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   Expression Bit Length
    
    
     
   
   Formal Definition
   This chapter explains values for evaluation of size of expressions. 
   Description
   Every expression has a result with a specified bit length. Therefore 
   operand lengths should be checked before the expression is calculated 
   to prevent the loss of important bits. This problem occurs when the 
   result of an expression is assigned to a variable that cannot store 
   all the result bits. 
   
 
    
     | 
       Expression | 
       Bit length |  
     | 
       Unsized constant number | 
       Same as integer |  
     | 
       Sized constant number | 
       As given |  
     | 
       i op j, 
       op: + - / % & | ^ ^~ ~^ | 
       Max(length of i, length of j) |  
     | 
       i * j | 
       Length of i + length of j |  
     | 
       op i, 
       op: + - ~ | 
       Length of i |  
     | 
       i op j, 
       op: == != === !== && || > >= < <= | 
       1 bit |  
     | 
       op i, 
       op: & ~& | ~| ^ ~^ ^~ | 
       1 bit |  
     | 
       i op j, 
       op: >> << | 
       Length of i |  
     | 
       i ? j : k | 
       Max(length of j, length of k) |  
     | 
       {i,j} | 
       Length of i + length of j |  
     | 
       {i{j,k}} | 
       i * (length of j + length of k) |  
   Table 2 Expression bit length rules 
   Examples
   Example 1 
   reg [3:0] a;reg [7:0] b;
 reg [15:0] c;
 a + b -> 8 bits
 a * b -> 12 bits
 a || b -> 1 bit
 a >> 2 -> 4 bits
 (c) ? a : b -> 8 bits
 {i,j} -> 12 bits
 {2(a,b}} -> 24 bits
 
   Important Notes
    
 
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