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Version
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Titrate:
Operator POST_RELEVE_T
Date:
22/02/06
Author (S):
X. DESROCHES, L. VIVAN Key
:
U4.81.21-G1 Page:
1/22
Organization (S): EDF-R & D/AMA, CS IF
Handbook of Utilization
U4.8- booklet: Postprocessing and dedicated analyzes
Document: U4.81.21
Operator POST_RELEVE_T
1 Goal
To extract from the values of components of fields of sizes and to carry out calculations of averages
and of invariants. The values are recorded on nodes, meshs, broken lines connecting of the nodes or
on beforehand definite loci like concepts of the type (INTE_MAIL_2D curves
[U4.81.11]) or surfaces (INTE_MAIL_3D [U4.81.12]). They can be the object, by this same
procedure:
·
calculations of:
- averages,
- resultants and moments of vector fields,
- invariants of tensorial fields,
- directional trace of fields,
·
of expression in reference marks GLOBAL, LOCAL, POLAIRE, UTILISATEUR or CYLINDRIQUE.
POST_RELEVE_T produces a concept of the type counts, which can be printed using IMPR_TABLE
[U4.91.03].
Handbook of Utilization
U4.8- booklet: Postprocessing and dedicated analyzes
HT-62/06/004/A
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Titrate:
Operator POST_RELEVE_T
Date:
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:
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2 Syntax
general
tresu [tabl_post_rele] = POST_RELEVE_T
(
ACTION = _F (
INTITULE
= name
,
[K8]
/
CHEMIN
=
/
curve, [curve]
/
surface,
[surface]
/
| NOEUD = lnoe, [l_noeud]
| GROUP_NO
=
lgrno, [l_gr_noeud]
/ALL = “YES”,
/
| MAILLE
=
lmail,
[l_maille]
| GROUP_MA=
lgrma,
[l_gr_maille]
FORMAT_C
=/
“MODULE”,
[DEFAUT]
/
“REEL”
,
/
“IMAG”
,
/CHAM_GD = chpgd,/[cham_no_DEPL_R]
/
[cham_no_TEMP_R]
/
[cham_no_PRES_R]
/
[cham_no_VARI_R]
/
[cham_elem_SIEF_R]
/
[cham_elem_EPSI_R]
/
[cham_elem_FLUX_R]
/
[cham_elem_CRIT_R]
/
[cham_elem_ENER_R]
/
[cham_elem_DBEL_R]
/
[cham_elem_PRES_R]
/
[cham_elem_ERREUR]
/
[cham_elem_VARI_R]
/
[cham_no_DEPL_C]
/
[cham_no_TEMP_C]
/
[cham_no_PRES_C]
/
[cham_elem_SIEF_C]
/
[cham_elem_EPSI_C]
/
[cham_no_FACY_R]
/
RESULTAT
=
resu,
/
[evol_elas]
/
[evol_ther]
/
[evol_noli]
/
[mode_flamb]
/
[dyna_trans]
/
[dyna_harmo]
/
[mode_meca]
/
[mode_stat]
/
[fourier_elas]
/
[mult_elas]
/
[mode_acou]
/
[acou_harmo]
/
[base_modale]
SENSIBILITE = (see [U4.50.02])
Handbook of Utilization
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Titrate:
Operator POST_RELEVE_T
Date:
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Author (S):
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:
U4.81.21-G1 Page:
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NOM_CHAM
= chpsymbo,
[K16]
/TOUT_ORDRE = “YES”,
/
NUME_ORDRE =
lordre, [l_I]
/
LIST_ORDRE =
lenti,
[listis]
/
NUME_MODE
=
lmode,
[l_I]
/
LIST_MODE
=
lenti,
[listis]
/
NOM_CAS =
nomcas, [K24]
/
NOEUD_CMP
=
noeucmp,
[K24]
/
/
FREQ =
lfreq,
[l_R]
/
LIST_FREQ
=
lreel,
[listr8]
/
INST =
linst,
[l_R]
/
LIST_INST
=
lreel,
[listr8]
|
PRECISION=/
prec, [R]
/
1.D6,
[DEFAUT]
|
CRITERE=/
“RELATIVE”, [DEFECT]
/“ABSOLU”,
/TOUT_CMP
= “OUI”,
/
NOM_CMP =
lcmp,
[l_K8]
REPERE
=
/
“GLOBAL”
, [DEFAUT]
/
“POLAIRE”,
/
“LOCAL”
,
VECT_Y= (oy1, oy2, oy3), [l_R]
/
“UTILISATEUR”,
ANGL_NAUT = (,), [l_R]
/
“CYLINDRIQUE”,
ORIGINE = (X, y, Z),
[l_R]
AXE_Z= (oz1, oz2, oz3), [l_R]
| TRAC_NOR = “YES”,
| TRAC_DIR = “YES”,
DIRECTION = (X, y, [Z]), [l_R]
/INVARIANT = “YES”,
/
ELEM_PRINCIPAUX=
“OUI”,
/RESULTANTE = lcmp,
[l_K8]
MOMENT =
lcmp,
[l_K8]
POINT = (X, y, [Z]), [l_R]
OPERATION
= | “EXTRACTION”,
[K16]
| “MOYENNE”,
MOYE_NOEUD=
/
“OUI”,
[DEFAUT]
/
“NON”,
TITER
= title
[l_Kn]
)
)
Handbook of Utilization
U4.8- booklet: Postprocessing and dedicated analyzes
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Code_Aster ®
Version
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Titrate:
Operator POST_RELEVE_T
Date:
22/02/06
Author (S):
X. DESROCHES, L. VIVAN Key
:
U4.81.21-G1 Page:
4/22
3
Principles of use of POST_RELEVE_T:
operand ACTION
The postprocessing carried out by POST_RELEVE_T requires the data of three information:
·
place,
·
object,
·
nature.
Each occurrence of the key word factor ACTION defines this triplet.
The place of postprocessing indicates a geometrical figure connecting the points of postprocessing. This place
is defined by means of the key words:
CHEMIN
NOEUD
GROUP_NO
The object of postprocessing is defined by the choice of a field of size, components and
possibly of associated quantities chosen by various key words.
