When the elastic modulus of wood, composed of earlywood and latewood w
ith different specific gravities and elastic moduli, is estimated non-
destructively from sound velocity by the ultrasonic propagation method
, it is important to make clear the effect of the layer structure of t
he earlywood and latewood on the sound velocity. The sound velocities
of specimens laminated parallel or in series to wood with different so
und velocities (three structural direction; longitudinal, tangential,
and radial directions and species) were determined. The species used w
ere sugi (Cryptomeria japonica D. Don) and karamatsu (Larix leptolepis
Gord) for softwood, kumashide (Carpinus japonica Blume) for diffuse-p
orous hardwood, yachidamo (Fraxinus mandshurica Rupr. var. japonica Ma
xim.), and mizunara (Quercus mangolica Fisch var, grosseserrata Rehd.
and Wils.) for ring-porous hardwood. Results were obtained as follows:
(1) The actual propagation time of specimens in series was equal to t
he sum of the propagation time computed for each element. (2) When the
actual sound velocity was compared those computed from Equations (3)
or (8) in series, both almost coincided, but it were influenced by the
length ratio of each element in part. (3) The actual sound velocities
of specimens in parallel remarkably were dependent on the element wit
h the high level of sound velocity. (4) The actual sound velocity of a
specimen in parallel was decreased with the decrement of the width ra
tio of the element with a large sound velocity, as was the tendency of
sound velocity computed by Equation (17). The degree of decrement in
actual sound velocity was less than that of the computed one. (5) Gene
rally it was expected that the sound velocity in the radial direction
was applied to the estimation of elastic moduli in different structura
l directions by means of sound velocity (ultrasonic propagation method
).