Cohesion in Java

In this section, we will discuss about cohesion in Java. Cohesion defines how the classes in Java are designed. Cohesion in Java is the principle of Object-Oriented programming. Cohesion is closely related to ensuring that the purpose for which a class is getting created in Java is well-focused and single. In other words, the more closely related stuff is grouped in a class, the higher will be the cohesiveness.

For better understanding, consider the following example.

FileName: CohesiveExample.java

  public class CohesiveExample  {  // method for adding two numbers  public void addition(int a, int b)  {  int sum = a + b;  System.out.println(“Addition of the numbers ” + a + ” and ” + b + ” is: ” + sum);  }    // method for checking the vowels and consonants  public void findingVowel(char a)  {  switch(a)  {  case ‘a’ :  case ‘e’ :  case ‘i’ :  case ‘o’ :  case ‘u’ :      System.out.println(a + ” is a vowel.”);  break;  default:     System.out.println(a + ” is not a vowel.”);  }  }  // main method  public static void main(String argvs[])  {  int a = 9;  int b = 46;  char c = ‘t’;  char d = ‘o’;  // creating an object of the class CohesiveExample  CohesiveExample obj = new CohesiveExample();  obj.addition(a, b);  obj.findingVowel(c);  obj.findingVowel(d);  }  }  

Output:

Addition of the numbers 9 and 46 is: 55  t is not a vowel.  o is a vowel.

Explanation: The above example is straightforward to understand. There is a class that contains two methods. One method is doing the addition of two numbers (an arithmetic operation), and another method focuses on vowel and consonants (related to English alphabets). However, no one can give a clear reason why these two methods are clubbed together in a single class as there is no relation between vowels or consonants and numbers. Therefore, we can say that cohesiveness is missing in the class.

Need of Cohesiveness

One obvious question is why we need cohesiveness? We need cohesiveness because it is easy to work in a highly cohesive structure. The update and modification in the code become easy. Think about how books are arranged in a library. In a library, we do the categorization of stuff. There is a separate section for each of the different subjects.

For example, books of biology are placed together, and books of mathematics are placed together. In a library, we do not shuffle books of mathematics and biology. Because it becomes difficult to find a mathematics or biology book. Similarly, we do the categorization of stuff in the programming world also. Shuffling of unrelated stuff is avoided in the code. In fact, it is impossible to work on a code where cohesiveness within the class is ignored.

Therefore, we need to modify the above-written code in such a way that it adheres to the principle of cohesiveness. The modified version of the above code is mentioned below.

FileName: CohesiveExample1.java

  class ArithmeticOperation  {  // method for adding two numbers  public void addition(int a, int b)  {  int sum = a + b;  System.out.println(“Addition of the numbers ” + a + ” and ” + b + ” is: ” + sum);  }      }  class CharacterOperation  {  // method for checking the vowels and consonants  public void findingVowel(char a)  {  switch(a)  {  case ‘a’:  case ‘e’:  case ‘i’:  case ‘o’:  case ‘u’:      System.out.println(a + ” is a vowel.”);  break;  default:     System.out.println(a + ” is not a vowel.”);  }  }      }  // main class  public class CohesiveExample1  {  // main method  public static void main(String argvs[])  {  int a = 9;  int b = 46;  char c = ‘t’;  char d = ‘o’;  // creating an object of the class ArithmeticOperation  ArithmeticOperation obj = new ArithmeticOperation();  // creating an object of the class CharacterOperation  CharacterOperation obj1 = new CharacterOperation();  obj.addition(a, b);  obj1.findingVowel(c);  obj1.findingVowel(d);  }  }  

Output:

Addition of the numbers 9 and 46 is: 55  t is not a vowel.  o is a vowel.

Explanation: The above code provides two separate classes: one for doing the addition operation and another for doing the character operation. It is done because character and addition operations are not related to each other. Thus, cohesiveness in the above program is maintained.

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