The fields of size are chosen by one of the key words:
RESULTAT and key words allowing for choice of the fields with the nodes or the fields with
elements of the structure of data result (see booklet [U5.01]).
CHAM_GD field of size produced by an operator elementary, or extracted from a concept
result by RECU_CHAMP [U4.71.01].
components by:
TOUT_CMP
NOM_CMP
and quantities associated by:
INVARIANT
ELEM_PRINCIPAUX
TRAC_NOR
TRAC_DIR and DIRECTION
RESULTANTE and, optionally, MOMENT and POINT
The nature of postprocessing corresponds to the operations: key word OPERATION
·
of extraction of values: “EXTRACTION”
·
of calculation of averages, of minimum and maximum: “MOYENNE”
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Date:
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:
U4.81.21-G1 Page:
5/22
4
Choice of the place of postprocessing
4.1 Syntax
/
CHEMIN
=
/
curve, [curve]
/
surface,
[surface]
/
| NOEUD
= lnoe,
[l_noeud]
| GROUP_NO
=
lgrno, [l_gr_noeud]
/ALL = “YES”,
/ | MAILLE
=
lmail,
[l_maille]
| GROUP_MA
=
lgrma, [l_gr_maille]
4.2 Operands
PATH/NODE/GROUP_NO/ALL/MESH/
GROUP_MA
·
The argument of CHEMIN is a concept produced by one of the following operators:
INTE_MAIL_2D [U4.81.11]
The concept is reduced then is with the intersection of segment of straight line and/or arc of circle
with the meshs 2D of the grid, that is to say with a whole of paths built on
meshs 1D of the grid of.
INTE_MAIL_3D [U4.81.12]
The concept is then reduced to the intersection segments of straight line with the meshs 3D of
grid of.
The place obtained in this case is always included in.
·
The argument of NOEUD is a list of nodes while that of GROUP_NO is a list of
groups of nodes. The nodes are treated in the order provided by the user. To reorder
the nodes of a list, it is necessary to use command DEFI_GROUP OPTION “NOEUD_ORDO”
[U4.22.01]
·
Key words MAILLE and GROUP_MA make it possible to limit postprocessing to a list of meshs
or/and a list of groups of meshs.
TOUT = “OUI” returns to the standard case (one considers all the meshs). These key words are not
usable that with NOEUD and/or GROUP_NO.
4.3
Concepts of points of postprocessing and examples
The points of postprocessing are the points of where the components (or derived quantities) are
evaluated. The operation of extraction carries out this evaluation.
The points of postprocessing can be classified according to two families:
·
Nodes:
Case where the place of postprocessing is defined is by means of key words NOEUD and/or
GROUP_NO, is by means of key word CHEMIN with concept of a curved type obtained
like lists of mesh 1D.
·
Geometrical points:
Case where the place of postprocessing is defined by means of key word CHEMIN with a concept of
curved type or surface obtained like meeting of segments of straight line and/or arcs of
ring.
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Date:
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:
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4.3.1 Example of curves and parts of curve of a CHEMIN
Y
M
M
5
6
M7
M4
X
M8
With
O
0
M3
B
M
C
2
M
D
1
Appear 4.3.1-a
The path represented on this figure consists of two curves: the first curve corresponds
with the segment of straight line [AD] and the second with the arc of circle of center O which connects the M1 point to the point
M8. The curve corresponding to the arc connecting M1 and M8 breaks up into four parts: arcs connecting
respectively M1 with m2, m3 with M4, M5 with M6, M7 with M8, the other ends of arc being external with
field.
The curve corresponding to segment [AB] breaks up into two parts: segment [AB] and it
segment [CD] bus [BC] is external with the field.
4.3.2 Example of points of postprocessing corresponding to a CHEMIN
With
M1
NR
M
NR
1
2
N5
6
N2
N3
M
NR
3
7
N4
M
NR
4
8
N9
B
N10
Appear 4.3.2-a
On this figure two paths are visualized.
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Date:
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:
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Path n°1: segment [AB]
·
The points of postprocessing are reduced to {A, M1, m2, m3, M4, B}.
The Mi point is located by the curvilinear X-coordinate (Semi) = AMi
·
In the case of one
arc of circle the curvilinear X-coordinate is defined by S
= R or R is it
radius and is the angle corresponding to the point in question.
Path n°2: meeting of two paths (two parts)
·
The points of postprocessing are reduced to {N1, N2, N3, N4} and {N5, N6, N7, N8, N9, N10}.
·
The curvilinear X-coordinate locating Neither on the path of points of postprocessing {Ni,… Np} is
defined by the relations:
(sN1) = 0
(
j=i 1
-
S Ni)
= NR NR
for
I
= 2,…,
J
J 1
+
p
J 1
=
4.3.3 Example of points of postprocessing specified by key words NOEUD or
GROUP_NO
N47
N427
N104
N61
Appear 4.3.3-a
This figure visualizes a place of postprocessing built starting from a list of nodes.
The points of postprocessing are the nodes represented, the place of postprocessing is the broken line
connecting according to the command provided by the user, which makes it possible to define a curvilinear X-coordinate in
means of the relations presented for the paths seen previously. The value extracted on these
paths is interpolated linearly between the values recorded on the nodes. Thus it is necessary to notice
that if the operation of postprocessing is a calculation of average, all occurs like if the segment
[N47 N61] was contained entire in.
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Date:
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:
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5
Object-choice of postprocessing
These key words make it possible to define the object of postprocessing. They indicate:
·
a field of size: key words CHAM_GD, RESULTAT (and its associated key words),
·
a quantity associated with the components with the field: key words TOUT_CMP, NOM_CMP,
INVARIANT, ELEM_PRINCIPAUX, TRAC_NOR, TRAC_DIR, DIRECTION, REFERENCE MARK, SOMME,
RESULTANT, MOMENT, NOT.
