ABAQUS动力分析资料(台湾大学教学资料).pdf
abaqus动力学分析
节选段落一:
ABAQUS 所用的方法⎯ HQR:Householder similarity transformation (using orthogonal
matrices ⎯Gaussian elimination 會改變 system 的 eigenvalues) with Quarter Rotation in
subspace。
概念是將[ ]K 與 投射(project)至 subspace中,利用HQR求出 subspace的 eigensolution,
將這些 eigenvalues與 eigenvectors再 expand回到 physical system中,一直做到收斂為止。节选段落二:
ABAQUS 指令:
* FREQUENCY
max
2
max ,,,, imffp s
* MODAL DYNAMICS
tottt,∆
* STEADY STATE DYNAMICS
Spnff ,,,, 21
* RESPONSE SPECTRUM
* RADOM RESPONSE
p
maxf
2
sf
m
maxi
Number of eigenvalues to be calculated
Maximum frequency of interest (cycles/time)
Shift point (cycles /time) 2
Number of vectors used in节选段落三:
ABAQUS 指令
*DYNAMIC, ALPHA=α , HAFTOL=
2
1R
maxmin tttt finit ∆∆∆ ,,,
α控制 artificial damping (for numerical noise), 05.0−=α is chosen as default, 3
1−=α :
maximum damping.
ABAQUS 所用的方法⎯ HQR:Householder similarity transformation (using orthogonal
matrices ⎯Gaussian elimination 會改變 system 的 eigenvalues) with Quarter Rotation in
subspace。
概念是將[ ]K 與 投射(project)至 subspace中,利用HQR求出 subspace的 eigensolution,
將這些 eigenvalues與 eigenvectors再 expand回到 physical system中,一直做到收斂為止。节选段落二:
ABAQUS 指令:
* FREQUENCY
max
2
max ,,,, imffp s
* MODAL DYNAMICS
tottt,∆
* STEADY STATE DYNAMICS
Spnff ,,,, 21
* RESPONSE SPECTRUM
* RADOM RESPONSE
p
maxf
2
sf
m
maxi
Number of eigenvalues to be calculated
Maximum frequency of interest (cycles/time)
Shift point (cycles /time) 2
Number of vectors used in节选段落三:
ABAQUS 指令
*DYNAMIC, ALPHA=α , HAFTOL=
2
1R
maxmin tttt finit ∆∆∆ ,,,
α控制 artificial damping (for numerical noise), 05.0−=α is chosen as default, 3
1−=α :
maximum damping.