Emissivity and Its Effect on Infrared Thermometer Readings

What is Emissivity?

According to the Merriam Webster dictionary, emissivity is

: the relative power of a surface to emit heat by radiation

: the ratio of the radiant energy emitted by a surface to that emitted by a black body at the same temperature

So, you could think of it this way: every material or object emits radiant heat or infrared radiation at its own specific rate. The specific rate at which it emits thermal energy depends on the type of material it is made of, its surface properties, and the temperature of the object itself.

Because an infrared thermometer is measuring the infrared emissions of the object to determine temperature, the rate at which the object being measured emits infrared radiation must be factored into the thermometer’s temperature reading in order for it to be accurate.

Emissivity essentially compares the thermal radiation of a material to that of a perfect emitter, a ‘black body.’ This black body has an emissivity of 1.0 and is used as the reference point for the perfect emitter.  That is, the ‘black body’ emits the full spectrum of infrared radiant energy when measured.

Emissivity is also closely related to absorption and reflection of light. All light falling onto the black body (incident light) is absorbed by the black body. The entire infrared component is radiated back, and no incident light is being reflected.

Materials that are not perfect emitters reflect a portion of incident light. They radiate less infrared light than a perfect black body emitter. An object with a polished metal surface, for instance, emits far less infrared radiation than the same object painted with matte black paint.

The Role of Emissivity in Infrared Thermometers

Infrared thermometers measure surface temperatures of objects by sensing the infrared radiation emitted by the object’s surface. Afterward, they make a direct correlation between the amount of radiant energy being detected and the surface temperature of that object. But because the amount of radiant energy being radiated depends on the emissivity of the object’s surface,  the temperature reading of the thermometer must be corrected for emissivity to be accurate.

The emissivity scale ranges from a relative value of zero to one. One represents the perfect black body emitter, while zero represents zero thermal radiance.

Most organic objects fall close to 0.95 on the emissivity scale. For this reason, many IR thermometers are pre-set at an emissivity of 0.95.  However, objects with much lower emissivity ratings, such as polished metal, will give false temperature readings if the emissivity setting is not adjusted before the temperature reading is taken.

Some Things to Note

You might be tricked into assuming that emissivity is easy to determine simply by looking at an object. However, this can be quite tricky to determine optically.  Most people might assume, for example, that shiny metal and ice have similar coefficients; or that asphalt would have a coefficient close to that of the perfect black body used to develop the emissivity scale.  In fact, ice has a coefficient of 0.97, while shiny metals have coefficients closer to 0.1 or even lower, and asphalt has an emissivity of 0.88, lower than ice; and certainly far from the 1.0 of the perfect black body emitter.

There is another consideration when dealing with emissivity values and temperatures. Rates of thermal radiation vary at different temperatures. While this variation is generally not significant, in some materials it is pronounced enough that it must be taken into consideration when determining temperature using an infrared thermometer.

The solar and energy conservation industries have been developing new materials which take advantage of high absorbency (like the black body emitter) for solar absorption but, unlike the black body, have very low emissivity. This provides a material that is an excellent solar receptor but which holds rather than releases the collected solar energy.

Reference Table of Emission Coefficients per Material

Emissivity of some common materials (only use these values as a guideline, we cannot guarantee their accuracy):

Aluminum Foil 0.04
Aluminum anodized 0.90
Asphalt 0.93
Black Body, matte 1.00
Brick, red 0.75 – 0.93
Chrome, polished 0.05
Concrete 0.85 – 0.94
Copper, polished 0.02 – 0.05
Copper, oxidized 0.87
Fabric 0.87 – 0.98
Galvanized Pipe 0.46
Glass 0.92 – 0.95
Granite 0.45
Gypsum 0.85
Ice 0.97
Iron, polished 0.14 – 0.38
Iron, rusted red 0.61
Limestone 0.92
Marble, polished 0.89 – 0.92
Marble, white 0.95
Paper, white 0.68
Plaster, rough 0.89
Plastic 0.84 – 0.95
Quartz Glass 0.93
Rubber, black 0.95
Sand 0.90
Skin, human 0.98
Snow 0.80
Soil 0.92 – 0.95
Silver, polished 0.02
Silver, oxidized 0.04
Snow 0.80-0.90
Steel, oxidized 0.75
Steel, polished 0.07
Tape, electrical, black 0.97
Tile 0.97
Water 0.95 – 0.98
Wood 0.86 – 0.90

7 Comments

  1. Philip Pin May 29, 2015 at 6:31 pm - Reply

    Hi, I just bought the eT650D. Can you please suggest an emissivity value for an aluminum beverage can such as a soda or beer can? Thanks

  2. admin May 29, 2015 at 6:44 pm - Reply

    Hi Philip,

    the emissivity to use with the beverage can would very much depend on its coating, color, pattern, etc. If your application involves measuring the same type of can repeatedly, then here’s what we suggest:

    – Take a can you want to measure, open it, and measure its content with a probe thermometer. Make sure the aluminum of the can had enough time to come to the same temperature as the inside of the can.
    – Take a temperature reading with the emissivity of the eT650D set to 0.95 (a good starting value.) Compare it against the temperature of your probe thermometer, which is what you’re trying to match.
    – Now, lower the emissivity setting on the eT650D and keep taking temperature readings until the temperature displayed by the infrared thermometer matches the one of the probe thermometer.
    – You now have the emissivity of your beer or soda can. Different brands may need a slightly different emissivity setting, and you may have to do this process again and keep a table handy. But you may find one value that works for a variety of cans.

    That’s the most accurate way to figure this out, especially if you’re doing this test at the temperature range you expect to measure.

    Hope that helps!

  3. w October 17, 2017 at 10:34 am - Reply

    Paint your can flat black

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