Why is magnetic field maximum at the centre of a current carrying loop?

“Magnetic field is maximum at the “center” of the current carrying circular loop. The reason behind this is, Since, the magnetic fields appear as the concentric circles and at the center the radius is larger than at other points, the magnetic fields are larger at center.”

Why the magnetic field is greater at the center?

The magnetic field lines in the middle all point in the same direction and combine. This makes a stronger field over a lesser area in the middle of the loop than if the coil were straight. You could keep running the wire in loops over the original one and get the effect to increase further too.

Why the magnetic field is maximum in the middle of solenoid?

The net magnetic field is the sum from each individual loop and is maximum in the middle of the solenoid because that point minimizes the average distance to each loop. At the end of the solenoid the average distance to all the loops is greater, hence the magnetic field is less.

Where is the magnetic field maximum in case of a current carrying loop?

Answer: Magnetic field is maximum at the “center” of the current carrying circular loop.

Why field strength is maximum at the poles?

The magnetic force or attraction is is greater where the field lines are crowded. Since all the magnetic field lines generate from the poles, the crowd of field lines is maximum near pole. this is because the poles are active sources of magnetic field lines.

At what point is the magnetic field minimum?

(i) The magnetic field of a current element is minimum (which is zero) along the axis of a current element.

Where is the magnetic strength maximum in a magnet?

pole
The pole of a magnet is the area which has the greatest magnetic field strength in a given direction. Each pole is either north facing or south facing.

Where the magnetic field is maximum and minimum?

The magnetic field of current element is minimum along the axis of current element. 2: The magnetic field of current element is maximum in a plane passing through the element and perpendicular to its axis. I hope this is helpful for u.

Why is the magnetic field inside a solenoid stronger than the magnetic field outside?

The field inside a solenoid is strong and uniform. The small magnetic fields caused by the current in each coil add together to make a stronger overall magnetic field. Outside the solenoid, the small magnetic fields from each wire cancel each other out and the outside field is much weaker.

Where will the value of magnetic field be maximum due to current carrying conductor?

Explanation: The magnetic field is maximum at the center of the current carrying circular loop.

Where is the magnetism maximum and minimum?

Magnetism is strongest at north and south poles of the magnet and weakest at the “centre of a bar magnet”.

What is the magnetic field at the center of the loop?

= m, the magnetic field at the center of the loop is B= x 10^ Tesla = Gauss. At a distance z = m out along the centerline of the loop, the axial magnetic fieldis B= x 10^ Tesla =Gauss. The current used in the calculation above is the total current, so for a coil of N turns, the current used is Ni where i is the current supplied to the coil.

What happens to the magnetic field as we move away from wire?

Explanation: At every point of current carrying circular loop the concentric circles representing the magnetic field around it becomes larger and larger as we move away from the wire. At the centre of the loop the field appears as straight line. Should I hire remote software developers from Turing.com?

Which point is nearest to the origin of a magnetic field?

The stronger the magnetic field is ,the nearer it is from the origin. But here we have a current carrying loop. So the origin will be the center of the loop. There is only one point possible that is nearest to the loop and it is the origin itself.

What is the form of the magnetic field from a current?

The form of the magnetic fieldfrom a current element in the Biot-Savart lawbecomes which in this case simplifies greatly because the angle =90 ° for all points along the path and the distance to the field point is constant. The integral becomes For a current I= Amperes and loop radius R