SV provides build in methods to facilitate searching from array, array ordering and reduction.
Array locator methods:
Array locator methods operate on any unpacked array, including queues, but their return type is a queue.
Element locator methods (with clause is
mandatory):
find() returns all the elements satisfying the given
expression.
find_first() returns the first element satisfying the
given expression.
find_last() returns the last element satisfying the
given expression.
Index locator methods (with clause is mandatory):
find_index() returns the indices of all the elements
satisfying the given expression.
find_first_index() returns the index of the first
element satisfying the given expression.
find_last_index() returns the index of the last
element satisfying the given expression.
Index locator methods return a
queue of int for all arrays except associative arrays, which return a
queue of the same type as the associative index type.
arrays that specify a wildcard
index type shall not be allowed.
If no elements satisfy the given
expression or the array is empty (in the case of a queue or dynamic array), then
an empty queue is returned.
Index locator methods return a
queue with the indices of all items that satisfy the expression.
The optional expression specified
by the with clause shall evaluate to a Boolean value.
Let's go through below example,
---------------------------------------------------------------------
---------------------------------------------------------------------
Element locator methods (with clause is
optional):
min() returns the element with the minimum value or
whose expression evaluates to a minimum.
max() returns the element with the maximum value or
whose expression evaluates to a maximum.
unique() returns all
elements with unique values or whose expression evaluates to a unique value.
unique_index() returns the indices
of all elements with unique values or whose expression evaluates to a unique
value.
Let's go through below example,
---------------------------------------------------------------------
---------------------------------------------------------------------
Array reduction methods:
Array reduction methods may be
applied to any unpacked array of integral values to reduce the array to a single
value
sum() returns the sum of all the
array elements or, if a with clause is specified, returns the sum of the
values yielded by evaluating the expression for each array element.
product() returns the product of
all the array elements or, if a with clause is specified, returns the product
of the values yielded by evaluating the expression for each array element.
and() returns the
bitwise AND ( & ) of all the array elements or, if a with clause is
specified, returns the bitwise AND of the values yielded by evaluating the
expression for each array element.
or() returns the
bitwise OR ( | ) of all the array elements or, if a with clause is
specified, returns the bitwise OR of the values yielded by evaluating the
expression for each array element.
xor() returns the
bitwise XOR ( ^ ) of all the array elements or, if a with clause is
specified, returns the bitwise XOR of the values yielded by evaluating the
expression for each array element.
Let's go through below example,
---------------------------------------------------------------------
---------------------------------------------------------------------
Array ordering methods:
Array ordering methods reorder the
elements of any unpacked array (fixed or dynamically sized) except for associative
arrays.
reverse() reverses the order of the
elements in the array. Specifying a with clause shall be a compiler error.
sort() sorts the array in ascending
order, optionally using the expression in the with clause.
rsort() sorts the array in
descending order, optionally using the expression in the with clause.
shuffle() randomizes the order of
the elements in the array. Specifying a with clause shall be a compiler
error.
Let's go through below example,
---------------------------------------------------------------------
---------------------------------------------------------------------
Now let's see couple of practical examples, let's say we want to find number of 1s from bit array or bit queue or we want to find out number of non-zero elements in any array or queue.
---------------------------------------------------------------------
---------------------------------------------------------------------