FIT1048: You Are Asked To Write A Set Of C++ Classes That Simulate The Operation Of An Airline: Fundamentals Of C++ Assignment,

FIT1048: Fundamentals of C++

In this assignment, you are asked to write a set of C++ classes that simulate the operation of an airline. An airline operates over a number of different routes and uses a number of different aircraft types on each route. In this assignment, we will restrict the number of routes per airline to 10, and the number of aircraft per route to 10. You are required to create three C++ classes, Airline, Route, and Aircraft. The main program called Assign1, which is the driver program, has been supplied with this assignment.

Each of these three classes will have a constructor method that has a signature identical to that used for that class in the Assign1 driver program. Each will also have a toString() (Display the details about that particular class) method that will return a String that can be used to display information about the object.

Class data members should be private with appropriate setter and getter methods for those that need to be accessed.

Aircraft

An aircraft class has the following data members.

Data members

String type a design of the aircraft type eg. Boeing 747, Airbus A380 int passengers the number of passengers that aircraft can carry int crew the number of crew members needed double maintCost the cost of maintenance per hour of flying double fuelEffic the tonnes of fuel used per hour of flight Methods.

1. A constructor method that accepts values for, and initializes all the data
members of an Aircraft object. eg. Aircraft A330.

2. toString() method that returns the Aircraft type and passenger capacity.

3. calcRunningCosts() a method that calculates the total cost of one hour of
flight. This is made up of the cost of fuel used, the cost of the aircrew, and the maintenance costs as well as an overheads cost.

To calculate these we assume all aircrew are paid $100 per hour in flight and the cost of jet fuel is $767 per tonne. To this, we add the hourly maintenance costs and an overhead figure of $8000 to cover the costs associated with buying a plane and the costs of administration and infrastructure required on the ground.

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