Acacia 15,467 4,840 4,436
Fir 15,218 4,382 2,572
Beech 10,965 6,028 4,643
Oak 12,622 5,036 4,229
Pine 10,900 4,611 2,605
Elm 13,516 4,665 3,324
Sycamore 14,639 4,916 3,728
Ash 15,314 4,567 4,142
Alder 15,306 4,491 3,423
Aspen 16,677 5,297 2,987
Maple 13,472 5,047 3,401
Poplar 14,050 4,600 3,444
Separating a cube from the bark-wood of a good-sized tree, where the
rings for a short distance may be regarded as straight: then, if A R,
Fig. 14, be the section of the tree, the velocity of the sound in the
direction _m n_, through such a cube, is greater than in the direction
_a b_.
[Illustration: FIG. 14.]
The foregoing table strikingly illustrates the influence of molecular
structure. The great majority of crystals show differences of the same
kind. Such bodies, for the most part, have their molecules arranged
in different degrees of proximity in different directions, and where
this occurs there are sure to be differences in the transmission and
manifestation of heat, light, electricity, magnetism, and sound.
§ 14. _Hooke’s Anticipation of the Stethoscope_
I will conclude this lecture on the transmission of sound through
gases, liquids, and solids, by a quaint and beautiful extract from
the writings of that admirable thinker, Dr. Robert Hooke. It will be
noticed that the philosophy of the stethoscope is enunciated in the
following passage, and another could hardly be found which illustrates
so well that action of the scientific imagination which, in all great
investigators, is the precursor and associate of experiment:
Public-domain text, read in full here on John Shaqi.
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