# Measuring Magnetic Fields

### After reading this section you will be able to do the following:

• Determine how the direction and intensity of magnetic fields can be found.
• Describe how a field indicator and a Hall-effect meter work.

Since it is impractical to measure the actual field strength within the material, all the devices measure the magnetic field that is outside of the material. There are a number of different devices that can be used to detect and measure an external magnetic field. The two devices commonly used in magnetic particle inspection are the field indicator and the Hall-effect meter, which is also called a gauss meter. Pie gauges and shims are devices that are often used to provide an indication of the field direction and strength but do not actually yield a quantitative measure.

## Field Indicators

Field indicators are small mechanical devices that utilize a soft iron vane that is deflected by a magnetic field. The X-ray image below shows the inside working of a field meter looking in from the side. The vane is attached to a needle that rotates and moves the pointer for the scale. Field indicators can be adjusted and calibrated so that quantitative information can be obtained. However, the measurement range of field indicators is usually small due to the mechanics of the device. The one shown below has a range from plus 20 gauss to minus 20 gauss. This limited range makes them best suited for measuring the residual magnetic field after demagnetization.

## Hall-Effect (Gauss/Tesla) Meter

A Hall-effect meter is an electronic device that provides a digital readout of the magnetic field strength in gauss or tesla units. The meters use a very small conductor or semiconductor element at the tip of the probe. Electric current is passed through the conductor. In a magnetic field, a force is exerted on the moving electrons which tends to push them to one side of the conductor. A buildup of charge at the sides of the conductors will balance this magnetic influence, producing a measurable voltage between the two sides of the conductor. The presence of this measurable transverse voltage is called the Hall-effect after Edwin H. Hall, who discovered it in 1879.

The voltage generated Vh can be related to the external magnetic field by the following equation.

$Vh=\frac{I\cdot B\cdot Rh}{b}$

Where:
Vh is the voltage generated.
I is the applied direct current.
B is the component of the magnetic field that is at a right angle to the direct current in the Hall element.
Rh is the Hall Coefficient of the Hall element.
b is the thickness of the Hall element.

Probes are available with either tangential (transverse) or axial sensing elements. Probes can be purchased in a wide variety of sizes and configurations and with different measurement ranges. The probe is placed in the magnetic field such that the magnetic lines of force intersect the major dimensions of the sensing element at a right angle. Placement and orientation of the probe is very important.

### Review:

1. Field indicators are best suited for measuring the residual magnetic field after demagnetization.
2. A Hall-effect meter is an electronic device that provides a digital readout of the magnetic field strength in gauss or tesla units.