October 10, 2011 0

Algo homework 2

By in Algorithmic Animation, Fall 2011

Animation Experiment

Based on the work of Robin Rhode, make an animation with still images. If you can, cross fade between them. Can you tell a story with just a few frames? Think especially of using people and or mixing scales. Do not doctor the images, and keep the camera stationary.


Fastest Non Moving Speed

Find the fastest speed for the square to move across the screen and have the motion be imperceptible. Time how long it takes for the square to move across the screen and measure the physical (not pixel) distance. What is this speed in inches/second? For kicks, What is it in in mph?

Video Coming Soon.

Fastest Still Perceptible Speed

Find the fastest speed for the square to move across the screen and have the motion be still perceived as continuous (not discrete jumps). Time how long it takes for the square to move across the screen and measure the physical (not pixel) distance. What is this speed in inches/second? What is this rate in mph?

in/sec: 8.692 [5.25 inches / 0.604 sec]

mph: 0.4939 [8.28598485 * 10-5 miles / 0.000167777778 hour]

Click to Change pta and ptb

Make an application where whenever you click, you change either the ptA position or the ptB position to the mouse position, alternating every time you click.

Download source here.

Shaper Controls Something

Make the shape code control another property of the object, such as its size or color. Make the nicest composition that you can. Try to make it elegant and organic.

Download source here.

Multiple Xenos

Make a series of xeno objects which follow the mouse, each at different rates. give them slightly different colors so that you can perceive them as independent objects. you will have to modify the rectangle object so that they can have unique colors.

Download source here.

Multiple Xenos Trail

Make an array of xeno objects where the first element follows the mouse, the second element follows the first, the third follows the second, etc.

Download source here.

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