Name: Function at Nodal DOF Status: Current Owner: Test Revision Date: 30-Jun-1999
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Record 1: Format(80A1)
Field 1 - ID Line 1
NOTE
ID Line 1 is generally used for the function
description.
Record 2: Format(80A1)
Field 1 - ID Line 2
Record 3: Format(80A1)
Field 1 - ID Line 3
NOTE
ID Line 3 is generally used to identify when the
function was created. The date is in the form
DD-MMM-YY, and the time is in the form HH:MM:SS,
with a general Format(9A1,1X,8A1).
Record 4: Format(80A1)
Field 1 - ID Line 4
Record 5: Format(80A1)
Field 1 - ID Line 5
Record 6: Format(2(I5,I10),2(1X,10A1,I10,I4))
DOF Identification
Field 1 - Function Type
0 - General or Unknown
1 - Time Response
2 - Auto Spectrum
3 - Cross Spectrum
4 - Frequency Response Function
5 - Transmissibility
6 - Coherence
7 - Auto Correlation
8 - Cross Correlation
9 - Power Spectral Density (PSD)
10 - Energy Spectral Density (ESD)
11 - Probability Density Function
12 - Spectrum
13 - Cumulative Frequency Distribution
14 - Peaks Valley
15 - Stress/Cycles
16 - Strain/Cycles
17 - Orbit
18 - Mode Indicator Function
19 - Force Pattern
20 - Partial Power
21 - Partial Coherence
22 - Eigenvalue
23 - Eigenvector
24 - Shock Response Spectrum
25 - Finite Impulse Response Filter
26 - Multiple Coherence
27 - Order Function
28 - Phase Compensation
Field 2 - Function Identification Number
Field 3 - Version Number, or sequence number
Field 4 - Load Case Identification Number
0 - Single Point Excitation
Field 5 - Response Entity Name ("NONE" if unused)
Field 6 - Response Node
Field 7 - Response Direction
0 - Scalar
1 - +X Translation 4 - +X Rotation
-1 - -X Translation -4 - -X Rotation
2 - +Y Translation 5 - +Y Rotation
-2 - -Y Translation -5 - -Y Rotation
3 - +Z Translation 6 - +Z Rotation
-3 - -Z Translation -6 - -Z Rotation
Field 8 - Reference Entity Name ("NONE" if unused)
Field 9 - Reference Node
Field 10 - Reference Direction (same as field 7)
NOTE
Fields 8, 9, and 10 are only relevant if field 4
is zero.
Record 7: Format(3I10,3E13.5)
Data Form
Field 1 - Ordinate Data Type
2 - real, single precision
4 - real, double precision
5 - complex, single precision
6 - complex, double precision
Field 2 - Number of data pairs for uneven abscissa
spacing, or number of data values for even
abscissa spacing
Field 3 - Abscissa Spacing
0 - uneven
1 - even (no abscissa values stored)
Field 4 - Abscissa minimum (0.0 if spacing uneven)
Field 5 - Abscissa increment (0.0 if spacing uneven)
Field 6 - Z-axis value (0.0 if unused)
Record 8: Format(I10,3I5,2(1X,20A1))
Abscissa Data Characteristics
Field 1 - Specific Data Type
0 - unknown
1 - general
2 - stress
3 - strain
5 - temperature
6 - heat flux
8 - displacement
9 - reaction force
11 - velocity
12 - acceleration
13 - excitation force
15 - pressure
16 - mass
17 - time
18 - frequency
19 - rpm
20 - order
21 - sound pressure
22 - sound intensity
23 - sound power
Field 2 - Length units exponent
Field 3 - Force units exponent
Field 4 - Temperature units exponent
NOTE
Fields 2, 3 and 4 are relevant only if the
Specific Data Type is General, or in the case of
ordinates, the response/reference direction is a
scalar, or the functions are being used for
nonlinear connectors in System Dynamics Analysis.
See Addendum 'A' for the units exponent table.
Field 5 - Axis label ("NONE" if not used)
Field 6 - Axis units label ("NONE" if not used)
NOTE
If fields 5 and 6 are supplied, they take
precendence over program generated labels and
units.
Record 9: Format(I10,3I5,2(1X,20A1))
Ordinate (or ordinate numerator) Data Characteristics
Record 10: Format(I10,3I5,2(1X,20A1))
Ordinate Denominator Data Characteristics
Record 11: Format(I10,3I5,2(1X,20A1))
Z-axis Data Characteristics
NOTE
Records 9, 10, and 11 are always included and
have fields the same as record 8. If records 10
and 11 are not used, set field 1 to zero.
Record 12:
Data Values
Ordinate Abscissa
Case Type Precision Spacing Format
-------------------------------------------------------------
1 real single even 6E13.5
2 real single uneven 6E13.5
3 complex single even 6E13.5
4 complex single uneven 6E13.5
5 real double even 4E20.12
6 real double uneven 2(E13.5,E20.12)
7 complex double even 4E20.12
8 complex double uneven E13.5,2E20.12
--------------------------------------------------------------
NOTE
See Addendum 'B' for typical FORTRAN READ/WRITE
statements for each case.
