Planar Study
1. Four Sketches using only planes. (Bristol, Chipboard, Hot glue)
2. You can use straight planes, bent planes, curved planes (2D), and twisting planes (3d). You can use as many pieces as you want, but have to use at least 5 elements.
3. The first must represent and animal, the second a person in action, the third a monster or spaceship, and the fourth of your choice.
4. They dont all have to be connected, be conscious of the negative space, use a base if neccesary.
Remember the Sam and Josh show in class...When is negative space too much....when is it too little....
5. These should not be representational versions of your ideas chosen....The should capture the energy, the grace, and or the gesture... There should be a strong feeling of the object or action chosen. No representational details!!!
Showing posts with label students. Show all posts
Showing posts with label students. Show all posts
Tuesday, September 21, 2010
Monday, February 15, 2010
My Sophomore Class at Pratt
I currently teach a Sophomore 3-d Design (Industrial Design) course at Pratt Institute. I follow a curriculum that was set in place and developed by Rowena Reed Kostellow. When learning music, you learn notes and chords to compose melodies and music. The Pratt 3d department aims to educate its students in the basic notes and chords of three dimensional visual abstraction to compose visually designed symphonies. This semester deals with convexity.
Rowena Reed Kostellow described the problem as follows:
!!!
Rowena Reed Kostellow described the problem as follows:
- "The exercise in convexity is based on organic form and undertakes an exploration in depth of the subtle and involved relationships between the axes of large forms and the expanding planes of the surfaces, and the sensitive lines of the final configuration. This experience often leads to quite beautiful sculptural forms and can help you achieve a high degree of sensitivity and control of organic volumes.""Convexity is the expression of positive volume or form pushing into negative space. (Concavity is the expression of negative space pushing into positive volume or form.) The characteristics of convexity are weight and bulk. We study convexity and concavity separately and as we learn about one, we learn about the other.""Our study of the relationship between the axis, the mass and the outline is an exploration of how the mass creates surfaces and how the surfaces result in a silhouette. It’s the opposite of defining volume the way you learned to do it in grade school. Conventionally, we define shape from the outside in by drawing the outline and filling in the space. This problem comes at it from the inside out."
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