5.1
Field of size
5.1.1 Syntax
/CHAM_GD = chpgd,
/RESULTAT = resu,
SENSIBILITE = list of the sensitive parameters [listk8]
NOM_CHAM
=
chpsymbo, [K16]
/TOUT_ORDRE
=
“OUI”,
/
NUME_ORDRE
=
lordre, [l_I]
/
LIST_ORDRE
=
lenti,
[listis]
/
NUME_MODE
=
lmode,
[l_I]
/
LIST_MODE
=
lenti,
[listis]
/
NOM_CAS
=
nomcas, [K24]
/
/
FREQ
=
lfreq,
[l_R]
/
LIST_FREQ
=
lreel,
[listr8]
/
INST
=
linst,
[l_R]
/
LIST_INST
=
lreel,
[listr8]
|
PRECISION =
/
prec, [R]
/
1.D6,
[DEFAUT]
|
CRITERE =/
“RELATIF”,
[DEFAUT]
/“ABSOLU”,
FORMAT_C
=
/
“MODULE”,
[DEFAUT]
/
“REEL”,
/
“IMAG”,
5.1.2 Operand
CHAM_GD
The argument of CHAM_GD is the name of a concept of the cham_no_ type * or cham_elem_ *.
5.1.3 Operands
RESULT/NOM_CHAM/TOUT_ORDRE/NUME_ORDRE/LIST_ORDRE/
NUME_MODE/LIST_MODE/NOM_CAS/FREQ/LIST_FREQ/INST/LIST_INST
/PRECISION/CRITERION
See [U4.71.00].
5.1.4 Operand
SENSIBILITE
SENSIBILITE = list of the significant parameters [listk8]
This key word is followed of a sensitive parameter list. It specifies that one is not interested in
result in itself, but with derived from the result compared to a parameter. Thus one
sequence of this type:
RESULTAT = resu,
SENSIBILITE = (PS),
NOM_CHAM = “DEPL”
mean that one will operate on the derivative of the field of displacement of the resu result by report/ratio
with the parameter PS. See [U4.50.02] for the details on the parameters associated with the key word.
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:
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5.1.5 Operand
FORMAT_C
In the case of the complex fields, one can extract:
/“MODULE” the module
/
“REEL”
the real part
/
“IMAG”
the imaginary part
5.2
Components of the field and quantities derived
For the vectors and the tensors of command 2, it is possible to ask the evaluation of the components
in a reference mark and to derive from the quantities obtained by contracted product. Key words REPERE,
TRAC_NOR, TRAC_DIR and DIRECTION make it possible to define these quantities.
5.2.1 Syntax
/TOUT_CMP
= “OUI”,
/
NOM_CMP =
lcmp,
[l_K8]
/REFERENCE MARK =/“TOTAL”,
[DEFAUT]
/“POLAIRE”,
/“LOCAL”,
VECT_Y= (oy1, oy2, oy3), [l_R]
/“UTILISATEUR”,
ANGL_NAUT = (,), [l_R]
/“CYLINDRIQUE”,
ORIGINE = (X, y, Z), [l_R]
AXE_Z= (oz1, oz2, oz3), [l_R]
/TRAC_NOR
= “OUI”,
/TRAC_DIR
= “OUI”,
DIRECTION = (X, y, [Z]), [l_R]
/INVARIANT = “YES”,
/ELEM_PRINCIPAUX=
“OUI”,
/RESULTANTE = lcmp,
[l_K8]
MOMENT =
lcmp,
[l_K8]
POINT = (X, y, [Z]), [l_R]
5.2.2 Operand
TOUT_CMP
/TOUT_CMP
This key word admits for argument only text “OUI” and selects all the components
defined in the catalog of the sizes for the size relating to the fields specified by
key words RESULTAT and CHAM_GD.
5.2.3 Operands
NOM_CMP
Allows to define the components of the size of the treated field:
/NOM_CMP:
the components are introduced by name
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:
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5.2.4 Operand
REPERE
/REPERE
The choice of a reference mark allows among the following reference marks:
·
locate GLOBAL: Cartesian reference mark of definition of the grid,
·
locate POLAIRE: standard polar reference mark of plan (OXY) (command of the components:
(R,)),
·
locate LOCAL: locate plan made up of the tangent and normal vectors (in this
command) instead of postprocessing. The normal vector is defined in each point of
postprocessing like average of the normals on the right and on the left.
Definition of the normal instead of postprocessing.
In each point of postprocessing the normal is defined like average of the normals on the right
and on the left.
N
N
N
G
D
T
NR
Appear 5.2.4-a
The tangent vector is obtained by a rotation of -
starting from the normal vector.
2
In the case of reference mark LOCAL and of a path 3D (case of ASPIC for example), it will be necessary to provide:
VECT_Y = (oy1, oy2, oy3)
Co-ordinates of a vector of which projection on the orthogonal level with the directing axis of the path
will be taken as the normal with the path. The command of the components in a local reference mark is (T, N,
K).
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:
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Example of use:
y
Z
C
X
X
y
Z
B
Z
X
O
Y
y
Z
With
X
Appear 5.2.4-b
One wants to make an extraction on path ABC according to the definite local reference mark above (local axis y
in total direction OX).
Here, one can find a vector constant in any point of the path to define the vector
VECT_Y = (1., 0., 0.).
This is possible bus in any point this vector is already in the orthogonal plan with the path.
y
y
Z
C
X
X
Z
y
B
Z
X
With
Y
y
Z
X
Appear 5.2.4-c
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So on the other hand, one wishes to have local axis Z in total direction OX [Figure 5.2.4-c], it
vector VECT_Y will depend on the point considered:
(0., 0., 1.) is appropriate except in A (where (0., - 1., 0.) is appropriate)
(0., - 1.0.) is appropriate except out of C (where (0., 0., 1.) is appropriate)
It will thus be necessary in this case to cut out the path in two paths (AB and BC) and to define a VECT_Y
different on each path.
·
locate UTILISATEUR: defined by the data of 3 nautical angles (in degrees):
ANGL_NAUT = (,)
·
locate CYLINDRIQUE defined by:
ORIGINE = (X, y, Z)
co-ordinates of the origin O of the reference mark
AXE_Z= (oz1, oz2, oz3) co-ordinates of a vector defining axis OZ (axis of
roll).
The command of the components in a cylindrical reference mark is (R,
Z,).
5.2.5 Operand
TRAC_NOR
/TRAC_NOR
:
only for modelings 2D and 3D.
