To measure the scale of a model, you need to compare the real-world dimensions to the corresponding dimensions of the model. This is done by calculating a ratio between the two.
Calculating Model Scale
The scale of a model is essentially a ratio that represents how much smaller the model is compared to the real object. Here's a straightforward approach:
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Measure the Real Object: Identify a key dimension of the actual object you are modeling (e.g., height, length, width). Let's call this the real measurement.
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Measure the Corresponding Model Dimension: Measure the same dimension on your model. This is your model measurement.
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Convert Units: Ensure that both the real measurement and the model measurement are in the same unit (e.g., both in centimeters or both in meters) before proceeding.
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Divide: Divide the real measurement by the model measurement.
- Formula: Scale Ratio = Real Measurement / Model Measurement
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Express as a Ratio: Simplify the division result into a ratio of the form 1:X.
- For example, If the real measurement is 5 meters, and the model measurement is 20 cm (which is 0.2 meters after converting) . Therefore, the ratio would be: 5m / 0.2m = 25, so the ratio would be 1:25.
Example
Let's take a step-by-step example from the provided reference:
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Real Measurement: A real car is 5 meters long.
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Model Measurement: The scale model car is 20 centimeters long.
- Convert units: Let's convert 5 meters into 500 centimeters so that both measurements are in centimeters.
- Divide: 500 cm / 20 cm = 25.
- Scale Ratio: This gives a scale of 1:25. This indicates the model is 25 times smaller than the actual car.
Practical Tips
- Choose a Key Dimension: Select the most prominent or crucial dimension of your model for your initial scaling calculations.
- Accuracy Matters: The more accurate your measurements, the more accurate your scale will be.
- Multiple Dimensions: If needed, you can calculate the scale based on several dimensions to ensure consistent scaling.
Common Model Scales
The result of your calculation usually means the model is that much smaller than the original object (e.g. 1:100 means the model is 100 times smaller). Here are some examples of the most frequently used scales in modeling:
Scale | Description |
---|---|
1:12 | Common scale for dolls and figures |
1:24 | Popular scale for model cars |
1:48 | Often used for model aircraft |
1:72 | Another frequent scale for aircraft |
1:87 | HO scale in model railroads |
1:144 | Smaller aircraft models |