CastFuse Material: Difference between revisions
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| P = Pp/cos(2*d/L), in which Pp is the yield strength of the CSF-brace and is given by the following expresssion | | P = Pp/cos(2*d/L), in which Pp is the yield strength of the CSF-brace and is given by the following expresssion | ||
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| Pp = n*b< | | Pp = n*b<sub>o</sub>*h<sup>2</sup>*f<sub>y</sub>/4L | ||
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'''Examples:''' | '''Examples:''' | ||
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Revision as of 18:23, 25 June 2011
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This command is used to construct a CastFuse uniaxial material. The CastFuse material simulates the hysteretic response a cast yielding fuse (CSF) for concentrically braced frames. The details of the CSF-braces are discussed in Gray et al. [1].
uniaxialMaterial Cast $matTag $n $bo $h $fy $E $L $b $Ro $cR1 $cR2 <$a1 $a2 $a3 $a4> |
$matTag | integer tag identifying material |
$n | Number of yield fingers of the CSF-brace |
$bo | Width of an individual yielding finger at its base of the CSF-brace |
$h | Thickness of an individual yielding finger |
$fy | Yield strength of the steel material of the yielding finger |
$E | Modulus of elasticity of the steel material of the yielding finger |
$L | Height of an individual yielding finger |
$b | Strain hardening ratio |
$Ro | Parameter that controls the Bauschinger effect. Recommended Values $Ro=between 10 to 30 |
$cR1 | Parameter that controls the Bauschinger effect. Recommended Value $cR1=0.925 |
$cR2 | Parameter that controls the Bauschinger effect. Recommended Value $cR2=0.150 |
$a1 | isotropic hardening parameter, increase of compression yield envelope as proportion of yield strength after a plastic strain of $a2*($Pp/Kp). |
$a2 | isotropic hardening parameter (see explanation under $a1). (optional default = 1.0). |
$a3 | isotropic hardening parameter, increase of tension yield envelope as proportion of yield strength after a plastic strain of $a4*($Pp/Kp). |
$a4 | isotropic hardening parameter (see explanation under $a3). (optional default = 1.0) |
Gray et al. [1] showed that the monotonic backbone curve of a CSF-brace with known properties (n, bo, h, L, fy, E) after yielding can be expressed as a close-form solution that is given by, |
P = Pp/cos(2*d/L), in which Pp is the yield strength of the CSF-brace and is given by the following expresssion |
Pp = n*bo*h2*fy/4L |
Examples:
References:
[1] | Gray, M.G., Christopoulos, C., Packer, J.A., (2010), "Cast Steel Yielding Fuse for Concentrically Braced Frames," Proceedings of the 9th U.S. National and 10th Canadian Conference on Earthquake Engineering, July 25-29, 2010, Toronto, Ontario, Canada, paper No. 595. |
Code Developed by : by Dr. Dimitrios G. Lignos, (McGill University)