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Insectoids Tutorial

Before you begin this tutorial, please make sure that both Alias Power Animator 8.0 and Insectoids are running.  If you have a problem running Insectoids, see the Installation Instructions page.

In this tutorial, we will have ten insects flying through the vertices of a triangle.  For simplicity, we will represent an insect by a cone.  The tip of the cone will be the head of the insect.  The base of the cone will be its tail.  The cone will have its pivot at the origin and the head pointing in the +Z direction.  To have ten insects, we will have ten copies of this cone.  Our triangle will have four vertices -- A (-5, 0, 0), B (0, 5, 0), C (5, 0, 0) and D (-5, 0, 0).  Since the first and the last vertex are the same, the insects will fly back to their starting point.  I will now walk you through the steps required to accomplish this animation:

Phase I [ In Alias]:

Choose Objects -> Primitives -> Cone and create a Cone at the origin in the Top view.  In the Front view, you will find that the head of the cone is pointing in the +Z direction.  The pivot of the cone is at the origin.  
Choose Edit -> Copy <Ctrl - C> to copy the cone into memory.  Use Edit -> Paste <Ctrl - V> nine times to have a total of ten cones.
Choose Curves -> New Curve and open its options box.  Set the Degree of the Curve to 1.  The curve you will draw now will be a polyline. 
Bring up the Top view, hold down the Alt key and click on A (-5, 0, 0), B (0, 5, 0), C (5, 0, 0) and D (-5, 0, 0) in this order.  You now have the triangle (See Figure 1).  
Choose Pick -> Nothing and using Pick -> Object, pick the triangle.  Bring up the options box in File -> Export -> Save Active As and set File Formats  to OBJ.  In the ensuing Save dialog box, save the triangle in the file /usr/people/aw/efx_rnd_software/insectoids/triangle.obj. 
Choose Utilities -> Minimize to reveal Insectoids.  

Phase II [In Insectoids]:

Click on the Input button and choose the file /usr/people/aw/efx_rnd_software/insectoids/triangle.obj. There are four vertices on the triangle (represented by the Polyline) and thus three stages (AB, BC and CD) are created.   
You can set Seed to any value you like; I found the paths created with a Seed of 250 to be satisfactory.  So in the Seed text box enter 250.
We want ten paths to be generated for ten insects to fly through.   Therefore, in the Number text box enter 10.
The axis along which our insects are pointing must be set as the Orientation axis in Insectoids.  In our case, it is the Z axis which is also the default Orientation axis in Insectoids.  So leave this parameter as it is.
You can save the random paths as Polylines or B-splines.   Since we want our insects to fly through the vertices of the triangle, we will prefer Polylines.  If we wanted them to fly past the vertices we would have chosen B-splines.
We dont touch the Start and End points or the Dont Jitter In parameter.  If we were animating beetles or ants through the triangle, we would have instructed Insectoids to prevent jitter in the Z axis (See Figure 3 and 4).
Navigate to the bottom of the user interface to set Maximum Distance to 3, leave Roughness % at 50 and  Iterations to 5.  Hit the To All button present beside each of these parameters to copy their values to all stages.
Hit the Process button.  In the status bar, Insectoids tells that 10 paths (insects) are being generated and that a minimum of 101 frames is required for the insects to visit all points on the path.  The generated paths are saved into a file output.obj in the directory where you started Insectoids.

Phase III [In Alias]: 

Click on the Alias icon to restore the application to the state you left it. 
Choose File -> Import and import the random paths from the file output.obj.
Choose Windows -> SBD to bring up the SBD window.  In this window, you can see that there are individual nodes for ten cones and a single node (with ten subnodes) for the random paths. 
Bring up the options box of Anim -> Set Motion.   Set the value of EndFrame to 101 as suggested by Insectoids.  Hit Save to store the changes.
Now start assigning motion paths to the insects.  The following pseudocode tells you how:
for i = 1st to 10th Cone
do
     Pick the ith Cone from the SBD Window
     Choose Anim -> Set Motion
     Pick the ith random Path from the SBD Window
done
To play the animation, set the Time Slider to Min|Max mode and hit the Play button.  For a better view, you might want to make the grid (Display -> Tgl Grid) as well as the random paths invisible (Use Pick -> Object to pick the random paths and choose ObjectDisplay -> Invisible).  

You can see a simple flipbook of this animation now. Once the browser loads the images, use the PageUp and PageDown key to rapidly move through Figures 5 to 12
When rendering the animation you must skip the first four frames to account for the out-growth Insectoids adds for each path.  Therefore you render from frame 5 to frame 101.

  triangle.gif (14295 bytes)  
Figure 1 The insects fly through the vertices of this triangle  

 

  paths_persp.gif (19281 bytes)  
Figure 2

The random paths passing through the vertices of the triangle

 

 

  paths_noz_persp.gif (16965 bytes)  
Figure 3 The same random paths with their jitter cut along the Z axis.  Notice a makeshift ant holding on to a path out-growth created by Insectoids.   

 

 

  beetles_persp.gif (22338 bytes)  
Figure 4 Makeshift ants on the move  

 

  flight_A_top.gif (9789 bytes)  
Figure 5 Insects starting out from A  

 

  flight_AB_top.gif (10212 bytes)  
Figure 6 Insects enroute to B  

 

  flight_B_top.gif (9769 bytes)  
Figure 7 Insects almost at B  

 

  flight_BC_top.gif (10118 bytes)  
Figure 8 Insects reaching out to C  

 

  flight_C_top.gif (9751 bytes)  
Figure 9 Insects almost at C  

 

 

  flight_CA_top.gif (10103 bytes)  
Figure 10 Insects flying back to A [= D]  

 

  flight_CA1_top.gif (10211 bytes)  
Figure 11 Insects enroute to A [= D]  

 

  flight_A1_top.gif (9720 bytes)  
Figure 12 Insects back where they started  

 

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Copyright (c) 1998 Jaganathan Sampath
All Rights Reserved


This page was last updated on: December 9, 1998
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