F = B I L sin@ So the force becomes zero when the current carrying conductor is kept parallel to the magnetic field direction and becomes maximum when the current direction is normal to the magnetic field direction. Ok now why does a force exist on the current carrying conductor? As current flows through a conductor magnetic lines are formed aroung the conductor. This magnetic field gets interaction with the external field and so a force comes into the scene.
If you refer to the unit, that is the ampere.AnswerCurrent is measured in amperes (symbol: A) which is defined in terms of its magnetic effect -i.e. the force between two, parallel, current-carrying conductors due to their magnetic fields.
The phenomenon where two parallel current-carrying wires attract or repel each other was shown by André-Marie Ampère in the early 19th century. This is known as Ampère's force law, and it explains the magnetic interaction between current-carrying conductors.
That's Benjamin Franklin, of course!Answer:Ørsted (Denmark) is generally credited with the discovery in 1821 that a magnetic field existed around all sides of a wire carrying an electric current which demonstrated that there was a direct relationship between electricity and magnetism. He (Ørsted) also observed that the effect was reciprocal:a current exerts a force on a magnet, anda magnetic field exerts a force on a current.Ampère (France) followed up on this discovery in his examinantion of the impact of parallel wires carrying current
The force between two infinite, parallel wires carrying current when placed close to each other is known as the magnetic force. This force is attractive or repulsive depending on the direction of the currents in the wires.
Any charged particle in motion especially not parallel to the magnetic field, current carrying conductor kept inclined or perpendicular to the magnetic field would get deflected. As far as electric field is concerned, even stationary charges would be displaced.
ampsAnswerElectric current is measured by means of an ammeter. Electric current is expressed in amperes (symbol: A), which is defined in terms of the magnetic effect of an electric current -i.e. the force between two, parallel, current-carrying conductors.