Shearin's Nae for You, The
DESCRIPTION: The girl is urged to "tak the ribbons fae yer hair" or the "flounces frae yer gown," because her "belly's roarin' fu'." She blames the young man (soldier?) for seducing her. He urges her to mind her baby. Other mutual accusations may follow
EARLIEST DATE: 1906 (Grieg collection)
KEYWORDS: sex seduction childbirth soldier dialog accusation abandonment clothes
FOUND IN: Britain(Scotland(Aber))
REFERENCES (3 citations):
Greig/Duncan7 1486, "The Shearin's Nae for You" (3 texts, 1 tune)
Porter/Gower-Jeannie-Robertson-EmergentSingerTransformativeVoice #37, pp. 179, "Tak' the Buckles Frae You Sheen" (1 text, 1 tune)
DT, SHEARNAE* SHEARNA2*
cf. "Alford Vale" (tune)
cf. "Kelvingrove" (tune)
cf. "O Tell Me Will Ye Go" (tune)
cf. "Dearest Lassie O!" (tune)
Bonnie Lassie O
NOTES [255 words]: This song supplies the melody for a poem by Thomas Lyle, "Kelvingrove" or "Kelvin Grove," which apparently is sung in the Scottish schools despite being utterly disdained by folksingers. (According to Jon W. Finson, The Voices That Are Gone: Themes in Nineteenth-Century American Popular Song, Oxford University Press, 1994, p. 281, there are also Kelvingrove variants by John Sims and by Charles Edward Horn).
Lest we be too nasty about Kelvin Grove, we note that the Kelvin Stream (a small river near Glasgow) lent its name to William Thomson, who would in time become Baron Kelvin of Largs (commonly called Lord Kelvin). The Kelvin temperature scale of course is named after him.
And well deserved, because -- while Kelvin did not invent thermodynamics (depending on how you look at things, either Sadi Carnot or James Joule did that), he expanded on Joule's work and made it a part of the standard physics. Which is extremely important, since thermodynamics is pretty much the basis of all of physics (e.g. the inverse square law governing gravity and electromagnetism follows from the first law of thermodynamics -- think of a source giving off a pulse of gravity waves, which expand along the surface of the sphere. Since the total energy must be constant, and the surface area of a sphere increases according to the square of the radius, the potential must decrease with the square of the radius.)
So, anyway, though Kelvingrove the poem is unmemorable, Kelvin the place has a noble niche in the history of science. - RBW
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