The Quarterly Journal of Science, Literature and the Arts, July-December, 1827 — John Shaqi
The Quarterly Journal of Science, Literature and the Arts, July-December, 1827Various
Science
The Quarterly Journal of Science, Literature and the Arts, July-December, 1827
Various
Arts -- Periodicals; Science -- Periodicals; Technology -- Periodicals
To follow up the principle by regular steps, and to open a clear
view of the laws of beauty in lines, there were traced some inclined
right lines (_Fig._ 5), with a regular set of right angles upon it,
like the stems of leaves on each side. This exhibited no sort of
beauty, nor any other advantage than mere combinations of formal
angles. The next diagram (_Fig._ 6) was an inclined line as before,
with similar angular projecting stems, to which were added elliptic
curves on the upper side of each branch, that produced the form of a
leaf. _Fig._ 7 was another inclined line, having oval curves upon it.
Both these were shown to possess principles approaching to beauty, by
progressive advances in combination and original structure. _Fig._ 8
was an inclined line with the oval curves upon it; to which a similar
addition of elliptic curves were adjoined to the stems, [p004] as in
_Fig._ 6. This addition made a new advance towards beauty. _Fig._
9 commenced a more perfect principle of beauty, having an elliptic
stem with oval branches rising from it, as in the others. If to this,
the principle of gradation had been given, the eye would prefer it;
I mean, by a scale of increase from the top to the bottom of the
projecting stems: and if there had been superadded the external
contour of a lengthened egg, like the form of a sage leaf, we should,
step by step, advance into the region of beautiful character of
exterior shape. _Fig._ 10 is a retrograde, showing how uncongenial
angular forms are to curved lines, when producing ornament; at
least how little our eye can bear the angular projections from the
elliptic or oval turned stem. _Fig._ 11 was a curve of exactly the
same disk, with the same oval stems, to which a small serpentine
addition was made, expressing a leaf. Of all the last seven diagrams,
this abounded with the greatest portion of beautiful lines, and is
indisputably the most agreeable and beautiful. Combinations are like
numericals; many of these forms, placed together with judgment and
discretion, will attract us from the larger proportion of beauty
that meets the eye at once, like a head of beautiful hair: one hair,
however gracefully bent, cannot impress us like an entire lock of
the hair; nor will this [p005] curl charm us as the whole will on
the human head. We owe to construction and combination all our
pleasurable feelings of beauty: no person is allured by a single
feature of any species of objects: but a thousand, or a million,
arouses our anxious notice. Thus, the last diagram of the elliptic
stem and the foliage upon it, exhibited, by the continuity of curved
lines, the greatest approach to beauty, of all the figures presented
to the notice of the audience.
[Illustration: _Fig._ 9.]
[Illustration: _Fig._ 10.]
[Illustration: _Fig._ 11.]
[Illustration: _Fig._ 12.]
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