Determination of the normal trace of a vector or a tensor of command 2: it is the particular case
directional trace obtained when direction U.S. 'identifies with normal N instead of
postprocessing.
5.2.6 Operands
TRAC_DIR/DIRECTION
/TRAC_DIR
:
only for modelings 2D and 3D.
DIRECTION
Determination of the directional trace of a vector v = (VI) or of a tensor of command 2
= (ij) in the direction U = (uj); i.e. scalar v U
K K or of the vector ik the U.K.
The direction U is defined by means of the key word DIRECTION whose arguments are them
components of the vector U given in order X, Y, Z and evaluated in the total reference mark. If
this list then contains only two values, conventionally, the component according to Z of
vector U is regarded as null.
5.2.7 Operand
INVARIANT
Postprocessing of a tensor of constraint or deformation of command 2 associated the directions
principal of the tensor:
2 or 3
TRACE
Tr ()
=
II
I = 1
2 or 3 3
1
2
PUT VON_
VM ()
=
-
(
Tr)
2 ij
ij
3
I, j=1
TRESCA
TR ()
=
(
Max
-
I
J)
with
v
clean aleurs of
I
DETER
DET () = determinant of
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:
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5.2.8 Operand
ELEM_PRINCIPAUX
/ELEM_PRINCIPAUX
Determination of the principal values of a tensor 2x2 or 3x3d' command 2. They are arranged in
the order ascending their values.
5.2.9 Operands
RESULTANT/MOMENT/NOT
Determination of the resultant and the moment of a field of torque on the place of postprocessing.
By means of computer, these key words can apply to any field of size but for
that the results have a physical direction, one will have to limit oneself to the fields of nodal forces and
nodal reactions.
In this last case, 2 possibilities arise:
·
the user wants to calculate the resultant of certain components of the field: he will enter behind
key word RESULTANTE a list of components to be taken among {“DX”, “DY”} in 2D and
{“DX”, “DY”, “DZ”} in 3D or structural elements (the resultant of components of
rotations not having a physical direction),
·
the user wants to calculate the resultant and the moment of certain components of the field: it
will enter behind key words RESULTANTE and MOMENT 2 lists of of the same components
length to be taken among
{“DX”, “DY”, “DZ”}
behind key word RESULTANTE
{“DRX”, “DRY”, “DRZ”}
behind key word MOMENT
Moreover, it will introduce behind key word POINT the list of the co-ordinates of the point by report/ratio to which
moment is evaluated.
If one notes P this point and Mi the points of postprocessing, the evaluated quantities will be:
·
Resultant: F =
F
=
I
(FXM, M
FY, FZM
I
I
I)
I
I
·
Moment: m = (PM
C
I
Fi) + semi
I
I
where MCI indicates the list of the concentrated moments corresponding to the components of rotation
introduced by the key word
C
MOMENT. mid 0. only in the case of structural elements
(beams, hulls, discrete).
Note:
In continuous mediums, one should not introduce behind MOMENT of the components of translation
who would be regarded as concentrated moments and thus summoned with
true moments.
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Titrate:
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Date:
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:
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6
Nature of postprocessing
6.1 Operand
OPERATION
OPERATION
=
|
“EXTRACTION”
The operation extraction of a field of size makes it possible to recover the values of one or
several components or of quantities derived from these components at the points of the place of
postprocessing.
In the case of an extraction on a cham_elem, values of the components extracted from this field
are calculated as follows:
·
if the place of postprocessing is determined by key words NOEUD or GROUP_NO, for
each node the components are realized on all the elements contributing in it
node,
Note:
The moyennations with the nodes of computed fields in local reference marks are not
licit that if the angles between these reference marks are weak. In the contrary case, they do not have
no the direction.
·
if the place of postprocessing is a path confused with one or more edges of
grid, one makes the average on the elements having an intersection of nonnull measurement
with the path.
This can lead, for the same place of postprocessing, with appreciably different results:
2
4
NR
3
NR
NR
N1
N5
If the place of postprocessing is defined by NOEUD = (N1, N2, N3, N4, N5), the values are realized
on all the elements of the grid above.
If the place of postprocessing is defined as being the segment of N1 origin and end N5, them
values will be realized on the hatched elements.
In the case of quadratic elements (presence of nodes mediums), the average with the nodes nodes
can lead to more important weights of certain elements (function of cutting) per report/ratio
with the nodes mediums which realize on 2 elements (thus of the same weight). One can thus be in
presence of oscillations between the values at the tops and the mediums.
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Date:
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:
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|
“MOYENNE”
This operation is limited to 6 components of field at the same time. Being given a field
scalar U (typically a component of a size), operation “MOYENNE” calculates
following quantities (L indicating the length of the place of postprocessing C considered):
1
MOMENT_0
=
U ()
S
ds
L C
12
L
MOMENT_1
=
U ()
S
S
ds
-
2
L
C
2
MINIMUM
=
Min U
C
MAXIMUM
=
Max U
C
1
MOYE_ INT
=
MOMENT_0 -
MOMENT_1
2
1
MOYE_ EXT.
=
MOMENT_0 +
MOMENT_1
2
It is important that the place of postprocessing is traversed in a direction. If one uses a group of
nodes, one will take care to reorder the nodes, by using command DEFI_GROUP OPTION
“NOEUD_ORDO”, [U4.22.01]. Thus, the curvilinear X-coordinate is defined since the node origin of the group, in
according to the broken line consisted the nodes.
The integrals above are evaluated by supposing U linear between two nodes. Thus, while noting
Ui values of the field to the nodes (numbered by I =,…
1 NR) of X-coordinate if, one a:
- 1
1
NR
MOMENT_0 = (
S
S U
U
2 S -
I
I
I
I
NR
1
S) (+ -
1
) (+ +1)
i=1
NR - 1
NR - 1
2
3
MOMENT_1 =
S
S U.S.
2s
U
2s
S
S
S U
U
2 (i+ -
1
I) (I (i+ +
1
I) +
i+1 (
i+ +
1
I) -
-
+
(S -
I
I
I
I
S
S
S
NR
1)
(-
I 1
NR
1) (+1
) (
+1)
=
i=1
6.2 Operand
MOYE_NOEUD
Key word allowing for choice of an impression detailed or realized in a point. This key word is not
significant that for the sizes of the cham_elem type and operation EXTRACTION.
