Pleasant Ways in ScienceProctor, Richard A. (Richard Anthony)
Science
Pleasant Ways in Science
Proctor, Richard A. (Richard Anthony)
Science
If a square plate of glass is held by a suitable clamp at its centre,
and the middle point of a side is touched while a bow is drawn across
the edge near a corner, the sand is seen to gather in the form of a
cross dividing the square into four equal squares—like a cross of St
George. If the finger touches a corner, and the bow is drawn across the
middle of a side, the sand forms a cross dividing the square along its
diagonals—like a cross of St Andrew. Touching two points equidistant
from two corners, and drawing the bow along the middle of the opposite
edge, we get the diagonal cross and also certain curved lines of
sand systematically placed in each of the four quarters into which
the diagonals divide the square. We also have, in this case, a far
shriller note from the vibrating plate. And so, by various changes in
the position of the points clamped by the finger and of the part of the
edge along which the bow is drawn, we can obtain innumerable varieties
of nodal lines and curves along which the sand gathers upon the surface
of the vibrating plate.
When we take a circular plate of glass, clamped at the middle, and
touching one part of its edge with the finger, draw the bow across a
point of the edge half a quadrant from the finger, we see the sand
arrange itself along two diameters intersecting at right angles. If the
bow is drawn at a point one-third a quadrant from the finger-clamped
point, we get a six-pointed star. If the bow is drawn at a point
a fourth of a quadrant from the finger-clamped point, we get an
eight-pointed star. And so we can get the sand to arrange itself into a
star of any even number of points; that is, we can get a star of four,
six, eight, ten, twelve, etc., points, but not of three, five, seven,
etc.
In these cases the centre of the plate or disc has been fixed. If,
instead, the plate or disc be fixed by a clip at the edge, or clamped
elsewhere than at the centre, we find the sand arranging itself into
other forms, in which the centre may or may not appear; that is, the
centre may or may not be nodal, according to circumstances.
A curious effect is produced if very fine powder be strewn along
with the sand over the plate. For it is found that the dust gathers,
not where the nodes or places of no vibration lie, but where the
motion is greatest. Faraday assigns as the cause of this peculiarity
the circumstance that “the light powder is entangled by the little
whirlwinds of air produced by the vibrations of the plate; it cannot
escape from the little cyclones, though the heavier sand particles are
readily driven through them; when, therefore, the motion ceases, the
light powder settles down in heaps at the places where the vibration
was a maximum.” In proof of this theory we have the fact that “in vacuo
no such effect is produced; all powders light and heavy move to the
nodal lines.” (Tyndall on “Sound.”)
Public-domain text, read in full here on John Shaqi.
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