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CLIP Score: 31.57
from AIDL import *
def square_steering_wheel(
outer_side_length: float = 12 * inches, # Length of the outer side of the square steering wheel
grip_thickness: float = 1 * inch, # Thickness of the grip around the steering wheel
center_hole_diameter: float = 2 * inches # Diameter of the central hole for the steering column
):
"""
Model a square-shaped steering wheel with a central hole for the steering column.
"""
# Define the main structure of the steering wheel (Solid)
steering_wheel = Solid()
# Define the central hole (Hole)
center_hole = Hole()
steering_wheel.center_hole = center_hole
# Define the body geometry. It is a simple square with rounded edges to act as the grip.
outer_size = outer_side_length
inner_size = outer_side_length - 2 * grip_thickness
# Define the rim geometry (Square shape with rounded corners)
steering_wheel.outer_square = RoundedRectangle((0,0), outer_size, outer_size, grip_thickness / 2)
steering_wheel.inner_square = Hole()
steering_wheel.inner_square.geometry = RoundedRectangle((0,0), inner_size, inner_size, grip_thickness / 2)
# Define the hole geometry. It is a simple circle at the center
center_hole.geometry = Circle((0, 0), center_hole_diameter / 2)
# Return the steering wheel structure
return steering_wheel
with AIDL_2D:
model = square_steering_wheel()
print(model.Solve())
model.Render()
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Please write an AIDL program to generate a square shaped steering wheel
Sure! Let's create an AIDL program to generate a square-shaped steering wheel. We will break it down into steps to ensure that the program is well-structured and adheres to the AIDL syntax and constraints.
### Step 1: Define the Structures
We'll first define the high-level structure of the steering wheel. This will include the following parts:
- The main body of the steering wheel (`main_wheel`, a `Solid` structure)
- A hole in the center for the steering column (`center_hole`, a `Hole` structure)
```python
from AIDL import *
def square_steering_wheel(
outer_side_length: float = 12 * inches, # Length of the outer side of the square steering wheel
grip_thickness: float = 1 * inch, # Thickness of the grip around the steering wheel
center_hole_diameter: float = 2 * inches # Diameter of the central hole for the steering column
):
"""
Model a square-shaped steering wheel with a central hole for the steering column.
"""
# Define the main structure of the steering wheel (Solid)
steering_wheel = Solid()
# Define the central hole (Hole)
center_hole = Hole()
steering_wheel.center_hole = center_hole
# Define the body geometry. It is a simple square with rounded edges to act as the grip.
outer_size = outer_side_length
inner_size = outer_side_length - 2 * grip_thickness
# Define the rim geometry (Square shape with rounded corners)
steering_wheel.outer_square = RoundedRectangle((0,0), outer_size, outer_size, grip_thickness / 2)
steering_wheel.inner_square = Hole()
steering_wheel.inner_square.geometry = RoundedRectangle((0,0), inner_size, inner_size, grip_thickness / 2)
# Define the hole geometry. It is a simple circle at the center
center_hole.geometry = Circle((0, 0), center_hole_diameter / 2)
# Return the steering wheel structure
return steering_wheel
with AIDL_2D:
model = square_steering_wheel()
print(model.Solve())
model.Render()
```
### Explanation of the Code:
- **Structures**:
- `steering_wheel`: Main structure encompassing the steering wheel.
- `center_hole`: Hole in the center for the steering column.
- **Geometries**:
- `outer_square`: Outer rim of the steering wheel (using `RoundedRectangle` for rounded corners).
- `inner_square`: Inner square subtracted from the outer square to create the grip of the steering wheel.
- `center_hole.geometry`: Central hole for the steering column.
### Constraints:
- The central hole is positioned at the center.
- The rim of the steering wheel is defined by a rounded rectangle for both the outer and inner square.
This results in a model where the outer square and the inner square create the shape of the steering wheel, with the rounded corners giving it a more ergonomic grip.
Let me know if you need any modifications or enhancements to this model!
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