To fully define the body force propeller method, the corresponding child
nodes need to be defined. These can be found within the node.
A virtual disk defined using the body force propeller method provides the following sub-nodes:
- Propeller Curve
- Specifies the
propeller performance curve based on the data that you provide for thrust
coefficient Kt, torque coefficient Kq, and propeller efficiency as a
function of advance ratio J. You can provide this data either as polynomial
functions or as a table.
-
Method |
Child Node |
Polynomial
(J)Define a polynomial for each
quantity. |
- Polynomial (J)
- For each of the properties Kt = f(J),
Kq = f(J), and Eta =
f(J), define the characteristic polynomial
using the editor dialog that appears when you click
the custom editor
.
|
Table (J) |
- Table (J)
- After choosing the correct imported table in
Table, match the Table:
J, Table: Kt, Table:
Kq, and Table: Eta properties
with their respective columns in the chosen
table.
|
- Disk Geometry
- See Virtual Disk Model Reference.
- Radial Distribution Option
- The single property, Thrust and Torque Distribution, allows
you to choose between using the Same
Distribution for both thrust and torque
definitions, or using a Different
Distribution for each.
- When you choose Different
Distribution, the Thrust and Torque Specification
node is replaced by individual nodes for Thrust
Specification and Torque
Specification.
- Thrust and Torque Specification,
Thrust Specification, and Torque
Specification
- These
nodes all function in the same way. After selecting the Method by which to set the distribution, complete the properties
on the corresponding child node.
For all methods, the
radial thrust and torque distributions must be specified as function of
the dimensionless normalized disk span
as given by Eqn. (4978).
-
Method |
Value Nodes and Properties |
Field Function Distribution |
- Field Function Distribution
- Set Scalar Function to a user-defined
field function that defines the the radial force
distribution in terms of the field function that
represents the normalized disk span
(see Virtual Disk Field Functions. For example,
to specify the Goldstein distribution as a
user-defined field function:
${VirtualDiskNormalizedSpanStar1} *
sqrt(1.0
-${VirtualDiskNormalizedSpanStar1})
|
Goldstein's Optimum
Distribution |
- Goldstein's Optimum Distribution
- Distributions are calculated by using the Goldstein
Optimum distribution. For more information, see
Body Force Propeller Method. No additional
properties.
|
Polynomial Distribution |
- Polynomial Distribution
- Define the Polynomial using the usual
methods. See Setting Values Using a Polynomial.
|
Tabular Distribution |
- Set Input Table to the name of the
table under the node that contains the torque or
thrust data. Complete the setup by assigning the
respective table columns to Table: Data
and Table: Normalized Span Star. You
can optionally activate Cubic
Interpolation.
|
- Inflow Specification
- The inflow specification defines how Simcenter STAR-CCM+ samples the velocity
upstream of the virtual disk. If the operation point is set to Thrust (T) or
Torque (Q), the inflow density value is also required.
-
Method |
Value Node Properties |
- Constant Inflow Values
- Typical use: towing tank with single velocity.
You
specify the inflow velocity vector and the inflow
density directly as single values. The inflow
values remain constant throughout the simulation.
This setup leads to a fixed advance ratio and
corresponding fixed
and
. Constant inflow
values correspond to a fixed operating point on
the user-specified propeller performance curve.
This method is not compatible with motion—that
is, with dynamic fluid body interaction, moving
reference frames, or rigid-body motion.
|
- Inflow
Velocity
- Constant inflow velocity vector.
- Inflow
Density
- Constant inflow density.
- Coordinate
System
- The
inflow velocity vector is specified with respect to
this coordinate system.
|
- Inflow Velocity Boundary
- Typical use: towing tank with varying inflow
velocities.
The
velocity and density values on the selected inflow
velocity boundaries are area-averaged over the
boundary. The area-averaged velocity vector is
then projected onto the local coordinate system of
the virtual disk.
|
- Inflow
Boundary
- Inflow boundary surfaces over which the boundary
face velocities and boundary face densities are
area-averaged to obtain a single value inflow
velocity vector and an inflow density. The inflow
velocity vector is projected onto the local
coordinate system of the virtual disk.
|
- Inflow Velocity Plane
- Typical use: self-propulsion; averaged local
behavior.
