 |
CLIP Score: 30.25
from AIDL import *
def square_steering_wheel(
side_length: float = 12*inches,
grip_width: float = 2 * inches,
steering_column_diameter: float = 1.5 * inches
):
"""
Creates a square-shaped steering wheel with a central hole for the steering column.
"""
# Define the main structure for the steering wheel
steering_wheel = Solid()
# Define the inner (hollow) and outer parts of the wheel
grip = Solid()
center_hole = Hole()
# Add the grip and center hole structures to the steering wheel
steering_wheel.grip = grip
steering_wheel.center_hole = center_hole
# Define the main square shape of the steering wheel (outer grip)
grip.outer_square = Rectangle((0,0), side_length, side_length)
# Define the inner square shape of the steering wheel (cutout grip), offset inward by the grip width
grip.inner_square = Hole(shift=(0, 0))
grip.inner_square.cutout = Rectangle((0,0), side_length - 2*grip_width, side_length - 2*grip_width)
# Define the center hole for the steering column
center_hole.column_hole = Circle((0,0), steering_column_diameter / 2)
return steering_wheel
with AIDL_2D:
model = square_steering_wheel()
print(model.Solve())
model.Render()
|
Please write an AIDL program to generate a square shaped steering wheel
Sure! Let's develop an AIDL program to generate a square-shaped steering wheel. We'll break it down into its main components: the wheel itself, and a central hole for the steering column.
Here is the AIDL program for a square-shaped steering wheel:
```python
from AIDL import *
def square_steering_wheel(
side_length: float = 12*inches,
grip_width: float = 2 * inches,
steering_column_diameter: float = 1.5 * inches
):
"""
Creates a square-shaped steering wheel with a central hole for the steering column.
"""
# Define the main structure for the steering wheel
steering_wheel = Solid()
# Define the inner (hollow) and outer parts of the wheel
grip = Solid()
center_hole = Hole()
# Add the grip and center hole structures to the steering wheel
steering_wheel.grip = grip
steering_wheel.center_hole = center_hole
# Define the main square shape of the steering wheel (outer grip)
grip.outer_square = Rectangle((0,0), side_length, side_length)
# Define the inner square shape of the steering wheel (cutout grip), offset inward by the grip width
grip.inner_square = Hole(shift=(0, 0))
grip.inner_square.cutout = Rectangle((0,0), side_length - 2*grip_width, side_length - 2*grip_width)
# Define the center hole for the steering column
center_hole.column_hole = Circle((0,0), steering_column_diameter / 2)
return steering_wheel
with AIDL_2D:
model = square_steering_wheel()
print(model.Solve())
model.Render()
```
Here's a breakdown of the program:
1. **Function Definition**: We define a function `square_steering_wheel` that takes three parameters, which are:
- `side_length`: the length of the sides of the outer square (default 12 inches).
- `grip_width`: the width of the steering wheel's grip (default 2 inches).
- `steering_column_diameter`: the diameter of the central hole for the steering column (default 1.5 inches).
2. **Main Structure**: We create a solid structure `steering_wheel` that will hold the entire model.
3. **Grip and Center Hole**: We create two substructures, `grip` (for the outer rim) and `center_hole` (for the hole in the center), and attach them to `steering_wheel`.
4. **Geometry Definition**:
- The `grip` structure has an outer square (`outer_square`) defined by a `Rectangle`.
- To create the hollow grip, we define an inner square (`cutout`) within a `Hole` substructure. This inner square is offset inward by the grip width.
- The `center_hole` has a circular cutout defined by a `Circle` representing the hole for the steering column.
5. **Return the Model**: The function returns the final `steering_wheel` structure.
6. **Render the Model**: The model is solved and rendered using the provided snippet.
This program should generate a square steering wheel with an appropriate central hole when executed in Python with the AIDL library. If you have any modifications or additional features you'd like to add, please let me know!
|