Nonlinear Finite Element Analysis of Concrete Structures
Nonlinear Finite Element Analysis of Concrete Structures
Nonlinear Finite Element Analysis of Concrete Structures
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secant value <strong>of</strong> Poisson's ratio at failure,<br />
eqs. (2.2-7) and (2.2-8);<br />
secant value <strong>of</strong> Poisson's ratio, eq. (2.2-7);<br />
stress invariant, see fig. 2.1-la);<br />
stress invariant, see fig. 2.1-1;<br />
stress, tensile is positive;<br />
principal stresses, a, _> o ? _> a v<br />
uniaxial compressive strength (a<br />
equivalent stress, eq. (3-1);<br />
radial stress, eq. (4.2-8);<br />
uniaxial tensile strength (a. > o);<br />
vertical stress, eq. (4.2-8);<br />
initial stress, eq. (3-19);<br />
tangential stress, eq. (4.2-8);<br />
> o);<br />
stress in the R'-direction, see fig. 4.3-2;<br />
circumferential stress, section 4.3.1;<br />
biaxial compressive strength (a , > o);<br />
stress tensor;<br />
initial principal stress, eq. (3-11);<br />
initial principal stress, eq. (3-11);<br />
stress tenser in an element, eq. (4.1-28);<br />
initial stress tensor, eq. (4.1-3);<br />
initial stress tensor in an element, eq.<br />
(4.1-28);<br />
stress vector, eq. (4.2-8);<br />
initial stress vector, eq. (4.3-24);<br />
stress vector in the local coordinate system,<br />
fig. 4.2-3;<br />
stress vector for a bar element. This vactor is<br />
related to local coordinates, eq. (4.3-6);