SE 450 Assignment 3 Decorator and chain of responsibility pattern solution

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This problem combines the decorator pattern with the chain of responsibility pattern(CoR) on a
Length converter program (LCP) with a GUI . The LCP performs conversion from kilometer to
one of the following three units: Mile, Yard, and Foot.
1) Chain of Responsibility Pattern
The input string specifies the amount to be converted and dropdown menu indicates
which unit it will convert to. The CoR pattern will be applied to the processing of the
input string to generate a number representing the converted amount. The LCP user
interface is seen as a client making a request to convert the input to a given unit.
Three handlers are available, one for each unit (MILE, YARD, FOOT).
The resulting processing flow for LCP is shown schematically in the next figure:
2) Chain of Responsibility + Decorator Pattern
The text appearing in the output field of the LCP GUI is a string that has to undergo three
decorations:
⚫ Round output to 2nd decimal (e.g., 218.723 to 218.72)
⚫ Write output in exp. notation (e.g., 218.72 to 2.1872e2 )
⚫ Add the unit name to the converted amount (e.g., 2.1872e2 to 2.1872e2 Yards)
MILE_Handler YARD_Handler FOOT_Handler
Amount in
Kilometer
Converted
Amount
The resulting processing flow (including the chain of responsibility) for LCP is shown
schematically in the next figure:
You will find attached to this document a JAVA files that contains the code of the GUI.
The code is based on libraries : javax.swing and java.awt
P.S : at the end of the last lecture I talked about this assignment (for online students and students
who did not attend the last lecture, I recommend you to watch that part of the lecture)
Deliverables
– The UML class diagram.
– A SINGLE MS Word document that includes (i) screenshots showing different execution
scenarios
– The code must have Graphical User Interface to test the functionality (the GUI is already
provided.
– Softcopy of the implementation code.
Please note you should zip all your work in one .zip file and submit to Assignment 3 in D2L
before due.