MOYE_NOEUD = “YES”
For each point of postprocessing, the displayed value of a component or a quantity
deduced is obtained like average of the values given by each convergent mesh in it
not. The way of making the average is the same one as for the fields - NOEU - calculated by
CALC_NO [U4.81.02].
MOYE_NOEUD = “NOT”
The list of the values obtained for each convergent mesh at the point of postprocessing is
displayed.
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:
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7
Operands of access and impression of the contents of the tables
created by POST_RELEVE_T
7.1
Principles of addressing of the contents of the tables
The statements of values are arranged in concepts of the type counts. The tables are Bi-subscripted.
first index is the parameter, this one is defined by the operator according to the action planned (see
[Table 7.4-a]). The second index is the variable, this one is defined by the user. Variables
can be the names of the nodes, the names of the components or the numbers of the points of
postprocessing along a path.
7.2 Operand
INTITULE
INTITULE
=
matable
[K8]
Name of the table of statements of values.
7.3 Operand
TITER
TITER = title
Titrate that one wants to give to the table statements of values. For more details, to see [U4.03.01].
7.4
Definition of the parameters and the variables
With the impression on file RESULTAT, each parameter is printed on a column, the variables
being printed line by line.
Variable key words Parameters
OPERATION = “AVERAGE”
MOMENT_0 MOMENT_1 MINIMUM
Names of the components
(key words TOUT_CMP, NOM_CMP)
MAXIMUM MOYE_INT MOYE_EXT
(example [§9.2.2])
OPERATION = “EXTRACTION”
-
Names of the nodes if NOEUD or
(key word IMPR_NOEUD = “OUI”)
GROUP_NO
Number of the point if CHEMIN
OPERATION = “EXTRACTION”
Names of the concaténés nodes
(key word IMPR_NOEUD = “NON”)
-
with the names of the meshs if NOEUD
or GROUP_NO
Number of the point if CHEMIN
TOUT_CMP NOM_CMP
ABSC_CURV COOR_X COOR_Y
-
(examples [§9.1] and [§9.2.1])
COOR_Z followed by the name of
components
NOM_CMP TRAC_NOR TRAC_DIR
ABSC_CURV COOR_X COOR_Y
-
(examples [§9.3] and [§9.4])
COOR_Z
DIR_1 DIR_2 DIR_3
INVARIANT
ABSC_CURV COOR_X COOR_Y
-
(example [§9.5])
COOR_Z VON_MIS TRESCA
TRACE DETER
ELEM_PRINCIPAUX
ABSC_CURV COOR_X COOR_Y
-
(example [§9.6])
COOR_Z VAL_PR_1 VAL_PR_2
VAL_PR_3
RESULTANT MOMENT
Names of the components
-
(examples [§9.7] and [§9.8])
LOCATE = “POLAR”
ABSC_CURV COOR_X COOR_Y
-
(example [§9.9])
COOR_Z followed by the name of
components
Table 7.4-a
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:
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8
Phase of checking
It is checked that the headings all are different.
8.1
During the execution
This phase checks the coherence of the arguments between them. It relates to all the occurrences of
key word factor ACTION. One distinguishes 2 groups from checks.
The first group is common to the arguments of key word CHAM_GD and RESULTAT (which are excluded
mutually) and is reduced to the following checks:
·
acceptability of the components:
it is checked that the required components are quite present at the catalog of description
size to be treated,
·
coherence of the grid:
it is checked that the grid on which the size was calculated is the grid on which is
built the place of postprocessing (case of key word CHEMIN) or contains the nodes passed in
argument (case of key words NOEUD and/or GROUP_NO).
The second group is specific to key word RESULTAT, and is reduced to the checks:
·
checking of the acceptability of the field symbolic system:
one makes sure that the field symbolic system argument of key word NOM_CHAM exists well for
type of concept argument result of key word RESULTAT,
·
existence of at least a structure of data for the field symbolic system to treat.
At the exit of the phase of checking, in production run the following alternative arises:
·
all the occurrences of ACTION are correct and the operations are launched,
·
at least an occurrence of ACTION is incorrect, then a fatal error message is
product with stop of the command. Information informs about the nature of the errors and
the means of correcting them.
8.2
During the processing
A new filter of checking is presented but never causes the stop of the command. This filter
is reduced to the following checks:
·
existence of the structure of data indicated by CHAM_GD or RESULTAT and one of the words
keys giving access in a structure of data RESULTAT.
In the event of failure a message is transmitted and the following occurrence is treated,
·
in the case of a calculation of tensorial invariants, one checks that the object of the processing indicates well
a tensor of command 2,
·
in the case of a calculation of average or a request for extraction of values, one checks that
the components to be treated were indeed calculated on the place of postprocessing. In the event of failure
of this checking, a message details the components nonavailable according to
meshs or nodes of the place of postprocessing.
If this last filter does not detect any impossibility of calculation, postprocessing is launched
and the results are inserted in the table.
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Titrate:
Operator POST_RELEVE_T
Date:
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:
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9 Examples
The examples which follow apply to the same physical problem (case test SHLV100G).
