Here is the HTML output for your calculations: ```html
Mold Dimensions:
Mold Volume:
Volume = Span × Length × Width = 3.75 inches × 42 inches × 20 inches = 3150 cubic inches>
Foam Conversion:
1 cubic inch = 0.0163871 gallons
>3150 cubic inches = 3150 × 0.0163871 gallons = 51.64 gallons>
1 gallon = 16 cups
>51.64 gallons = 51.64 × 16 cups = 826.24 cups>
Mix Ratio:
For 2-part foam, mix equal parts by volume. Therefore, mix 413.12 cups> of each part to fill the mold.
Assumptions:
Volume of each wing/leg:
Mold Volume = 3150 cubic inches = 3150 × (1/12)³ cubic feet = 1.83 cubic feet>
Submerged volume per wing/leg = 50% of total volume = 1.83 × 0.5 = 0.915 cubic feet>
Displaced weight per wing/leg = Volume × Density = 0.915 × 64 = 58.56 lbs>
Total displaced weight for 3 wings/legs = 58.56 × 3 = 175.68 lbs>
Total Model Weight:
To float, the model weight must equal the displaced water weight. Therefore, the total weight of the model should be 175.68 lbs.>.
Scale Factor: 1:6
>Inside Span (Full Scale):>
3.75 inches × 6 = 22.5 inches>
Mold Length (Full Scale):>
42 inches × 6 = 252 inches (21 feet)
Mold Width (Full Scale):>
20 inches × 6 = 120 inches (10 feet)
Assumptions:
Volume of each wing/leg (Full Scale):>
Mold Volume = 1.83 cubic feet (from earlier calculations)
Submerged volume per wing/leg = 50% of total volume = 1.83 × 0.5 = 0.915 cubic feet>
Displaced weight per wing/leg = Volume × Density = 0.915 × 64 = 58.56 lbs>
Total displaced weight for 3 wings/legs = 58.56 × 3 = 175.68 lbs>
Total Displaced Water Weight (Full Scale):>
3 × 0.915 × 64 = 175.68 lbs>
Assumptions:
的理解>