While a good geometric camera calibration procedure will give you accurate results, it can be hard to quickly estimate the field of view (FOV) of smartglasses displays and cameras while in the field. So here is a simple (if a little dirty) way to give you an approximate estimation:

  1. Hold your arm straight in front of you
  2. Spread your fingers as far as possible, especially your thumb and little finger
  3. Congratulations! The tips of these two fingers are now roughly 20 degrees apart.

Arm and hand measurements

You could also use the width of your fist which is roughly 10 degrees but it won’t be very practical unless you’re testing old smartglasses with narrow field of view.

This approximation is well known from astronomers and holds well across ages  and body sizes because a longer arm is roughly compensated by a larger hand. However, the angle can vary from 15 to 25 degrees depending on the source. Therefore, I recommend that you obtain a more accurate measurement for yourself by using this simple formula:

angle = atan(0.5 * H / D) * 360 / π

where H is the distance between the extremities of your thumb and little finger and D is the distance between your face and your hand (the length of your arm). For me the ‘magic’ angle is 17.5 degrees.

I took the image above with my phone which is (of course!) precisely calibrated: its horizontal field of view is 63 degrees. Using our quick and dirty technique we can see in the picture below that my hand fits the frame about 4 times (minus 1/4 for the last copy):

Arm and hand measurements

We can conclude that the horizontal FOV is about (4 – ¼) * 17.5 = 66 degrees. Pretty close to the calibrated value of 63! This also works with non transparent displays like the ones found on many monocular glasses (Vuzix, Iristick, Realwear,…). For example the display of the Realwear HMT1 is almost exactly one ‘hand’ for me, hence a field of view of 17.5 degrees. Did I just use ‘hand’ as an angular unit? 🙂 The same measurement on the Iristick G2 gives us  two thirds of a hand, or 12 degrees.

Here’s a composite image of the idea with an active display area (in light blue) that is 1 ⅓ times the width of my hand, and thus about 23 degrees wide:

FOV estimation for smartglasses

We can also work on a real life example. It’s quite difficult to get a meaningful ‘screenshot’ through AR glasses so the quality is not stellar. Still we can use what we’ve learned to estimate the field of view of my good old BT-350:

BT-300 field of view estimation

We would need about  1 + ¼ times my hand to cover the field of view of the display, hence 1.25 * 17.5 = 22 degrees. The official specs from Epson say 23 degrees of diagonal FOV, which at 16:9 means about 20 degrees of horizontal FOV. Thus a 2 degrees (10%) difference which can be easily attributed to the strange setup required to take this kind of picture. You can try for yourself to put your hand in front of you as explained here and you will quickly see how restrictive this FOV is for augmented reality…

We have found this simple approach to be very effective when discussing smartglasses options with our customers as it allows them to quickly understand why the field of view is one of the most critical optical characteristics of glasses (together with the eye box, maybe a good subject for another post…)

Have you encountered challenges in explaining technical concepts related to smartglasses? We’d love to hear your thoughts and experiences!

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Damien, Augumenta Head of RDDamien Douxchamps, Co-Founder