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Mark Lennox-Boyd


The author describes "La Meridiana," a house in Italy designed with a sundial as its stair tower. This indoor sundial uses projections and reflections onto north, west, and east walls, and the ceiling, to show time and date. The article highlights the mathematics, design, and extensive calibration process.
Construction Projects, How Sundials Work, Mathematics of Dialling, Sundial Design & Layout

Describes the design and construction of a modern wall-mounted sundial using traditional techniques for the National Museums of Scotland.
Dials: Vertical, Sundial Design & Layout

This article describes a millennium project involving the construction of a tower, 'La Meridiana', near Rome, to house a series of internal sundials. The author designed 10 dials for the walls and ceiling, read by sunlight projected through openings or reflected by a mirror. An experimental dial at his family house achieved accuracy within 10 seconds. The project aims to demonstrate precise time and date measurement, zodiac, altitude, and azimuth, using novel methods for declination, horizon, and meridian establishment.
Construction Projects, Dials: Reflected, Dials: Unusual, Sundial Design & Layout

This article describes the Holker Dial, a large shallow bowl sundial made of Burlington slate, sited at Holker Hall. Designed by Mark Lennox-Boyd, it is a projection of Berossos' hemispherium onto a shallow bowl, marked with 15-minute divisions, zodiacal signs, and a combined table for correcting for longitude offset and Equation of Time. The article details the challenging production process by Burlington Slate, involving computer-calculated polar coordinates for engraving and the moving of massive stone objects.
Construction Projects, Dials: Hemispherical, Dials: Scaphe, Mathematics of Dialling, Sundial Design & Layout

Mark Lennox-Boyd presents a trigonometric proof for the correctness of the equations for laying out an analemmatic dial, aiming to clarify Rene Rohr's complex explanations. Using a diagram relating equatorial, horizontal, and analemmatic dials, he derives three key formulae: one defining the elliptical shape of the dial, and two describing the vertical gnomon's displacement and the hour points angles. The diagram simultaneously provides a proof for the horizontal dial.
Dials: Analemmatic, Mathematics of Dialling