Practical Boat Owner

Travel time made simple

David Roulston’s ‘Screw-Gap’ device can help you estimate time of arrival

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When sailing on my Peter Duck ketch on the South Coast, or across the Channel, I often want to know how long it will take before we reach the same point as a ship heading towards us, or estimate the time to a significan­t stationary object without recourse to determinin­g our position on the chart.

I realised that a simple screw set in a three-edge device would solve this problem.

The dimensions of the wood structure that I created are 3cm x 3cm x 5cm but could be larger.

I used a standard 6mm diameter bolt size with a 1mm thread held in a nut embedded with Araldite to one surface.

The other inside surface is at a distance slightly exceeding 20mm.

I created a dial on a word processor (but it could be carefully drawn), then marked in numbers 0 to 9. I glued and varnished the dial to the top surface. Each complete turn of the screw correspond­s to 1mm (the thread size), therefore each notch on the dial is 0.1mm.

The knob with the pointer was a standard electronic control switch.

How to use it

Hold the device at arm’s length and adjust the screw to line up the distant object as precisely as possible between the flat surface at the bottom and the base of the screw. Measure the gap by noting the dial value (eg 3), which is tenths of a millimetre. Then count the number of full rotations (eg 7) until the gap is closed. In this example G = 7.3 mm.

To estimate your time of arrival or intersecti­on, carry out step one, above, and note the time (time A). Then turn the screw anticlockw­ise to set the gap to twice this value (in millimetre­s: eg 14.6mm). Observe the object with the device still at arm’s length until the object fills this new gap. Note the time (time B). At constant speed, the

time difference will be the same as the time remaining before reaching the object. In other words if the difference between time A and time B was 20 minutes, you have 20 minutes until arrival or intersecti­on.

This simple gadget is small enough for the helm to carry in a jacket pocket and may help to inform appropriat­e course and/or speed alteration­s.

Further uses

This screw-gap device can also be used to measure the thickness of ropes or wood or metal sheet before ordering replacemen­ts. The device gives accuracy to better than 0.1mm. The device can also be used to estimate angles subtended by distant objects, eg lighthouse­s. Held at a distance L from the eye of the user, the angle in degrees subtended is equal to (G/L)x 57.3. If the screw is held at a typical arm’s length of 570mm, a screw gap G of 10mm is approximat­ely a subtended angle of 1°, or about 2° when held against an elbow. The angle range can be increased from 2° to 10° (at arm’s length) by bolting on a strip of wood with pins at exactly 20 mm intervals extending above or below the zero gap surface, as illustrate­d below.

 ??  ?? The length of time it takes for a distant object to double in size (providing speed and course remains unchanged) equates to the time left until arrival or intersecti­on
The length of time it takes for a distant object to double in size (providing speed and course remains unchanged) equates to the time left until arrival or intersecti­on
 ??  ?? LEFT Squinting through this adjustable aperture at arm’s length It should be possible to estimate time of arrival or intersecti­on quite accurately
INSET Viewed from above, each number on the dial represents 0.1mm and a full turn is 1mm
LEFT Squinting through this adjustable aperture at arm’s length It should be possible to estimate time of arrival or intersecti­on quite accurately INSET Viewed from above, each number on the dial represents 0.1mm and a full turn is 1mm
 ??  ?? For measuring subtended angles up to 10° at arm’s length
For measuring subtended angles up to 10° at arm’s length

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