9.1 Key words
“AVERAGE” “EXTRACTION”/
9.1.1 “EXTRACTION”
9.1.1.1 Commands
# extraction of the CMP of the tensor of the constraints on a list of nodes
#
T2 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_2”,
NOEUD = (“N1”, “N347”, “N21”, “N432”, “N39”, “N229”),
CHAM_GD = SIGMA,
NOM_CMP = (“SIXX”, “SIYY”, “SIZZ”, “SIXY”),
OPERATION = “EXTRACTION”))
9.1.1.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
EXTRACTION TENSOR FORCED
TOTAL REFERENCE MARK
PATH OF NODES
T2 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_2 RESULTING FROM THE T2 TABLE
ABSC_CURV COOR_X COOR_Y COOR_Z SIXX SIYY SIZZ SIXY
N1 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 - 9.96843E-01 1.66549E+00 2.00595E-01 - 2.97371E-04
N347 1.00000E-01 2.00000E-01 0.00000E+00 0.00000E+00 - 2.39383E-04 6.67596E-01 2.00207E-01 - 2.65146E-05
N21 2.14214E-01 9.23880E-02 3.82683E-02 0.00000E+00 - 6.06951E-01 1.27563E+00 2.00603E-01 - 9.41280E-01
N432 3.14214E-01 1.84776E-01 7.65367E-02 0.00000E+00 9.75617E-02 5.69793E-01 2.00206E-01 - 2.36114E-01
N39 4.28428E-01 7.07107E-02 7.07107E-02 0.00000E+00 3.34029E-01 3.34628E-01 2.00597E-01 - 1.33117E+00
N229 5.28428E-01 1.41421E-01 1.41421E-01 0.00000E+00 3.33660E-01 3.33711E-01 2.00211E-01 - 3.33924E-01
9.1.2 “MOYENNE”
9.1.2.1 Commands
# average of the CMP of the tensor of the constraints on a list of nodes
#
T3 = POST_RELEVE_T (ACTION=_F (ENTITLES = “EX_3”,
NOEUD = (“N1”, “N347”, “N21”, “N432”, “N39”, “N229”),
CHAM_GD = SIGMA,
NOM_CMP = (“SIXX”, “SIYY”, “SIZZ”, “SIXY”),
OPERATION = “AVERAGE”,),)
9.1.2.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
AVERAGE TENSOR FORCED
TOTAL REFERENCE MARK
PATH CONNECTING THE NODES:
N1 N347 N21 N432 N39 N229
CONCEPT T3 OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_3 RESULTING FROM TABLE T3
MOMENT_0 MOMENT_1 MINIMUN MAXIMUN MOYE_INT MOYE_EXT
SIXX - 9.83430E-02 1.17015E+00 - 9.96843E-01 3.34029E-01 - 6.83419E-01 4.86733E-01
SIYY 7.66354E-01 - 1.17020E+00 3.33711E-01 1.66549E+00 1.35145E+00 1.81254E-01
SIZZ 2.00403E-01 - 1.44941E-05 2.00206E-01 2.00603E-01 2.00411E-01 2.00396E-01
SIXY - 5.40089E-01 - 1.03327E+00 - 1.33117E+00 - 2.65146E-05 - 2.34562E-02 - 1.05672E+00
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:
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9.2 Operands
PATH/TRAC_NOR
9.2.1 Commands
# traces normal A a segment of the tensor of the constraints
#
T4 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_4”,
PATH = AB,
CHAM_GD = SIGMA,
NOM_CMP = (“SIXX”, “SIYY”, “SIZZ”, “SIXY”),
TRAC_NOR = “YES”,
OPERATION = “EXTRACTION”,))
9.2.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
FORCED EXTRACTION TRACE_NORMALE TENSOR
LOCATE LOCAL
SEGMENT OF STRAIGHT LINE
ORIGINE: (1.000000E-01, 0.000000E+00)
EXTREMITE: (2.000000E-01, 0.000000E+00)
CURVILINEAR X-COORDINATES: (0.000000E+00, 1.000000E-01)
T4 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_4 RESULTING FROM THE T4 TABLE
ABSC_CURV COOR_X COOR_Y COOR_Z DIR_1 DIR_2 DIR_3
00000001 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 2.97371E-04 - 1.66549E+00 0.00000E+00
00000002 9.99995E-03 1.10000E-01 0.00000E+00 0.00000E+00 1.65667E-04 - 1.43451E+00 0.00000E+00
00000003 1.99999E-02 1.20000E-01 0.00000E+00 0.00000E+00 1.49649E-04 - 1.25935E+00 0.00000E+00
00000004 2.99999E-02 1.30000E-01 0.00000E+00 0.00000E+00 1.28087E-04 - 1.12286E+00 0.00000E+00
00000005 3.99999E-02 1.40000E-01 0.00000E+00 0.00000E+00 1.10722E-04 - 1.01444E+00 0.00000E+00
00000006 4.99999E-02 1.50000E-01 0.00000E+00 0.00000E+00 9.64779E-05 - 9.26905E-01 0.00000E+00
00000007 6.00000E-02 1.60000E-01 0.00000E+00 0.00000E+00 8.49028E-05 - 8.55210E-01 0.00000E+00
00000008 7.00000E-02 1.70000E-01 0.00000E+00 0.00000E+00 7.51468E-05 - 7.95754E-01 0.00000E+00
00000009 7.99999E-02 1.80000E-01 0.00000E+00 0.00000E+00 6.71302E-05 - 7.45902E-01 0.00000E+00
00000010 8.99999E-02 1.90000E-01 0.00000E+00 0.00000E+00 6.04973E-05 - 7.03691E-01 0.00000E+00
00000011 1.00000E-01 2.00000E-01 0.00000E+00 0.00000E+00 2.65146E-05 - 6.67596E-01 0.00000E+00
9.3 Operands
TRAC_DIR/DIRECTION
9.3.1 Commands
# traces directional data by a vector
#
T5 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_5”,
PATH = AB,
CHAM_GD = SIGMA,
NOM_CMP = (“SIXX”, “SIYY”, “SIZZ”, “SIXY”),
TRAC_DIR
= “OUI”,
DIRECTION = (1., 0., 0. ),
OPERATION = “EXTRACTION”),)
9.3.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