General Notes:
1. ID lines may not be blank. If no information is required,
the word "NONE" must appear in columns 1 through 4.
2. ID line 1 appears on plots in Finite Element Modeling and is
used as the function description in System Dynamics Analysis.
3. Dataloaders use the following ID line conventions
ID Line 1 - Model Identification
ID Line 2 - Run Identification
ID Line 3 - Run Date and Time
ID Line 4 - Load Case Name
4. Coordinates codes from MODAL-PLUS and MODALX are decoded into
node and direction.
5. Entity names used in System Dynamics Analysis prior to I-DEAS
Level 5 have a 4 character maximum. Beginning with Level 5,
entity names will be ignored if this dataset is preceded by
dataset 259. If no dataset 259 precedes this dataset, then the
entity name will be assumed to exist in model bin number 1.
6. Record 10 is ignored by System Dynamics Analysis unless load
case = 0. Record 11 is always ignored by System Dynamics
Analysis.
7. In record 6, if the response or reference names are "NONE"
and are not overridden by a dataset 259, but the correspond-
ing node is non-zero, System Dynamics Analysis adds the node
and direction to the function description if space is sufficie
8. ID line 1 appears on XY plots in Test Data Analysis along
with ID line 5 if it is defined. If defined, the axis units
labels also appear on the XY plot instead of the normal
labeling based on the data type of the function.
9. For functions used with nonlinear connectors in System
Dynamics Analysis, the following requirements must be
adhered to:
a) Record 6: For a displacement-dependent function, the
function type must be 0; for a frequency-dependent
function, it must be 4. In either case, the load case
identification number must be 0.
b) Record 8: For a displacement-dependent function, the
specific data type must be 8 and the length units
exponent must be 0 or 1; for a frequency-dependent
function, the specific data type must be 18 and the
length units exponent must be 0. In either case, the
other units exponents must be 0.
c) Record 9: The specific data type must be 13. The
temperature units exponent must be 0. For an ordinate
numerator of force, the length and force units
exponents must be 0 and 1, respectively. For an
ordinate numerator of moment, the length and force
units exponents must be 1 and 1, respectively.
d) Record 10: The specific data type must be 8 for
stiffness and hysteretic damping; it must be 11
for viscous damping. For an ordinate denominator of
translational displacement, the length units exponent
must be 1; for a rotational displacement, it must
be 0. The other units exponents must be 0.
e) Dataset 217 must precede each function in order to
define the function's usage (i.e. stiffness, viscous
damping, hysteretic damping).
Addendum A
In order to correctly perform units conversion, length, force, and
temperature exponents must be supplied for a specific data type of
General; that is, Record 8 Field 1 = 1. For example, if the function
has the physical dimensionality of Energy (Force * Length), then the
required exponents would be as follows:
Length = 1
Force = 1 Energy = L * F
Temperature = 0
Units exponents for the remaining specific data types should not be
supplied. The following exponents will automatically be used.
Table - Unit Exponents
-------------------------------------------------------
Specific Direction
---------------------------------------------
Data Translational Rotational
---------------------------------------------
Type Length Force Temp Length Force Temp
-------------------------------------------------------
0 0 0 0 0 0 0
1 (requires input to fields 2,3,4)
2 -2 1 0 -1 1 0
3 0 0 0 0 0 0
5 0 0 1 0 0 1
6 1 1 0 1 1 0
8 1 0 0 0 0 0
9 0 1 0 1 1 0
11 1 0 0 0 0 0
12 1 0 0 0 0 0
13 0 1 0 1 1 0
15 -2 1 0 -1 1 0
16 -1 1 0 1 1 0
17 0 0 0 0 0 0
18 0 0 0 0 0 0
19 0 0 0 0 0 0
--------------------------------------------------------
NOTE
Units exponents for scalar points are defined within
System Analysis prior to reading this dataset.
Addendum B
There are 8 distinct combinations of parameters which affect the
details of READ/WRITE operations. The parameters involved are
Ordinate Data Type, Ordinate Data Precision, and Abscissa Spacing.
Each combination is documented in the examples below. In all cases,
the number of data values (for even abscissa spacing) or data pairs
(for uneven abscissa spacing) is NVAL. The abcissa is always real
single precision. Complex double precision is handled by two real
double precision variables (real part followed by imaginary part)
because most systems do not directly support complex double precision.
CASE 1
REAL
SINGLE PRECISION
EVEN SPACING
Order of data in file Y1 Y2 Y3 Y4 Y5 Y6
Y7 Y8 Y9 Y10 Y11 Y12
.
.
.
