Overview | Statement List | Example
ANLSIS/VOLREV,{XAXIS|YAXIS},d[,TOLER,t],obj list,{INCHES|MMETER|CMETER|METER},variable list
Analyzes a solid defined by rotating a list of objects about the XC or YC axis. The objects must be boundary objects to form a main boundary and any desired sub-boundaries (holes, etc.). You may define the objects by specifying a bounded plane.
|
Parameter |
Description |
|
VOLREV |
Minor word which indicates that an analysis of the volume formed by revolving a two dimensional figure about either the X or the Y axis of the work coordinate system is desired. |
|
XAXIS,YAXIS |
Minor word that indicates the axis about which the volume of revolution is to be generated. |
|
d |
The density per unit volume for the material required. |
|
TOLER |
Minor word which indicates that the following parameter is a tolerance value. |
|
t |
The chordal tolerance which is used to generate the boundary for the volume of revolution. |
|
obj list |
The object list must consist of a bounded plane or a main boundary followed by any sub-boundaries which may be required.
The direction for sub-boundaries, which must be opposite of the direction of the main boundary, is established by the sequence of objects in the boundary statement. |
|
INCHES,MMETER,CMETER,METER |
Minor words which determine whether the unit value for the analysis is inches, millimeters, centimeters, or meters respectively. |
|
variable list |
A numeric array that is assigned values as shown in the following table. |
|
Analysis |
Acronym |
Variable |
|
Area |
|
n(1) |
|
Volume |
|
n(2) |
|
Mass |
|
n(3) |
|
Center of mass |
XBAR |
n(4) |
|
Center of mass |
YBAR |
n(5) |
|
Center of mass |
ZBAR |
n(6) |
|
First moment |
MYZ |
n(7) |
|
First moment |
MXZ |
n(8) |
|
First moment |
MXY |
n(9) |
|
Moment of inertia-work |
IXXW |
n(10) |
|
Moment of inertia-work |
IYYW |
n(11) |
|
Moment of inertia-work |
IZZW |
n(12) |
|
Moment of inertia-centroidal |
IXX |
n(13) |
|
Moment of inertia-centroidal |
IYY |
n(14) |
|
Moment of inertia-centroidal |
IZZ |
n(15) |
|
Spherical moment of inertia |
|
n(16) |
|
Product of inertia-work |
PYZW |
n(17) |
|
Product of inertia-work |
PXZW |
n(18) |
|
Product of inertia-work |
PXYW |
n(19) |
|
Product of inertia-centroidal |
PYZ |
n(20) |
|
Product of inertia-centroidal |
PXZ |
n(21) |
|
Product of inertia-centroidal |
PXY |
n(22) |
|
Principal axis |
XPX |
n(23) |
|
Principal axis |
XPY |
n(24) |
|
Principal axis |
XPZ |
n(25) |
|
Principal axis |
YPX |
n(26) |
|
Principal axis |
YPY |
n(27) |
|
Principal axis |
YPZ |
n(28) |
|
Principal axis |
ZPX |
n(29) |
|
Principal axis |
ZPY |
n(30) |
|
Principal axis |
ZPZ |
n(31) |
|
Principal moment of inertia |
IXXP |
n(32) |
|
Principal moment of inertia |
IYYP |
n(33) |
|
Principal moment of inertia |
IZZP |
n(34) |
|
Radius of gyration-work |
RGXW |
n(35) |
|
Radius of gyration-work |
RGYW |
n(36) |
|
Radius of gyration-work |
RGZW |
n(37) |
|
Radius of gyration-centroidal |
RGX |
n(38) |
|
Radius of gyration-centroidal |
RGY |
n(39) |
|
Radius of gyration-centroidal |
RGZ |
n(40) |
|
Spherical radius of gyration |
|
n(41) |
|
Density |
|
n(42) |