FORCED EXTRACTION TRACE_DIRECTIONELLE TENSOR
TOTAL REFERENCE MARK
SEGMENT OF STRAIGHT LINE
ORIGINE: (1.000000E-01, 0.000000E+00)
EXTREMITE: (2.000000E-01, 0.000000E+00)
CURVILINEAR X-COORDINATES: (0.000000E+00, 1.000000E-01)
T5 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_5 RESULTING FROM THE T5 TABLE
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:
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ABSC_CURV COOR_X COOR_Y COOR_Z DIR_1 DIR_2 DIR_3
00000001 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 - 9.96843E-01 - 2.97371E-04 0.00000E+00
00000002 9.99995E-03 1.10000E-01 0.00000E+00 0.00000E+00 - 7.66170E-01 - 1.65667E-04 0.00000E+00
00000003 1.99999E-02 1.20000E-01 0.00000E+00 0.00000E+00 - 5.91136E-01 - 1.49649E-04 0.00000E+00
00000004 2.99999E-02 1.30000E-01 0.00000E+00 0.00000E+00 - 4.54764E-01 - 1.28087E-04 0.00000E+00
00000005 3.99999E-02 1.40000E-01 0.00000E+00 0.00000E+00 - 3.46463E-01 - 1.10722E-04 0.00000E+00
00000006 4.99999E-02 1.50000E-01 0.00000E+00 0.00000E+00 - 2.59035E-01 - 9.64779E-05 0.00000E+00
00000007 6.00000E-02 1.60000E-01 0.00000E+00 0.00000E+00 - 1.87445E-01 - 8.49028E-05 0.00000E+00
00000008 7.00000E-02 1.70000E-01 0.00000E+00 0.00000E+00 - 1.28092E-01 - 7.51468E-05 0.00000E+00
00000009 7.99999E-02 1.80000E-01 0.00000E+00 0.00000E+00 - 7.83393E-02 - 6.71302E-05 0.00000E+00
00000010 8.99999E-02 1.90000E-01 0.00000E+00 0.00000E+00 - 3.62263E-02 - 6.04973E-05 0.00000E+00
00000011 1.00000E-01 2.00000E-01 0.00000E+00 0.00000E+00 - 2.39383E-04 - 2.65146E-05 0.00000E+00
9.4 Operand
INVARIANT
9.4.1 Commands
# invariants of the tensor of the constraints
#
T6 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_6”,
PATH = AB,
CHAM_GD = SIGMA,
INVARIANT = “YES”,
OPERATION = “EXTRACTION”),)
9.4.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
EXTRACTION INVARIANTS TENSOR FORCED
TOTAL REFERENCE MARK
SEGMENT OF STRAIGHT LINE
ORIGINE: (1.000000E-01, 0.000000E+00)
EXTREMITE: (2.000000E-01, 0.000000E+00)
CURVILINEAR X-COORDINATES: (0.000000E+00, 1.000000E-01)
T6 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_6 RESULTING FROM THE T6 TABLE
ABSC_CURV COOR_X COOR_Y COOR_Z VON_MIS TRESCA TRACES DETER
00000001 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 2.30953E+00 2.66234E+00 8.69246E-01 - 3.33035E-01
00000002 9.99995E-03 1.10000E-01 0.00000E+00 0.00000E+00 1.91053E+00 2.20068E+00 8.68843E-01 - 2.20368E-01
00000003 1.99999E-02 1.20000E-01 0.00000E+00 0.00000E+00 1.60813E+00 1.85049E+00 8.68679E-01 - 1.49235E-01
00000004 2.99999E-02 1.30000E-01 0.00000E+00 0.00000E+00 1.37278E+00 1.57762E+00 8.68524E-01 - 1.02346E-01
00000005 3.99999E-02 1.40000E-01 0.00000E+00 0.00000E+00 1.18613E+00 1.36091E+00 8.68375E-01 - 7.04321E-02
00000006 4.99999E-02 1.50000E-01 0.00000E+00 0.00000E+00 1.03570E+00 1.18594E+00 8.68232E-01 - 4.81069E-02
00000007 6.00000E-02 1.60000E-01 0.00000E+00 0.00000E+00 9.12789E-01 1.04266E+00 8.68094E-01 - 3.21138E-02
00000008 7.00000E-02 1.70000E-01 0.00000E+00 0.00000E+00 8.11140E-01 9.23846E-01 8.67961E-01 - 2.04163E-02
00000009 7.99999E-02 1.80000E-01 0.00000E+00 0.00000E+00 7.26193E-01 8.24241E-01 8.67831E-01 - 1.17024E-02
00000010 8.99999E-02 1.90000E-01 0.00000E+00 0.00000E+00 6.54545E-01 7.39918E-01 8.67704E-01 - 5.10453E-03
00000011 1.00000E-01 2.00000E-01 0.00000E+00 0.00000E+00 5.93563E-01 6.67835E-01 8.67563E-01 - 3.19954E-05
9.5 Operand
ELEM_PRINCIPAUX
9.5.1 Commands
# principal values of the tensor of the constraints
#
T7 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_7”,
PATH = AB,
CHAM_GD = SIGMA,
ELEM_PRINCIPAUX = “YES”,
OPERATION = “EXTRACTION”,))
Handbook of Utilization
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Titrate:
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:
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9.5.2 Result
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
EXTRACTION TENSOR FORCED
TOTAL REFERENCE MARK
SEGMENT OF STRAIGHT LINE
ORIGINE: (1.000000E-01, 0.000000E+00)
EXTREMITE: (2.000000E-01, 0.000000E+00)
CURVILINEAR X-COORDINATES: (0.000000E+00, 1.000000E-01)
T7 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_7 RESULTING FROM THE T7 TABLE
ABSC_CURV COOR_X COOR_Y COOR_Z VAL_PR_1 VAL_PR_2 VAL_PR_3
00000001 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 - 9.96844E-01 2.00594E-01 1.66549E+00
00000002 9.99995E-03 1.10000E-01 0.00000E+00 0.00000E+00 - 7.66170E-01 2.00501E-01 1.43451E+00
