Difference between revisions of "Accessibility Map"
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==Poster== | ==Poster== | ||
− | + | [https://drive.google.com/open?id=16-4hUK_qev71dfuxW2stUUheAFCnSy7l7stb7J0SoXE// poster] | |
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[[Accessibility_Map_LOG|Link to weekly log]] | [[Accessibility_Map_LOG|Link to weekly log]] |
Revision as of 15:50, 3 May 2018
Contents
Team Members
Hannah Smith
Zahra Wright
Noah Kastelman
John Gibson (TA)
Description
We are creating an “Accessibility Map” program available to WashU students and visitors. This map will tell you the most efficient route to take while on the WashU campus. This will allow students or visitors to get different places as quickly as they can. It will also be able to tell you the best route if you are handicap by taking out the pathways that are not handicap accessible.
Components
Map
Paths, Buildings, Distances -we will be collecting data to input into our algorithm -this will include routes both handicapped accessible and not
Algorithm
Dijkstra's Algorithm - with inputed data distances, this will compute the shortest distance between a destination and current location
Display
Website ArcGIS - we want to display the fastest route using a website display.
Challenges
As a group, we will have challenges adapting to a new coding language (python) and adjusting our algorithm, GIS, to match our goals.
We have had challenges using arcGIS as a tool and not as the whole project. Because we have been learning how to use many different new tools, we have become distracted from the goal of making an actual product.
We will also need to figure out how to take the data from ArcGIS and export it so it is available for others to use.
Creating a line on a map so users know where to go.
'Final Product Expectations
- export arcGIS nodes and lines of WashU's campus
- enter into shortest route google maps like program
We will create a wheelchair map and a able-bodied map. It will be an option for the user.
ArcGIS will be exported into an excel and the fastest route will be calculated for each possible route. Then a map showing the line from point A to B will be displayed.