Geophysical flows, such as rock avalanches, debris flows and floods, are among the
most destructive natural hazards, causing great fatalities and serious damage to key
infrastructure worldwide every year. Commonly used mitigation measures include rigid
and flexible resisting structures. When subjected to the impact of a geophysical flow,
the resisting structure may interact complicatedly with the incoming flow and cause
flow deceleration and redirection, force transmission, and energy dissipation. These
processes are challenging for physical and numerical analysis, but are critical for
understanding their physical mechanisms. This thesis presents a unified numerical
framework based on coupled Computational Fluid Dynamics and Discrete Element
Method (CFD/DEM) to examine key issues on the interactions between a spectrum of
geophysical flows and rigid and flexible resisting structures, in attempting to improve
the fundamental understanding of the impact mechanisms and provide useful references
for practical designs. Major new findings of this thesis are summarized as follows:
(i) When a multiphase geophysical flow hits a wall-like rigid obstacle, a metastable
jammed zone called the Hydrodynamic Dead Zone (HDZ) may form whose
characteristics are intriguingly complex but bear crucial scientific and engineering
significance. The particle-liquid mixture impacting onto a rigid obstacle is modeled
to quantitatively examine the progressive formation of HDZ. A modified granular
temperature T
s accounting for the influences of inherent polydispersity and both
translational and rotational motions of granular particles in geophysical flows is
proposed to identify the distinctive features in the zonation of the HDZ. A
conceptual source-sink model is further established to interpret the energy
dissipation process in the unjammed-jammed transition in the HDZ, where the T
s
serves as a function of either time or distance. Structural signatures of the time-dependent
HDZ in the transition of the debris-structure interactions during the
whole impact process and three key regimes, impact-up, roll-up, and heap-up in the
flowing layer, are identified. These findings help us gain insights into the
unjammed-jammed transitions and the underlying physics of the HDZ.
(ii) Two mechanisms, runup and pile-up, govern the impact behavior of geophysical
flows against flexible barriers. Understanding of the two mechanisms helps for
analyzing the debris-structure interactions, deriving adaptive analytical models, and
guiding engineering designs. A total of 70 numerical tests of geophysical flows with
varying fluid rheologies, pre-impact velocities (v
0= 1 m/s ~ 16 m/s),
solid volume
concentrations (ε
s= 0.1 ~ 1) and Froude-numbers (N
Fr= 0.43 ~ 6.89) have been
conducted to examine the dynamics of flow-barrier interactions, regime
quantification, impact load distribution and momentum reduction. Transitions between runup and pile-up mechanisms have been systematically identified by the
peak-static load ratio δ and the momentum reduction ratio ζ for seven typical
geophysical flows against a flexible barrier. Two transition diagrams are plotted to
demonstrate the effects of ε
s, fluid rheology and N
Fr on the transition. A transit regime (0.5 < N
Fr <3.5, 0.45 < ζ < 0.55) is further defined by comparing the difference between the two criteria.
(iii)A ring net flexible barrier system consisting of ring elements, brake elements and
supporting cables has been modeled considering the sliding behavior between
interlocking rings and the ring-cable. Systematic tests of granular debris flow with
varying flow/barrier height ratios h
0 / H
B and Froude numbers N
Fr have been
conducted to examine their effects on the dynamics of the flow-barrier interactions,
the evolutions of the load distribution and transmission, and the deflections and
load-attenuation mechanism of the barrier. Numerical results have reasonably
captured both experimental and field observations on the key debris-structure
interactions, the build-up of the HDZ, the unique deformed-shape of the double-bulges
of a barrier, and the rectangular deformed patterns of rings. The ratio h
0 / H
B
is found strongly and positively correlated with the maximum values of the tensile
forces sustained in cables, impact loads acting on the barrier, and the inflection and
peak values of barrier deflections. The effect of the ratio h
0 / H
B appears to be more
dominant than the N
Fr of flows under certain circumstances. A diagram is presented
to show the relationships between the barrier deflection, impact load, and equivalent
barrier stiffness, reveling the load-attenuation mechanism of the barrier.
(iv) To validate and calibrate key models and parameters for the modeling of the debris
flow over a full-scale terrain with Erodible Beds (EBs), five groups of testing
simulations, slurry, dry, mixture, dry with EBs and mixture with EBs, have been
performed. Based on the back-analysis of the Yu Tung Road (YTR) debris flow
event, the numerical results have been presented and compared to previous
numerical studies and historical data in terms of the evolutions of the flow shapes
and mobilities. The complicated four-way interactions among the terrain, erodible
beds, slurry and boulders in a debris flow have been physically handled by the
presented method. A criterion for estimating the reasonable ranges of key bond
parameters has been proposed on the incipient motions of erodible particles. It is
found that pure DEM simulations may experience difficulties in reproducing key
features of debris flow over natural terrains while the slurry and mixture tests after
calibrations can well match the historical data. Consideration of entrainment may
help enhance the mobility of a mixture flow but impede the kinetics of a dry flow.
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