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CLIP Score: 28.87
from AIDL import *
def square_steering_wheel(side_length: float = 14 * inches, hub_diameter: float = 3 * inches):
"""
Create a model of a square-shaped steering wheel with a center hub.
Parameters:
side_length (float): The side length of the outer square frame.
hub_diameter (float): The diameter of the center hub.
"""
# Create the main structure for the steering wheel
steering_wheel = Solid()
# Create the outer frame of the steering wheel
frame = Solid()
steering_wheel.frame = frame
frame.geometry = Rectangle((0,0), side_length, side_length)
# Create the central hub
hub = Hole()
steering_wheel.hub = hub
hub.geometry = Circle((0,0), hub_diameter / 2)
# Add constraints to situate and size the parts correctly
frame.AddConstraint(frame.geometry.width == side_length)
frame.AddConstraint(frame.geometry.height == side_length)
hub.AddConstraint(hub.geometry.radius == hub_diameter / 2)
# Center the hub in the frame
steering_wheel.AddConstraint(Coincident(hub.geometry.center, frame.geometry.center))
return steering_wheel
# Code for solving and rendering the model
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'll break down the design process into several steps: defining the structure, adding compositional constraints, creating the geometry, and incorporating constraints for positioning and sizing.
We will start by defining the basic structure of the steering wheel. Steering wheels usually have a main frame (the wheel itself) and a center hub where it is attached to the steering column. Then we’ll add some basic features to our steering wheel to make it more realistic and use constraints to properly size and align the elements.
Here is the step-by-step implementation:
1. Begin by importing AIDL and defining a function for our steering wheel model.
2. Create the main structure nodes: `frame` (the outer part of the steering wheel) and `hub` (the center part).
3. Add geometric primitives and compound geometry (a square for the frame and an optional circular hole for the hub).
4. Add constraints to position and size the wheel and its components correctly.
5. Solve and render the model.
Let's start coding:
```python
from AIDL import *
def square_steering_wheel(side_length: float = 14 * inches, hub_diameter: float = 3 * inches):
"""
Create a model of a square-shaped steering wheel with a center hub.
Parameters:
side_length (float): The side length of the outer square frame.
hub_diameter (float): The diameter of the center hub.
"""
# Create the main structure for the steering wheel
steering_wheel = Solid()
# Create the outer frame of the steering wheel
frame = Solid()
steering_wheel.frame = frame
frame.geometry = Rectangle((0,0), side_length, side_length)
# Create the central hub
hub = Hole()
steering_wheel.hub = hub
hub.geometry = Circle((0,0), hub_diameter / 2)
# Add constraints to situate and size the parts correctly
frame.AddConstraint(frame.geometry.width == side_length)
frame.AddConstraint(frame.geometry.height == side_length)
hub.AddConstraint(hub.geometry.radius == hub_diameter / 2)
# Center the hub in the frame
steering_wheel.AddConstraint(Coincident(hub.geometry.center, frame.geometry.center))
return steering_wheel
# Code for solving and rendering the model
with AIDL_2D:
model = square_steering_wheel()
print(model.Solve())
model.Render()
```
### Explanation:
1. **Imports and Function Definition**: The function `square_steering_wheel` takes two parameters: `side_length` and `hub_diameter`. These define the size of the outer frame (the square part of the wheel) and the central hub, respectively.
2. **Structure Nodes**: The root structure is `steering_wheel`. Inside it, we define two substructures: `frame` and `hub`.
3. **Geometry**:
- `frame.geometry` is a `Rectangle` centered at the origin with sides of length `side_length`.
- `hub.geometry` is a `Circle` centered at the origin with a radius of `hub_diameter / 2`.
4. **Constraints**:
- `frame.geometry` constraints ensure that both the width and height of the rectangle are equal to the specified `side_length`.
- `hub.geometry` constraints ensure the radius of the circle equals half of the `hub_diameter`.
- We add a `Coincident` constraint to ensure the center of the hub aligns with the center of the frame.
By following this step-by-step approach, we maintain a clean and modular design, making it easier to adjust and expand as needed.
Feel free to ask if you need additional features or modifications to this design!
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