- 1 Declaring arrays
- 2 Using arrays
- 3 See also
An array is a collection of elements which can be accessed by one or more index values. In Ada any definite type is allowed as element and any discrete type, i.e. Range, Modular or Enumeration, can be used as an index.
Ada's arrays are quite powerful and so there are quite a few syntax variations, which are presented below.
The basic form of an Ada array is:
where Index_Range is a range of values within a discrete index type, and Element_Type is a definite subtype. The array consists of one element of "Element_Type" for each possible value in the given range. If you for example want to count how often a specific letter appears inside a text, you could use:
As a general advice, do not use Integer as the index range, since most of the time negative indices do not make sense. It is also a good style when using numeric indices, to define them starting in 1 instead of 0, since it is more intuitive for humans and avoids off-by-one errors.
With known subrange
Often you don't need an array of all possible values of the index type. In this case you can subtype your index type to the actually needed range.
Since this may involve a lot of typing and you may also run out of useful names for new subtypes, the array declaration allows for a shortcut:
Since First and Last are expressions of Index_Type, a simpler form of the above is:
Note that if First and Last are numeric literals, this implies the index type Integer.
If in the example above the character counter should only count upper case characters and discard all other characters, you can use the following array type:
With unknown subrange
Sometimes the range actually needed is not known until runtime or you need objects of different lengths. In some languages you would resort to pointers to element types. Not with Ada. Here we have the box '<>', which allows us to declare indefinite arrays:
When you declare objects of such a type, the bounds must of course be given and the object is constrained to them.
The predefined type String is such a type. It is defined as
You define objects of such an unconstrained type in several ways (the extrapolation to other arrays than String should be obvious):
Text : String (10 .. 20); Input: String := Read_from_some_file;
(These declarations additionally define anonymous subtypes of String.) In the first example, the range of indices is explicitly given. In the second example, the range is implicitly defined from the initial expression, which here could be via a function reading data from some file. Both objects are constrained to their ranges, i.e. they cannot grow nor shrink.
With aliased elements
In Ada, this is not true. Consider the following array:
type Day_Of_Month is range 1 .. 31; type Day_Has_Appointment is array (Day_Of_Month) of Boolean; pragma Pack (Day_Has_Appointment);
Since we have packed the array, the compiler will use as little storage as possible. And in most cases this will mean that 8 boolean values will fit into one byte.
So Ada knows about arrays where more than one element shares one address. So what if you need to address each single element. Just not using pragma Pack is not enough. If the CPU has very fast bit access, the compiler might pack the array without being told. You need to tell the compiler that you need to address each element via an access.
type Day_Of_Month is range 1 .. 31; type Day_Has_Appointment is array (Day_Of_Month) of aliased Boolean;
Arrays with more than one dimension
Arrays can have more than one index. Consider the following 2-dimensional array:
This type permits declaring rectangular arrays of characters. Example:
Magic_Square: constant Character_Display := (('S', 'A', 'T', 'O', 'R'), ('A', 'R', 'E', 'P', 'O'), ('T', 'E', 'N', 'E', 'T'), ('O', 'P', 'E', 'R', 'A'), ('R', 'O', 'T', 'A', 'S'));
Or, stating some index values explicitly,
Magic_Square: constant Character_Display(1 .. 5, 1 .. 5) := (1 => ('S', 'A', 'T', 'O', 'R'), 2 => ('A', 'R', 'E', 'P', 'O'), 3 => ('T', 'E', 'N', 'E', 'T'), 4 => ('O', 'P', 'E', 'R', 'A'), 5 => ('R', 'O', 'T', 'A', 'S'));
By adding more dimensions to an array type, we could have squares, cubes (or « bricks »), etc., of homogenous data items.
Finally, an array of characters is a string (see Ada Programming/Strings). Therefore, Magic_Square may simply be declared like this:
When accessing elements, the index is specified in parentheses. It is also possible to access slices in this way:
Vector_A (1 .. 3) := Vector_B (3 .. 5);
Note that the index range slides in this example: After the assignment, Vector_A (1) = Vector_B (3) and similarly for the other indices.
Also note that the ranges overlap, nevertheless Vector_A (3) /= Vector_B (3); a compiler delivering such a result would be severely broken.
The operator "&" can be used to concatenate arrays:
Name := First_Name & ' ' & Last_Name;
In both cases, if the resulting array does not fit in the destination array, Constraint_Error is raised.
If you try to access an existing element by indexing outside the array bounds, Constraint_Error is raised (unless checks are suppressed).
Hello_World : constant String := "Hello World!"; World : constant String := Hello_World (7 .. 11); Empty_String : constant String := "";
Then the four attributes will have the following values:
|Hello_World||1||12||12||1 .. 12|
|World||7||11||5||7 .. 11|
|Empty_String||1||0||0||1 .. 0|
The example was chosen to show a few common beginner's mistakes:
- The assumption that strings begin with the index value 1 is wrong.
- The assumption (which follows from the first one) that X'Length = X'Last is wrong.
- And last the assumption that X'Last >= X'First; this is not true for empty strings.
The attribute 'Range is a little special as it does not return a discrete value but an abstract description of the array. One might wonder what it is good for. The most common use is in the for loop on arrays but 'Range can also be used in declaring a name for the index subtype:
The Range attribute can be convenient when programming index checks:
Empty or Null Arrays
As you have seen in the section above, Ada allows for empty arrays. And — of course — you can have empty arrays of all sorts, not just String:
type Some_Array is array (Positive range <>) of Boolean; Empty_Some_Array : constant Some_Array (1 .. 0) := (others => False);
Note: If you give an initial expression to an empty array (which is a must for a constant), the expression in the aggregate will of course not be evaluated since there are no elements actually stored.