It has been said that arches never sleep, that they are almost living in the way they adapt to change. Using case studies of Ely Cathedral in England and Chartres in France, the tracks on this album examine the way in which the design of arches developed in the early middle ages, and use mathematical models to explore some of the problems faced and overcome by the stone masons. This material makes up part of the course MST209, Mathematical methods and models.
Track 6: Vaults and Flying Butresses
John Trapp discusses the medieval building techniques which took into account the lines of thrust within an arch.
Using models, Professor Francis Evans explains how arches stay standing. John Trapp and Professor Jacques Heyman look at the arches at Ely Cathedral.
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The Arch
Professor Francis Evans uses a physical model to show the line of thrust in an arch, and how changes in force affects it's stability.
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Lines of Thrust
Professor Francis Evans shows why the pinnacles at Ely Cathedral are not just aesthetical, but how they balance out the forces within the structure.
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The Pinnacles
John Trapp and Professor Jacques Heyman look at how medieval engineers managed forces within the stonework at Ely cathedral to extend an outer wall.
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16th Century Extensions
Professor Francis Evans takes Hooke's theory of arches, and explains that the forces at work witin an arch are the same as those in domes.
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Forces in Masonry: Ely
The butresses at Chartres Cathedral are examined. Mathematic models describe how and why the top tier of butresses was added.
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Flying Butresses at Chartres
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