pdf, 12 MiB - Infoscience - EPFL
pdf, 12 MiB - Infoscience - EPFL
pdf, 12 MiB - Infoscience - EPFL
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
Chapter 6 - Analysis of the test results<br />
6.5 Analysis of the grain sorting of the armoring layer<br />
As described in paragraph 4.4.6 e), sediment samples were taken at the end of each test at the two<br />
scour locations. The grain size distributions of the armoring layer after the tests are given in<br />
Appendix 9 (see also Table 6.5). It can easily be seen on Figure 6.20 that by using a wide grain size<br />
distribution, as observed in natural rivers, a significant transversal grain sorting process occurs.<br />
The coarse grains are left or deposited along the outer wall in the scour hole, whereas the fine<br />
sediments are moved towards the inner side forming a point bar. An armoring layer is formed by<br />
the coarse grains in the scour holes, which limits their maximum depth (see also SCHLEISS &<br />
HERSBERGER, 2001).<br />
Computing the grain size distribution of the armoring layer based on the initial grain size distribution<br />
(GESSLER, 1965, 1970, 1990), the following result is obtained (Figure 6.19). It can be seen that<br />
the predicted order of magnitude fits quite well with the armoring of the second scour. The conditions<br />
in the first scour do not seem to be exactly the same, leading to a more uniform armoring<br />
layer. This method allows to get an estimation of the order of magnitude of the mean diameter,<br />
but the shape of the grain size distribution of the armoring layer in a bend is not easily predicted.<br />
The mean diameter of the predicted armoring layer is of 11.5 mm, which is too fine compared to<br />
the measured one (15.6 and 15.8 for the upstream scour and 17.3 for the downstream scour).<br />
100%<br />
Grain size distribution of the armoring layer<br />
80%<br />
Cumulative weight [%]<br />
60%<br />
40%<br />
20%<br />
Initial grain size distribution<br />
Computed armoring<br />
+ standard deviation<br />
- standard deviation<br />
Measured armoring: Jf = 0.50%, Q=2<strong>12</strong> l/s, upstream<br />
Measured armoring: Jf = 0.50%, Q=210 l/s, upstream<br />
Measured armoring: Jf = 0.50%, Q=210 l/s, downstream<br />
0%<br />
0 5 10 15 20 25 30 35 40 45 50<br />
Sieve openings [mm]<br />
Figure 6.19: Comparison of predicted and computed armoring layer (computed with Gessler, 1965, 1670, 1990)<br />
The width of the grain size distribution σ of the final armoring layer is reduced and we find an<br />
almost uniform grain size on the point bar and in the scour hole (see Appendix 9 for the plots).<br />
The grain sorting process is somewhat more significant in the region of the first, upstream scour<br />
hole, which leads to coarser sediment at the outer bank and finer grains on the depositions<br />
(Figure 6.20).<br />
page 134 / November 9, 2002<br />
Wall roughness effects on flow and scouring