These boxes are stacked in different ways to show different styles and relationships of each room to each other. Some are stacked offset to each other but are still interconnected in their space and their size.
These three primative shapes are what I have chosen to be the premise for my assignment: the Rectangular Prism, the cylinder and the cone.
These are all different shapes, and are not similar to each other at all.
First Composition:
This shape is balanced on the rectangular prism, and has the cylindrical shape cantilevering over the structure. It would be a very interesting building to do- the floors within the space would obviously be parallel to the ground, but the space within the slanted cone would be small, due to it's scalar shape, (from big to small). The relationships within the spaes are that they are joined together at their ends. This is because all rooms and all areas within each shape will connect and meet at a single point (or as I imagine, a single large room at the point of contact of these shapes where the people would convene or meet.
Second Composition:
The shapes here are interlocked in a circle or cycle, where the circulation between the rooms is linear. To get to another shape, one must travel in a circle around the structure. There is a gap between the three shapes, and creates an interesting structure, where all the shapes balance on one another to maintain its shape. The rooms within the shape would vary in size due to the odd placement and arrangement of the shapes, The shape is small, and enclosed within itself.
Third Composition:
The third shape is balanced on the rectangular prism, and the two other shapes are stacked on top. The cylinder is once again cantilevering outwards, and the cone is connected at its point. This is an odd shape, albeit and interesting one to do. Because the cone is at its point, the hallway ere would be significantly thinner, but the rooms at the wider part will be more spacious.
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