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Shortest Route
Transportation
TEAM: THE RUNNING MINDS
DENNIS HARRIS
SIMEONE FREEMAN
YELIK MURAT
SHALINI RANA
Business Problem
 In this application, we find an optimal shipment route for product
deliveries from one store location to another
 The customer gives us their location and selects their desired car.
 The manager views the request and the optimal shipment route
 Through using the application, the managers reduce travel time for
all of their shipments and delivers customer’s the quickest service.
Method Analysis
 Our problem is solved using the
“shortest route” model
 The objective of this model is to
minimize travel time from the
starting location to the end
location
 Our constraints require us to
deliver to the locations listed
through the routes provided.
Decision Variables
 Manager parameters include the following:
Available Cars
Dealership nodes available
Output
 The model will output the
optimal shortest route from the
product’s location to the
customer.
 This will then be displayed in
the MAP model as it shows
what nodes are active in the
shipment route.
User Types
 There are two user types available:
Customer – Those who can order products.
Manager – Those who can review what the
customer has ordered.
Solution Steps -
Customer
 The Customer STARTS the
application
 They are brought to a sheet
that shows what cars are
available and can filter through
“Car Size”.
 They then must select their
location and what CarID they
want from the selected list.
 They CONFIRM their order and
it is ready for the manager to
view.
Solution Steps – Manager
 The manager STARTS the application and is asked for their login
information.
 Upon acceptance they are brought to the Manager Data sheet where they can
view what order the customer has placed, and can move on to the DATA sheet.
 The DATA sheet has all the city’s locations and can perform the following
functions:
 Solution to problem
 Import new city data
 Upon solving the flow is given and can be better seen by viewing the MAP
model.

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Running Minds: Shortest Route Transportation (CarMax)

  • 1. Shortest Route Transportation TEAM: THE RUNNING MINDS DENNIS HARRIS SIMEONE FREEMAN YELIK MURAT SHALINI RANA
  • 2. Business Problem  In this application, we find an optimal shipment route for product deliveries from one store location to another  The customer gives us their location and selects their desired car.  The manager views the request and the optimal shipment route  Through using the application, the managers reduce travel time for all of their shipments and delivers customer’s the quickest service.
  • 3. Method Analysis  Our problem is solved using the “shortest route” model  The objective of this model is to minimize travel time from the starting location to the end location  Our constraints require us to deliver to the locations listed through the routes provided.
  • 4. Decision Variables  Manager parameters include the following: Available Cars Dealership nodes available
  • 5. Output  The model will output the optimal shortest route from the product’s location to the customer.  This will then be displayed in the MAP model as it shows what nodes are active in the shipment route.
  • 6. User Types  There are two user types available: Customer – Those who can order products. Manager – Those who can review what the customer has ordered.
  • 7. Solution Steps - Customer  The Customer STARTS the application  They are brought to a sheet that shows what cars are available and can filter through “Car Size”.  They then must select their location and what CarID they want from the selected list.  They CONFIRM their order and it is ready for the manager to view.
  • 8. Solution Steps – Manager  The manager STARTS the application and is asked for their login information.  Upon acceptance they are brought to the Manager Data sheet where they can view what order the customer has placed, and can move on to the DATA sheet.  The DATA sheet has all the city’s locations and can perform the following functions:  Solution to problem  Import new city data  Upon solving the flow is given and can be better seen by viewing the MAP model.