ARCH 653 Project 1
1 Project Overview
One World Trade
Center (1WTC) is the Western Hemisphere’s tallest building, and a memorable
architectural landmark for New York. It is designed by Skidmore, Owings &
Merrill (SOM).
2 Modeling Process
2.1 Parametric Mass Model
Figure 1 is the parametric 3D model of the One World Trade
Center (1WTC). The model can be divided into 3 parts. The first part is the
first 20 stories. In the second part, there are 8 triangular planes from the 20th
floor up to 1368 feet high. The third part is the antenna, which is created by
revolve in the conceptual mass. There are 4 levels in the mass. Level 1 is in
the bottom of the first part. Level 2 is not only the top of the first level
but also the bottom of the second part. Level 4 is both the top of the second
part and the bottom of the third part. There is a trick in choosing the height
of the level 3. Level 3 is in the middle of the second part so that each side
of the octagon in level 3 is the midline of the corresponding triangle in the
second part. I set some parameters about
the height of the three parts. Apparently, the second part is the main part of
the model, which is created by using the loft method in the conceptual mass.
There are four different parametric diagrams in four levels. Figure 2 shows the
top view of the 4 diagrams in 3D view.
Figure 1 Parametric model of 1WTC
Figure 2 Top view of the 4 diagrams
The parametric design diagram and parameters
can be seen from figure 3 and figure 4. The left octagonal in figure 3 is in
the initial level. It is a square without 4 isosceles triangles in corners. The
right square in figure 3 has the same side length with the former one and the
side length is set as a. Four sloped sides of the left octagon in figure 4 are
set as d, and the length of other 4 sides are set as c. The square in figure 4 is
a smaller one that rotates 45 degree from the base square and the length of the
side is b.
Figure 3 Diagrams and parameters in level 1-2
Figure 4 Diagrams and parameters in level 3-4
The parameters and formulas can be seen from
figure 5. There is a limitation that one side of the octagonal in level 3
cannot be controlled by the parameter c if I put the diagram in the center but
the length of the site is very close to c. The sequence of operations in Revit
is very important. There will be errors if you take the wrong orders.
Figure 5 Family types of the parametric model
2.2 Parametric Curtain Panel
The origin idea of the curtain panel in the
first part is the panel with prismatic glass. Mock-ups demonstrated that the
prisms refract and reflect light, trees and the sky by day, then shimmer at
night. Figure 6 shows the parametric curtain panel 1.The glass and louvers in the curtain panel 1 can
rotate well. However, after many experiments, there is still a limitation that
it cannot work well in the project. I will try to figure it out later. So I
created curtain panel 2 to replace curtain panel 1. There is a small triangle
that can rotate in the panel. Figure 7 shows the diagram and parameters. In the
second part, I created a rectangular curtain panel. Figure 8 presents the
diagram and parameters.
Figure 6 Parametric curtain panel 1
Figure 7 Parametric curtain panel 2
Figure 8 Parametric curtain panel 3
2.3 Building Façade
After creating parametric curtain panels, they were loaded
into the mass model. We can see the building façade in figure 9. At first, I
used the normal method to divide the surface, namely setting the number of U
and V Grid. However, it does not perform well which is showed in figure 10. The
U Grid is not horizontal and the V grid is not vertical. Finally, I found the
solution to solve the problem.
Figure 9 Building Facade
Figure 10 Wrong method
Figure 11 Right method
I
set a reference plane, drawn reference lines, turned off U and V Grid, divided
surface by using intersects, turned on U Grid and set the number. The sequence
of these processes is vital. There is an error if I set the number of U Grid
first and then use intersects. After that, I placed dimensions between each
reference lines and click EQ. In addition, I placed the dimension between the
first and the last reference lines. If the reference lines are used to divide
the surface that one of the side is a, I will set the dimension as f. I assume
the number of reference lines is n. The formula is f=a/(n+1)*(n-1). In the same
way, the other dimension is set as g. The formula is g=b/(n+1)*(n-1). The
diagrams, parameters, formulas are illustrated in figure 12.
Figure 12 Parametric diagrams and formulas
No comments:
Post a Comment