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Cα is assumed to be constant with time

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(1)

Comments on Rate-Dependent Behavior of Soils

­ Assumptions on the theory of consolidation and their possible solutions

i) kv(or kh) remains constant during consolidation.

Compression loading, decrease e and thus decrease k.

e ∝ log k (Ck (=e/logk) = constant)

⇒ if e-log σv' relationship and Ck are given, variation of k during consolidation can be considered. ( v

c k

= m )

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ii) av or mv remains constant during consolidation.

For virgin compression range, av (or mv ) decreases with increasing σv .

⇒ If mv = fv' ) is given, non-linear compressibility can be considered.

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­ No drained creep effect throughout the primary consolidation process.

In terms of void ratio, the rate of compression of a sublayer is expressed by

∫ ∫

∫  +

 

 +

=

p

p

t t

t vt

vt v

vs t

dt a dt

dt a a d

de

0

'

0

σ

assumed to be zero 0

vt v

vs v

v

dt a a d

t e dt

d e dt

de

v

+

 =

 

∂ + ∂

 

 

= ∂

' '

'

'

σ σ

σ

σ ---

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Comments on secondary compression settlements

t

p

H t e

S C log

1 +

0

=

α

1. Cα is assumed to be constant with time.

2. Cα Cc* is constant in both the compression and recompression ranges.

Table 16.1 Values of Cα /Cc* for Geotechnical Materials

Material Cα /Cc*

Granular soils including rockfill Shale and mudstone

Inorganic clays and silts Organic clays and silts Peat and muskeg

0.02 ± 0.01 0.03 ± 0.01 0.04 ± 0.01 0.05 ± 0.01 0.06 ± 0.01

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3. Cα is assumed to be not influenced by thickness of clay layer and magnitude of stress increment and to be a function of applied stress level and soil type.

4. tp for compression range > tp for recompression range.

Cα for compression range > Cα for recompression range.

→ Preloading provides significant effect on reducing secondary compression settlement and controlling consolidation behavior by decreasing both Cα and tp values after treatment, in addition to reduce primary consolidation settlement.

(6)

Influence of stress increment range, based on stress history.

dt du dt

dσv

′ =

From eq. ① in page 2-146

vs vt

a dt a de dt

du

=

Increase in either avs or avt slows dissipation.

In recompression range, avs is low. → dissipation rate is fast.

In compression range, avs is high. → dissipation rate is slow.

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Excess porewater pressure behavior for a pressure increment spanning the preconsolidation pressure

→ Test conditions

Free drain to the top, impermeable at the bottom.

Four piezometer at the quarter points in depth.

Apply the pressure increments form 28 to 55 kPa (recompression range) and from 110 to 152 kPa (spanning preconsolidation pressure).

Determine pore pressure of various points from top to bottom with time.

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→ The pressure increment from 28 to 55 kPa and initial part of the pressure increment from 110 to 152 kPa ; small avs ⇒ pore pressure dissipate rapidly.

→ But approaching σ'p for σv' from 110 to 152 kPa, avs abruptly increases and there is a dramatic reduction in the rate of pore pressure dissipation (No significant effect of reduction in permeability which is always gradual.)

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