The
inflow velocity plane is located upstream of the
virtual disk and is always oriented with respect
to the direction of the virtual disk normal.
You
can switch on/off the associated velocity
correction using the Induced Velocity
Correction Option control. The
velocity components and the density of the fluid
approaching the virtual disk are volume-averaged
over the inflow velocity plane. The averaged
velocity components are then projected onto the
normal plane of the virtual disk to yield one
average velocity vector value. 
|
- Inflow Plane Radius
- Radius of the inflow velocity plane. You are
advised to use a value that is approximately 10%
larger than the virtual disk radius.
- Inflow Plane
Offset
- Offset in the normal (z) direction of the virtual
disk. You specify the offset with respect to the
virtual disk origin.
For
the Body Force Propeller method, you are
advised to use an offset of between 1% to 10% of
the virtual disk diameter.
- Local Coordinate
System
- Reference to the local virtual disk coordinate
system (read-only).
|
- Sampled Velocity Plane
- (Body
Force Propeller Method only)
Typical use: self propulsion; capture local
velocity behavior. Also used for cross-flow or
with coaxial propellers. The
sampled velocity plane is located upstream of the
virtual disk and is always oriented with respect
to the direction of the virtual disk normal. The
local velocity components of the inflow plane are
mapped to the cells on the disk during each
iteration. You
can switch on/off the associated velocity
correction using the Induced Velocity
Correction Option control.
With this option, the velocity at each cell is
used to calculate the local values of
and
.
When selected, the sampled local velocity is not
averaged, but is instead used to calculate the
advance ratio
locally, for all of
the cells across the virtual disk. Therefore, the
influence of the local velocity field on the
propeller is better captured with this method.
For optimum results, it is recommended that the
mesh on the cross section of the sampled inflow
plane and virtual disk are identical.
|
- Sampled
Plane Radius
- Radius of the sampled velocity plane. This is a
read-only property that is set equal to the disk
outer radius.
- Sampled
Plane Offset
- Offset in the normal (z) direction of the virtual
disk. You specify the offset with respect to the
virtual disk origin.
For
the body force propeller method, you are advised
to use an offset of between 1% to 10% of the
virtual disk diameter.
- Local
Coordinate System
- As
per the Inflow Velocity Plane method.
|
- Induced Velocity Correction Option
- Controls the usage of the
induced velocity correction—the automatic iterative correction for the
propeller-induced effects.
The propeller-induced velocity has an impact
on either the averaged inflow velocity (for Inflow Velocity Plane method)
or the sampled inflow velocity (for Sampled Velocity Plane method). For the
latter, the correction is applied on a cell-by-cell basis using the
local velocity.
The
default setting is ON. To switch off the induced velocity
correction, set Induced Velocity
Correction to Off.
- Propeller Handedness Option
- Choose between right-handed or left-handed orientation. For a definition
of the propeller handedness and how it affects the direction of rotation,
see Propeller Handedness. Set Option to:
- Right
Handed: A right-handed propeller always
rotates in the counter-clockwise direction with respect to the
positive z-axis of the local coordinate system of the virtual
disk.
- Left
Handed: A left-handed propeller always
rotates in the clockwise direction with respect to the positive
z-axis of the local coordinate system of the virtual disk.
- Operation Point Input Option
- The operation point defines where on the specified
propeller performance curve you want to perform the simulation. A
corresponding value node appears alongside on which you set the value for
the chosen quantity.
-
Option |
Corresponding Value Node |
Rotation Rate (n) |
- Rotation
Rate
- Set Rotation Rate to the
required operation point.
|
Thrust (T) |
- Thrust
- Set Thrust to the
required operation point.
|
Torque (Q) |
- Torque
- Set Torque to the
required operation point.
|