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Locator, distance & bearing

Compare Maidenhead grid centres on a map.

HB3YAQ · Ajdin HadzicLearning to take awayhttps://hb3yaq.ch/en/tools/locator
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THE CALCULATION

Formula & context

a = sin²(Δφ/2) + cosφ₁ cosφ₂ sin²(Δλ/2); d = 2R asin√a

Four- or six-character Maidenhead grids describe areas. The calculation uses their centres and a mean Earth radius of 6371.0088 km.

A worked example

JN47db and IO91wm are approximately 790 km apart. Plotted points are grid centres, not home addresses.

UNDERSTANDING THE MODEL

Assumptions & limits

Great circle on a sphere; bearing is initial. It describes neither terrain nor an actual radio path. Direction is undefined for identical or antipodal points.

Maidenhead locator, distance and directionUnderstand the reasoning →

From reading to experimenting

Locator, distance & bearing

JN47db and IO91wm are approximately 790 km apart. Plotted points are grid centres, not home addresses.

Open example with starting values →JN47db → IO91wmBack to the learning article →

Then change exactly one value. Compare the result and use the formula to explain why it changes. The model limits below the calculator also apply here.

Sources & further documentation