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03/12/2017

Tha Ruairidh MacIllEathain air ais le Litir Bheag na seachdain 'sa. Seo Litir 脿ireamh 655.

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Sun 3 Dec 2017 10:30

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An Litir Bheag 655

Dh矛rich mi S矛th Chailleann as t-samhradh am-bliadhna. Tha a鈥� bheinn 脿rd ainmeil sin ann an teis-meadhan na h-Alba ann an Siorrachd Pheairt. Bha i aig cridhe deuchainn saidheansail anns an ochdamh linn deug. Tha mi airson innse dhuibh mu dheidhinn na deuchainne.

听听听听听听听听听听听 Chuir an Reultair R矛oghail, Nevil Maskelyne, seachad seachd seachdainean deug a鈥� fuireach ann am bothan air a鈥� bheinn. Bha e ann airson cuideam an t-saoghail a thomhas. Cha robh fios aig an 脿m sin an robh an Talamh falamh sa mheadhan no l脿n rudeigin.

听听听听听听听听听听听 Bha Maskelyne ag iarraidh beinn a lorg a bha furasta gu le貌r a thomhas a thaobh a meud-l矛onaidh. Bha e a鈥� dol a thomhas d猫 a鈥� bhloigh dhen t-saoghal a bha a鈥� bheinn a鈥� riochdachadh. Bhiodh e an uair sin a鈥� tomhas cuideam na beinne a r猫ir a h-iom-tharraing, no gravity. 脌s a sin, gheibheadh e cuideam na cruinne gu l猫ir.

听

听听听听听听听听听听听 B鈥� e a鈥� chiad rud beinn fhreagarrach a lorg. Chuir an Comann R矛oghail fear Te脿rlach Mason gu ruige G脿idhealtachd na h-Alba. Lorg e S矛th Chailleann.

听听听听听听听听听听听 Cha robh e furasta do Nevil Maskelyne faighinn ann. Bha na rathaidean truagh agus cha robh rathaidean-iarainn ann. Chaidh Maskelyne ann air soitheach-mara gu ruige Peairt. R脿inig e a鈥� bheinn air an latha mu dheireadh dhen 脪gmhios, seachd ceud deug, seachdad 始s a ceithir (1774). Thug e obair do mhuinntir an 脿ite. Thog iad d脿 ionad-deuchainne air a鈥� bheinn.

听听听听听听听听听听听 Chleachd e na rionnagan airson a bhith a鈥� tomhas f矛or-dh矛reachdas no 鈥�true vertical鈥�. Chuir e crochadain an s脿s agus rinn e tomhas air tarraing na beinne orra don taobh. 脌s a sin, fhuair e d霉mhlachd na beinne. An uair sin thomhais e meud-l矛onaidh na beinne airson a cuideam fhaighinn.

听听听听听听听听听听听 Fhuair e taic ann an sin bho fhear-matamataig, Te脿rlach Hutton. Chuir Hutton roimhe gur e an d貌igh as fhe脿rr airson tomhas-l矛onaidh a dh猫anamh air S矛th Chailleann a bhith a鈥� roinneadh na beinne ann an sliseagan c貌mhnard. Airson sin, chruthaich e loidhnichean co-脿irde no contour lines. B鈥� e sin a鈥� chiad turas a chleachd daoine loidhnichean co-脿irde airson mapa a dh猫anamh de bheinn. C脿ite am biodh ar mapaichean 脿s aonais na leithid an-diugh?!听

The Little Letter 655

I ascended Schiehallion in the summer this year. That famous high mountain is in the dead centre of Scotland in Perthshire. It was at the heart of a scientific experiment in the eighteenth century. I want to tell you about the experiment.

听听听听听听听 The Astronomer Royal, Nevil Maskelyne, spent seventeen weeks living in a bothy on the mountain. He was there to measure the mass of the world. It wasn鈥檛 known at that time if the Earth was hollow in the middle or full of something.

听听听听听听听 Maskelyne was wanting to find a mountain whose volume was easy enough to measure. He was going to measure what fraction of the earth the mountain was representing. He would then measure the weight of the mountain according to its gravitational pull. From that, he would get the weight of the entire Earth.

听听听听听听听 The first thing was to find a suitable mountain. The Royal Society sent Charles Mason to the Highlands of Scotland. He found Schiehallion.

听听听听听听听 It wasn鈥檛 easy for Nevil Maskelyne to get there. The roads were poor and there were no railway lines. Maskelyne travelled by sea to Perth. He reached the mountain on the last day of June 1774. He gave work to the local people. They built two experimental stations on the mountain.

听听听听听听听 He used the stars to measure the true vertical. He used pendulums and he measured the sideways gravitational pull of the mountain. From that, he obtained the density of the mountain. Then he measured the volume of the mountain to get its weight.

听听听听听听听 He obtained assistance in that from the mathematician, Charles Hutton. Hutton decided that the best way to measure the volume of Schiehallion was to divide the mountain into horizontal slices. For that, he created lines of equal altitude, contour lines. That was the first time that people [had] used contour lines to map a mountain. Where would our maps be without such things today?!

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