Project: HiCAD 3-D
Sketch > Draw > Freehand 
You use this function to draw a "freehand" B-spline by using the cursor to define a sequence of points. The B-spline is interpolated by means of these points.
            
        
            
 If the start and end points of a 
 B-spline are identical, the two are joined 
 tangentially.
Clicking 
 opens a menu with further functions: 
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                         Derives cubic splines.  | 
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                         Derives tangential cubic splines.  | 
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                         Derives Akima splines.  | 
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                         Derives B-splines and NURBS.  | 
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                         Derives spirals.  | 
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                         Automatic creation of a curve (Hermite spline) with moderated curvature between 2 points.  | 
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                         Applies parametric or boundary lines of a freeform surface as a curve.  | 
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                         Derives surface curves.  | 
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                         C-edge->NURBS  | 
                    
                         Converts elements of a 3-D sketch to a NURBS curve.  | 
                
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                         Definition of 3-D polylines via vector equations. The support points are connected by lines.  | 
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                         Definition of 3-D polylines via vector equations. The support points are connected by circular arcs.  | 
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                         Smoothes elements of a 3-D sketch.  | 
                
* only for 3-D sketches
            
 If you use theHCM (Parametrics) functions, you can modify curve elements with the dragger. Select Sketch > HCM > Fix... > Spline property to specify the behaviour of the curve during dragging. The following options are possible:
                         
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                         Rigid The curve can only be moved with the dragger.  | 
                
                         
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                         Flexible The curve can be changed dynamically with the cursor.  | 
                
                         
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                         Scalable The curve can be moved, rotated and scaled with the dragger.  | 
                
            
        
3-D Sketch (3-D) • Sketch Functions (3-D)
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