Individually design and 3D print a prototype of a submarine with a Myring Shape for the outer shell (see Figure 2) with the following specifications:
1. The diameter of the hull D refers to the height and it must be twice the width W of the hull.
2. The Fore Body must be ellipsoidal, the Parallel Middle Body cylindrical and the Aft Body paraboloidal.
3. The volume V of the hull must be of (sum of the digits of your student’s Id)/10 m^3.
4. The length L of the hull must be of (sum of the digits of your student’s Id) m.
5. The lengths of the body parts must satisfy the following relationships: Lf= 20/6, La = 40/6 and Lpmb=20/2
Values: V = 2m^3, L=20m, Lf= 20/6, La = 40/6 and Lpmb=20/2
6. Include all the code of your calculations (multiple integrals, solutions of equations, etc) with proper comments (explain the commands you use). Needles to say, the code must run!
7. You must include in total two 2D graphs (the y-limits of integration) and four 3D graphs: the three body parts of the hull separately and the three of them in the same box (you use different softwares, e.g., GeoGebra AR).
8. Export all your graphs to stl format.
9. Use a 3D printing software to edit your stl object.
10. 3D print your prototype.
