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This task shows how to create a blended surface, which is a surface
between two wireframe elements, taking a number of constraints into
account, such as tension, continuity, and so forth. Several cases are
worth surveying:
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Open the
Blend1.CATPart document. |
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Click Blend
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The Blend Definition dialog box is displayed. |
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Creating a Blend between Curves
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Successively select the first curve and its support, then
the second curve and its support.
These can be surface edges, or any curve.
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Set the continuity type under the Basic tab.
It defines the continuity connection between the
newly created surface and the curves on which it lies. |
The illustration above, shows the Tangency
continuity, and the following illustrations show the Point
and Curvature continuity types: |
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Point continuity on both limits |
Curvature |
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Activate the Trim first/second support option,
on one or both support surfaces to trim them by the curve and assemble
them to the blend surface:
By default the blend surface borders are tangent to the support
surface borders. |
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You can also specify whether and where the blend boundaries
must be tangent to the supports boundaries:
- Both extremities: the tangency constraint applies at
both ends of the curve
- None: the tangency constraint is disregarded
- Start extremity: the tangency constraint applies at
the start endpoint of the curve only
- End extremity: the tangency constraint applies at
the end endpoint of the curve only
The Start and End extremities are defined according to the arrows
in the blended surface's preview. |
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Set the tension type under the Tension tab.
It defines the tension of the blend at its limits.
It can be constant or linear, and can be set for each limit
independently.
A third tension type is available: S Type.
It enables to set a variable tension. |
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If you choose any of the tension
types in the drop-down list, the Default option is
deselected. |
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Click OK to create the blended
surface.
The surface (identified as Blend.xxx) is added to the
specification tree. |
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Creating a Blend between Closed Contours
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Successively select two contours.
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Click Preview.
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Under the Closing Points tab, use the
contextual menu and choose Create Projection on the First
closing point field.
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The Projection Definition dialog box is displayed. |
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Select the closing point on the second
contour, then the first curve onto which the point is to be projected.
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Click OK in the Projection
Definition dialog box.
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Click OK in the Blend Definition
dialog box to create the blended surface.
The surface (identified as Blend.xxx) is added to the
specification tree. |
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Creating a Coupling Blend
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Select the elements to be blended and click
Preview.
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Select the Coupling / Spine tab
and define the coupling type.
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Ratio:
the curves are coupled according to the curvilinear abscissa ratio.
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Tangency : the curves are coupled according to their tangency
discontinuity points. If they do not have the same number of
points, they cannot be coupled using this option.
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Tangency then curvature: the curves are coupled according to
their tangency continuity first then curvature discontinuity
points. If they do not have the same number of points, they cannot
be coupled using this option.
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Vertices: the curves are coupled according to their vertices.
If they do not have the same number of vertices, they cannot be
coupled using this option.
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When using the above coupling types, the Spine field
is disabled. |
Spine: the curve are coupled
using a spine curve. This curve can either be a new curve or one of
the curves already specified. If no spine is explicitly selected, the
first curve is used as the default one.
Here is how the blended surface is computed using this coupling mode:
at any given point on the spine, a plane normal to the spine is first
computed then coupling points corresponding to the intersection of
this plane with the limit curves are computed. The blended surface
corresponds to the set of lines created with the coupled points. This
construction is similar to the one used when creating swept surfaces
using a linear profile and two guide curves.
In the Spine field, select the spine curve.
When using this option, the Display coupling curves option is
disabled and any manual coupling is removed. |
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Click in the coupling list or choose
Add in the contextual menu and manually select a point on the first
section.
The Coupling dialog box is displayed. |
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Select a corresponding coupling point on
each section.
The Coupling dialog box is updated consequently, and
the coupling curve is previewed, provided the Display coupling
curves option is active.
When a coupling point has been defined on each
section, this dialog box automatically disappears. |
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Click OK in the Blend Definition
dialog box to create the blended surface.
The surface (identified as Blend.xxx) is added to the
specification tree. |
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Defining Smooth Parameters
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In the Smooth parameters section, you can check:
- Angular Correction to smooth the blending motion
along the reference guide curves. This may be necessary when small
discontinuities are detected with regards to the spine tangency or the
reference guide curves' normal. The smoothing is done for any
discontinuity which angular deviation is smaller than the input value,
and therefore helps generating better quality for the resulting blended
surface.
Over 0.01 degree, the smoothing is cancelled.
By default, the angular correction is set to 0.5 degree.
- Deviation to smooth the blending motion by
deviating from the guide curve(s). A smoothing is performed using
correction default parameters in tangency and curvature.
By default, the deviation is set to 0.001mm, as defined in Tools >
Options. Refer to General Settings for more information.
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- Selecting a support is not compulsory.
- You can create closing points using the contextual menu
directly on one of the selected curves, providing no closing point
already exists.
- Use the Replace, Remove, or Reverse buttons, to manage the
selected elements (curves, support, closing and coupling points).
- You can use the contextual menu on the texts displayed on the
geometry to set the continuities, trim the supports or manage the
curves and support in general.
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