Sidebar
appendices:a20:ident
Table of Contents
Specific IDENT for cycle jump
The value of IDENT allos automatic computation of $N_j$ using a user-defined criterion.
The structure to define the parameters for a specific IDENT is the following:
| First line | NPAR = number of parameters for this IDENT |
| Second line | PARAM(1:NPAR) = parameters for this IDENT |
IDENT = 271X
Chaboche law.
The value of $N_j$ is defined to keep the increment of total damage below $(\Delta D)_{max}$.
Line 1
| NPAR | 4 |
Line 2
| PARAM(1) | $N_{AF}$ |
| PARAM(2) | $N_{AF,Y}$ |
| PARAM(3) | $(\Delta D)_{max}$ |
| PARAM(4) | $(N_{jump})_{max}$ |
IDENT = 272X
Chaboche law.
The value of $N_j$ is defined to keep the increment of total damage below $(\Delta p)_{max}$.
Line 1
| NPAR | 2 |
Line 2
| PARAM(1) | $(\Delta p)_{max}$ |
| PARAM(2) | $(N_{jump})_{max}$ |
IDENT = 273X
Chaboche law.
The value of $N_j$ is defined to keep the increment of equivalent plastic strain below $(\Delta p)_{max}$ and the increment of total damage below $(\Delta D)_{max}$.
Line 1
| NPAR | 5 |
Line 2
| PARAM(1) | $N_{AF}$ |
| PARAM(2) | $N_{AF,Y}$ |
| PARAM(3) | $(\Delta D)_{max}$ |
| PARAM(4) | $(\Delta p)_{max}$ |
| PARAM(5) | $(N_{jump})_{max}$ |
appendices/a20/ident.txt · Last modified: 2022/07/18 11:30 by helene