00000003 1.99999E-02 1.20000E-01 0.00000E+00 0.00000E+00 - 5.91137E-01 2.00463E-01 1.25935E+00
00000004 2.99999E-02 1.30000E-01 0.00000E+00 0.00000E+00 - 4.54764E-01 2.00428E-01 1.12286E+00
00000005 3.99999E-02 1.40000E-01 0.00000E+00 0.00000E+00 - 3.46464E-01 2.00393E-01 1.01444E+00
00000006 4.99999E-02 1.50000E-01 0.00000E+00 0.00000E+00 - 2.59035E-01 2.00361E-01 9.26905E-01
00000007 6.00000E-02 1.60000E-01 0.00000E+00 0.00000E+00 - 1.87445E-01 2.00329E-01 8.55210E-01
00000008 7.00000E-02 1.70000E-01 0.00000E+00 0.00000E+00 - 1.28092E-01 2.00298E-01 7.95754E-01
00000009 7.99999E-02 1.80000E-01 0.00000E+00 0.00000E+00 - 7.83395E-02 2.00268E-01 7.45902E-01
00000010 8.99999E-02 1.90000E-01 0.00000E+00 0.00000E+00 - 3.62266E-02 2.00239E-01 7.03691E-01
00000011 1.00000E-01 2.00000E-01 0.00000E+00 0.00000E+00 - 2.39623E-04 2.00207E-01 6.67596E-01
9.6 Operand
RESULTANTE
9.6.1 Commands
# calculation of the resultants of the CMP quoted on a group_no
T8 =
POST_RELEVE_T (ACTION = _F
(
RESULTAT
=
resu,
NOM_CHAM=' FORC_NODA',
INTITULE
=
“RESULTANTE”,
REPERE
=
“GLOBAL”,
OPERATION
=
“EXTRACTION”,
GROUP_NO
=
“known”,
RESULTANTE=
(“DX”, “DY”, “DZ”),
))
9.6.2 Result
---POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER
: 1
NUME_ORDRE:
1
FIELD WITH THE NODES OF REFERENCE SYMBOL FORC_NODA
NUMBER Of ODRDRE: 1 INST: 0.00000E+00
RESULTANTE_MOMENT DISPLACEMENTS
REPERE
GLOBAL
PATH CONNECTING THE NODES:
N69
N70 N71 N87 N88 N89 N97 N98
T8 CONCEPT OF TABL_POST_RELE CALCULATES FROM CONCEPT RESU COUNTS:
RESULTAN_1 ISSUE
OF
TABLE
T8 INST:0.00000E+00
RESULTANTE - 1.000000000E+01
- 2.724281611E-11 7.218027734E-11
9.7 Operands
MOMENT and POINT
9.7.1 Commands
# calculation of the resultants and the moments of the CMP quoted on a group_no
T9 =
POST_RELEVE_T (ACTION = _F
(
RESULTAT
=
resu,
NOM_CHAM=' FORC_NODA',
INTITULE
=
“RESULTANTE-MOMENT”,
REPERE
=
“GLOBAL”,
OPERATION
=
“EXTRACTION”,
GROUP_NO
=
“known”,
MOMENT
=
(“DRX”, “DRY”, “DRZ”), POINT=
(
0., 0., 0.)
,)
)
Handbook of Utilization
U4.8- booklet: Postprocessing and dedicated analyzes
HT-62/06/004/A
Code_Aster ®
Version
8.2
Titrate:
Operator POST_RELEVE_T
Date:
22/02/06
Author (S):
X. DESROCHES, L. VIVAN Key
:
U4.81.21-G1 Page:
22/22
9.7.2 Result
---POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER
:
1
NUME_ORDRE
:
1
FIELD WITH THE NODES OF REFERENCE SYMBOL FORC_NODA
NUMBER Of ODRDRE: 1 INST: 0.00000E+00
RESULTANTE_MOMENT
DEPLACEMENTS
MOMENT COMPARED TO THE POINT: 0.00000E+00
0.00000E+00
0.00000E+00
REPERE
GLOBAL
PATH CONNECTING THE NODES:
N69
N70
N71
N87
N88
N89
N97
N98
T9 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM CONCEPT RESU COUNTS:
RESULTAN_1
ISSUE
OF
TABLE
T9
INST:
0.00000E+00
RESULT_X RESULT_Y RESULT_Z MOMENT_X
RESULTANTE
- 1.000000000E+01 - 2.724281611E-11 7.218027734E-11
- 9.744077883E-
12
RESULTANTE
- 2.000000000E+00
- 3.000000000E+00
9.8 Operand
REPERE: “POLAIRE”
9.8.1 Commands
# impression of the tensor of the constraints in reference mark POLAIRE on the arc AC
#
T10 = POST_RELEVE_T (ACTION = _F (
INTITULE = “ex_10”,
PATH = AC,
LOCATE = “POLAR”,
CHAM_GD = SIGMA,
NOM_CMP = (“SIXX”, “SIYY”, “SIZZ”, “SIXY”),
OPERATION = “EXTRACTION”),)
9.8.2 Results
--- POST_TRAITEMENT NUMBER: 1 - FIELD NUMBER: 1
FIELD BY ELEMENT WITH THE NODES
EXTRACTION TENSOR FORCED
POLAR REFERENCE MARK
ARC OF CIRCLE
CENTER: (0.000000E+00, 0.000000E+00)
RAYON: 1.000000E-01
ANGULAR SECTOR: (0.000000E+00, 2.250000E+01)
T10 CONCEPT OF THE TYPE TABL_POST_RELE CALCULATES FROM THE CONCEPT SIGMA
TABLE: EX_10 RESULTING FROM THE T10 TABLE
ABSC_CURV COOR_X COOR_Y COOR_Z SIXX SIYY SIZZ SIXY
00000001 0.00000E+00 1.00000E-01 0.00000E+00 0.00000E+00 - 9.80501E-01 1.64914E+00 2.00593E-01 2.07951E-01
00000002 7.85455E-03 9.96917E-02 7.84647E-03 0.00000E+00 - 9.88675E-01 1.65731E+00 2.00591E-01 1.03814E-01
00000003 1.57084E-02 9.87688E-02 1.56438E-02 0.00000E+00 - 9.88675E-01 1.65730E+00 2.00588E-01 1.03815E-01
00000004 2.35622E-02 9.72369E-02 2.33448E-02 0.00000E+00 - 9.88674E-01 1.65730E+00 2.00589E-01 1.03810E-01
00000005 3.14159E-02 9.51056E-02 3.09017E-02 0.00000E+00 - 9.88673E-01 1.65732E+00 2.00594E-01 1.03813E-01
00000006 3.92699E-02 9.23880E-02 3.82683E-02 0.00000E+00 - 9.96843E-01 1.66550E+00 2.00598E-01 - 3.06827E-04
Handbook of Utilization
U4.8- booklet: Postprocessing and dedicated analyzes
HT-62/06/004/A
Outline document