Pressure
The Pressure PropertyManager
applies uniform or nonuniform (variable) pressure to faces for use in
structural (static, frequency, buckling, nonlinear and dynamic) studies.
Uniform pressure is applied in the specified direction with uniform distribution
to all selected faces. Pressure can be applied normal to the selected
faces or it can be applied in some other direction. For example, hydrostatic
pressure is normal to faces, while the snow on a sloped roof applies a
vertical pressure and a wind blowing horizontally applies a horizontal
pressure.
The equivalent force magnitude generated by pressure is equal to the
pressure value times the area of the face. However, the net equivalent
force depends on the geometry of the face and the direction of the pressure.
For example, the reaction force resulting from applying a hydrostatic
pressure on a full cylindrical face is zero due to symmetry.
Nonuniform pressure is described by a multiplier and a pressure distribution.
The pressure distribution is described by the coefficients of a second-order
polynomial in terms of a reference coordinate system.
The
coordinate system should be oriented such that the distribution on the
target face varies with respect to the x and y
coordinates only.
In an assembly, you can use
reference geometry from the assembly or the components (parts and sub-assemblies)
of the assembly.
Faces, Edges
for Pressure . Select faces of solid models or
edges and faces of shell models to apply the pressure.
Face, Edge,
Plane, Axis for Direction . Select a reference entity
to specify the direction of pressure. This option appears only if you
select Use reference geometry.
Pressure Value.
Sets the Units and
the Pressure value .
Variation with
Time. For linear and nonlinear dynamic studies, you can define
a time-dependent pressure.
Nonuniform Distribution.
If checked, allows you to specify options for nonuniform pressure.
Select a
Coordinate System . Select a coordinate system to
define the nonuniform pressure.
Equation
Coefficients. Sets the polynomial coefficients which describe the
spatial variation of the pressure in the selected coordinate system. The coefficients should be specified based on
the units of X and Y
as shown in the following table:
Selected Unit System |
Units of X and Y |
Units of "Value" |
SI |
m (meters) |
N/m2 or N/mm2
(MPa) |
English (IPS) |
in (inch) |
psi |
Metric (G) |
cm (centimeters) |
Kilogram force/cm2 |
NOTES:
The nonuniform pressure distribution is defined by a reference coordinate
system and the associated coefficients of a second-order polynomial.
p(X,Y)
= V* (A + B*X
+ C*Y
+ D*X*Y +
E*X^2 + F*Y^2)
Where:
p(X,Y)
= magnitude of pressure applied at a point with coordinates x and y
V is
the value specified in the Pressure value
field.
X, Y
= coordinates
of the point relative to the selected coordinate system. The coordinate
values depend on the selected Units
system.
A,
B, C,
D, E,
and F
are polynomial coefficients. Their values depend on the selected Units system.
*
indicates multiplication