particle size characteristics (dn)
(Also Hazen’s characteristics, after Allan Hazen, 1868-1930) Used in particle
size analyses and grading: stated as the maximum particle size of a specified
percentage (smallest) of the total content of a soil graded by mass.
d10 = maximum size of the smallest 10% of the particle content (also
referred to as effective size)
d60 = maximum size of the smallest 60% of the particle content
(After Blaise Pascal, 1623-62) The derived SI unit of pressure or stress equal
to 1 newton per square metre:
1 Pa = 1 N/m²
1 kPa = 1000 Pa
passive earth pressure (shp, s'hp)
The maximum horizontal stress exerted by a mass of soil on a retaining surface as the surface moves toward the soil.
The maximum shear strength of a soil at a given normal effective stress and water content; this occurs at relatively small strains.
The property which allows the flow of water through a soil.
See also coefficient of permeability.
A measure of soil suction: pF = log10
(suction head in cm),
[Range for soils is pF = 0 to 7]
A measure of acidity or alkalinity of groundwater or soil water extract based
on the hydrogen ion content:
pH = -log10(hydrogen ion content)
pH < 7.0 indicates acidity.
pH > 7.0 indicates alkalinity.
An instrument used to measure in situ pore pressures; may be an open standpipe or an enclosed electronic pressure transducer.
An imaginary surface corresponding to the hydrostatic water level of a confined body of groundwater; the notional level to which artesian pressure would raise water in a (real or imaginary) standpipe.
The distance from centre to centre of piles in a group.
A two-dimensional stress state, where the out-of-plane strain (i.e. the strain normal to the plane being considered, ez ) is zero. An example of a plane strain situation would be on a cross-section through a long structure being loaded in the x-y plane, such as an embankment dam.
The flow or distortion resulting in a permanent and irrecoverable change in shape or volume.
(Also PL) The moisture content above which a soil will have a plastic consistency, but below which it crumbles.
Deformation or strain that is not recovered upon unloading.
1. The property of a soil (or other material) which allows it to deform continuously.
2. Plasticity theory is used to calculate plastic (irreversible) deformations.
(Also PI) The difference between the liquid limit and plastic limit.
Ip = wL - wP
The pressure of air in a partially saturated soil; not necessarily the same as pore water pressure due to the surface tension on air-water interfaces within the voids.
The pressure exerted by the fluid within the pores or voids in a porous material; in saturated soil the pore pressure is the pore water pressure.
The ratio of the change in pore pressure to the change in deviator stress, e.g. in an undrained triaxial test; the value of A varies with strain and the overconsolidation ratio.
The ratio of the change in pore pressure to the change in isotropic stress
in undrained loading.
For saturated soils, B = 1.
The resultant force due to pore pressure acting on a given area.
At a given point in a body of soil, the ratio of the porewater pressure to the
vertical overburden pressure.
(See also pore pressure) In partially saturated soils the pressure exerted by the water in the voids may not be the same as the pore air pressure, due to the surface tension on air-water interfaces.
The ratio of void volume to total volume:
n = Vv / V
where
Vv = volume of voids
V = total volume
A function introduced in the solution of the Laplace equations defining two-dimensional seepage flow. (See also stream function.)
(Also head) The height of a column of water required to develop a given pressure
u at a given point.
hw = u / gw
See also total head
pressure in tension crack (pw)
The horizontal pressure exerted in a slope or against a retaining wall due to hydrostatic water pressure in tension cracks.
A set of orthogonal axes perpendicular to which the shear stresses and shear strains are zero and normal stresses and strains are referred to as principal stresses and principal strains.
principal strains (e1, e2, e3)
The strains occurring in the directions of the principal axes of strain. Note: the principal axes of stress and strain may not coincide.
principal stresses (s1, s2, s3)
Normal stresses acting in the direction of principal axes of stress. Note: the principal axes of stress and strain may not coincide.