Frozen soil is typically stronger then unfrozen soil or
ice, but it displays a time-dependent creep behaviour similar to ice.
The strength of frozen ground can be considered as consisting of the cohesion
of the ice matrix and frictional resistance of the soil particles. The
viscoplastic strength and deformation characteristics may be attributed
largely to the presence of the ice matrix and cementation bonds. However,
the composite behaviour of the frozen soil may not be a simple sum of
the structural components, and some complex interaction apparently exists
between the ice and the soil components.
The characteristic nature of creep behaviour is most easily appreciated
by considering a sample of ice-rich frozen soil to which is applied a
constant compressive stress, that due to an applied weight, for example.
The general form of the creep curve, plotted according to long-established
conventions, is shown in Figure 4. The designation of primary, secondary
and tertiary phases of creep is traditionally somewhat arbitrary. The
immediate response to the application of the stress is a strain, a shortening
of the sample. If the stress is not too great and is quickly removed,
the original length may be immediately restored.
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Such a
deformation is an elastic one. If the stress is
large enough and is applied for a considerable time, deformation continues,
but at a decreasing rate. Conventionally, all this is called primary
creep. After a period of perhaps hours, the deformation may assume
(B in Figure 4) a fairly steady rate for a considerable length of time.
If conditions (especially temperature) do not change, then after a certain
period (which could be day, weeks or much longer, depending on the applied
stress) the strain rate will again increase (acceleration, C in Figure 4)
leading inevitably to failure. The constant rate of strain is referred to
as secondary creep, and the following acceleration
stage as tertiary creep. |

4 - Classical creep curve
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