Input
REAL Y(6)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(Y(I),I=1,6)
1000 FORMAT(6E13.5)
NPRO=NPRO+6
.
. code to process these six values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
REAL Y(6)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these six values
.
WRITE(LUN,1000,ERR= )(Y(I),I=1,6)
1000 FORMAT(6E13.5)
NPRO=NPRO+6
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 2
REAL
SINGLE PRECISION
UNEVEN SPACING
Order of data in file X1 Y1 X2 Y2 X3 Y3
X4 Y4 X5 Y5 X6 Y6
.
.
.
Input
REAL X(3),Y(3)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(X(I),Y(I),I=1,3)
1000 FORMAT(6E13.5)
NPRO=NPRO+3
.
. code to process these three values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
REAL X(3),Y(3)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these three values
.
WRITE(LUN,1000,ERR= )(X(I),Y(I),I=1,3)
1000 FORMAT(6E13.5)
NPRO=NPRO+3
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 3
COMPLEX
SINGLE PRECISION
EVEN SPACING
Order of data in file RY1 IY1 RY2 IY2 RY3 IY3
RY4 IY4 RY5 IY5 RY6 IY6
.
.
.
Input
COMPLEX Y(3)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(Y(I),I=1,3)
1000 FORMAT(6E13.5)
NPRO=NPRO+3
.
. code to process these six values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
COMPLEX Y(3)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these three values
.
WRITE(LUN,1000,ERR= )(Y(I),I=1,3)
1000 FORMAT(6E13.5)
NPRO=NPRO+3
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 4
COMPLEX
SINGLE PRECISION
UNEVEN SPACING
Order of data in file X1 RY1 IY1 X2 RY2 IY2
X3 RY3 IY3 X4 RY4 IY4
.
.
.
Input
REAL X(2)
COMPLEX Y(2)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(X(I),Y(I),I=1,2)
1000 FORMAT(6E13.5)
NPRO=NPRO+2
.
. code to process these two values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
REAL X(2)
COMPLEX Y(2)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these two values
.
WRITE(LUN,1000,ERR= )(X(I),Y(I),I=1,2)
1000 FORMAT(6E13.5)
NPRO=NPRO+2
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 5
REAL
DOUBLE PRECISION
EVEN SPACING
Order of data in file Y1 Y2 Y3 Y4
Y5 Y6 Y7 Y8
.
.
.
Input
DOUBLE PRECISION Y(4)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(Y(I),I=1,4)
1000 FORMAT(4E20.12)
NPRO=NPRO+4
.
. code to process these four values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
DOUBLE PRECISION Y(4)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these four values
.
WRITE(LUN,1000,ERR= )(Y(I),I=1,4)
1000 FORMAT(4E20.12)
NPRO=NPRO+4
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 6
REAL
DOUBLE PRECISION
UNEVEN SPACING
Order of data in file X1 Y1 X2 Y2
X3 Y3 X4 Y4
.
.
.
Input
REAL X(2)
DOUBLE PRECISION Y(2)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(X(I),Y(I),I=1,2)
1000 FORMAT(2(E13.5,E20.12))
NPRO=NPRO+2
.
. code to process these two values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
REAL X(2)
DOUBLE PRECISION Y(2)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these two values
.
WRITE(LUN,1000,ERR= )(X(I),Y(I),I=1,2)
1000 FORMAT(2(E13.5,E20.12))
NPRO=NPRO+2
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 7
COMPLEX
DOUBLE PRECISION
EVEN SPACING
Order of data in file RY1 IY1 RY2 IY2
RY3 IY3 RY4 IY4
.
.
.
Input
DOUBLE PRECISION Y(2,2)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )((Y(I,J),I=1,2),J=1,2)
1000 FORMAT(4E20.12)
NPRO=NPRO+2
.
. code to process these two values
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
DOUBLE PRECISION Y(2,2)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up these two values
.
WRITE(LUN,1000,ERR= )((Y(I,J),I=1,2),J=1,2)
1000 FORMAT(4E20.12)
NPRO=NPRO+2
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
CASE 8
COMPLEX
DOUBLE PRECISION
UNEVEN SPACING
Order of data in file X1 RY1 IY1
X2 RY2 IY2
.
.
.
Input
REAL X
DOUBLE PRECISION Y(2)
.
.
.
NPRO=0
10 READ(LUN,1000,ERR= ,END= )(X,Y(I),I=1,2)
1000 FORMAT(E13.5,2E20.12)
NPRO=NPRO+1
.
. code to process this value
.
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
Output
REAL X
DOUBLE PRECISION Y(2)
.
.
.
NPRO=0
10 CONTINUE
.
. code to set up this value
.
WRITE(LUN,1000,ERR= )(X,Y(I),I=1,2)
1000 FORMAT(E13.5,2E20.12)
NPRO=NPRO+1
IF(NPRO.LT.NVAL)GO TO 10
.
. continued processing
.
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