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CLIP Score: 31.8
from AIDL import *
def steering_wheel(
outer_radius: float = 8.0 * inches,
rim_thickness: float = 1.0 * inches,
hub_radius: float = 2.0 * inches,
num_spokes: int = 3
):
"""
Model a simple steering wheel.
"""
steering_wheel = Solid()
# Outer Rim (ring structure)
outer_rim = Solid()
inner_rim = Hole()
steering_wheel.outer_rim = outer_rim
outer_rim.inner_rim = inner_rim
# Defining the geometries for the outer rim
outer_rim.circle = Circle((0, 0), outer_radius)
inner_rim.circle = Circle((0, 0), outer_radius - rim_thickness)
# Spokes
spokes = Solid()
steering_wheel.spokes = spokes
for i in range(num_spokes):
angle = 360.0 * i / num_spokes
start_point = Point((outer_radius - rim_thickness / 2) * cos(radians(angle)),
(outer_radius - rim_thickness / 2) * sin(radians(angle)))
end_point = Point(hub_radius * cos(radians(angle)), hub_radius * sin(radians(angle)))
spokes.__setattr__(f'spoke_{i}', Line(start_point, end_point))
# Hub
central_hub = Solid()
steering_wheel.hub = central_hub
central_hub.circle = Circle((0, 0), hub_radius)
return steering_wheel
with AIDL_2D:
model = steering_wheel()
print(model.Solve())
model.Render()
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Please write an AIDL program to generate a steering wheel
Sure, let's break this down step by step. First, let's outline the key components and features of a typical steering wheel:
1. **Outer Rim**: A circular ring that you hold onto.
2. **Spokes**: Connecting the outer rim to the center.
3. **Hub**: The central part of the wheel, where it attaches to the steering column.
Given this structure, we'll build our AIDL program in a way that recursively constructs these components.
Here's a step-by-step outline:
1. **Create the outer rim**: A circular ring.
2. **Create the spokes**: Radial connecting lines from the center to the rim.
3. **Create the hub**: A smaller circle in the center.
Let's define some default dimensions:
- Outer radius of the rim.
- Inner radius for the grip (thickness of the rim).
- Number of spokes.
- Hub radius.
We'll start with a simple design and then you can customize it as needed.
Here's the complete AIDL program:
```python
from AIDL import *
def steering_wheel(
outer_radius: float = 8.0 * inches,
rim_thickness: float = 1.0 * inches,
hub_radius: float = 2.0 * inches,
num_spokes: int = 3
):
"""
Model a simple steering wheel.
"""
steering_wheel = Solid()
# Outer Rim (ring structure)
outer_rim = Solid()
inner_rim = Hole()
steering_wheel.outer_rim = outer_rim
outer_rim.inner_rim = inner_rim
# Defining the geometries for the outer rim
outer_rim.circle = Circle((0, 0), outer_radius)
inner_rim.circle = Circle((0, 0), outer_radius - rim_thickness)
# Spokes
spokes = Solid()
steering_wheel.spokes = spokes
for i in range(num_spokes):
angle = 360.0 * i / num_spokes
start_point = Point((outer_radius - rim_thickness / 2) * cos(radians(angle)),
(outer_radius - rim_thickness / 2) * sin(radians(angle)))
end_point = Point(hub_radius * cos(radians(angle)), hub_radius * sin(radians(angle)))
spokes.__setattr__(f'spoke_{i}', Line(start_point, end_point))
# Hub
central_hub = Solid()
steering_wheel.hub = central_hub
central_hub.circle = Circle((0, 0), hub_radius)
return steering_wheel
with AIDL_2D:
model = steering_wheel()
print(model.Solve())
model.Render()
```
This AIDL program generates a simple steering wheel with an outer rim, a central hub, and a specified number of spokes. You can adjust the dimensions and parameters as needed.
If you have any specific requirements or modifications, please let me know!
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