Calculate the total loads of the submarine. Calculate the buoyancy force acting on the submarine with your design.

Figure I. The sketched design (Navy.mil)
Objectives
Preliminary design of a submarine that can operate with the water depth of H=40m — 100m in the Pacific Ocean. The submarine is a thin structure consists of a layer of steel with separate rooms. The most important rooms are: 1) Flood tanks; 2) Engine Room/Reactor; 3) Storage/Weapon room; and 4) Crew/Officer room. In this class, we focus mainly on designing the Flood tank where the water is pumped into and out of the submarine to descend or ascend.
Materials
The submarine needs to accommodate a crew of 20 people to travel in a month uninterrupted. It needs to carry a weapon load of 2,700 kg. The steel density is chosen to be 8.05 g/cm3. The reactor weight is 100 tons. The engine is 20 tons in weight.
Requirements

Using the system of choice (manual, onshape.com, tinker cad), calculate and design the submarine. Please show all design computations that must cover the following:

a) Room dimensions/ Wall-thickness, material density;

b) Free-body diagram analysis;

c) Static balances;

d) Dynamic analysis.

Calculate the total loads of the submarine. Calculate the buoyancy force acting on the submarine with your design.

Show your designed system for the dimensions of the submarine, the sizes of the rooms

Calculate force balances using free-body analysis for the hydrostatic pressures for critical points on the submarine surface (head, middle, tail etc).

In the case of emergency (engine stalls), what is the maximum sinking velocity? If the engine fails, and pumping is required to push water out of the Flood room, what is the maximum ascending speed?

If the submarine is able to travel with a horizontal speed of 40km/h, calculate the dynamic pressure at various points on the submarine’s surface. Estimate the required thrust (force) that the engine needs to generate to maintain this speed if the propeller (5-m diameter) rotates at 100rpm.