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<H1>8. EXTENDING SQL: TYPES</H1>
<HR>
As previously mentioned, there are two kinds of types
in POSTGRES: base types (defined in a programming language)
and composite types (instances).
Examples in this section up to interfacing indices can
be found in <CODE>complex.sql</CODE> and <CODE>complex.c</CODE>. Composite examples
are in <CODE>funcs.sql</CODE>.
<p>
<H2><A NAME="user-defined-types">8.1. User-Defined Types</A></H2>
<p>
<H3><A NAME="functions-needed-for-a-user-defined-type">8.1.1. Functions Needed for a User-Defined Type</A></H3>
A user-defined type must always have input and output
functions. These functions determine how the type
appears in strings (for input by the user and output to
the user) and how the type is organized in memory. The
input function takes a null-delimited character string
as its input and returns the internal (in memory)
representation of the type. The output function takes the
internal representation of the type and returns a null
delimited character string.
Suppose we want to define a complex type which represents
complex numbers. Naturally, we choose to represent a
complex in memory as the following <B>C</B> structure:
<pre> typedef struct Complex {
double x;
double y;
} Complex;
</pre>
and a string of the form (x,y) as the external string
representation.
These functions are usually not hard to write, especially
the output function. However, there are a number of points
to remember.
<OL>
<LI> When defining your external (string) representation,
remember that you must eventually write a
complete and robust parser for that representation
as your input function!
<pre> Complex &#42;
complex_in(char &#42;str)
{
double x, y;
Complex &#42;result;
if (sscanf(str, " ( &#37;lf , &#37;lf )", &amp;x, &amp;y) != 2) {
elog(WARN, "complex_in: error in parsing
return NULL;
}
result = (Complex &#42;)palloc(sizeof(Complex));
result-&gt;x = x;
result-&gt;y = y;
return (result);
}
</pre>
The output function can simply be:
<pre> char &#42;
complex_out(Complex &#42;complex)
{
char &#42;result;
<p>
if (complex == NULL)
return(NULL);
<p>
result = (char &#42;) palloc(60);
sprintf(result, "(&#37;g,&#37;g)", complex-&gt;x, complex-&gt;y);
return(result);
}
</pre>
<LI> You should try to make the input and output
functions inverses of each other. If you do
not, you will have severe problems when you need
to dump your data into a file and then read it
back in (say, into someone else's database on
another computer). This is a particularly common
problem when floating-point numbers are
involved.
</OL>
To define the <B>complex</B> type, we need to create the two
user-defined functions complex_in and complex_out
before creating the type:
<pre> CREATE FUNCTION complex_in(opaque)
RETURNS complex
AS '/usr/local/postgres95/tutorial/obj/complex.so'
LANGUAGE 'c';
CREATE FUNCTION complex_out(opaque)
RETURNS opaque
AS '/usr/local/postgres95/tutorial/obj/complex.so'
LANGUAGE 'c';
CREATE TYPE complex (
internallength = 16,
input = complex_in,
output = complex_out
);
</pre>
As discussed earlier, POSTGRES fully supports arrays of
base types. Additionally, POSTGRES supports arrays of
user-defined types as well. When you define a type,
POSTGRES automatically provides support for arrays of
that type. For historical reasons, the array type has
the same name as the user-defined type with the
underscore character _ prepended.
Composite types do not need any function defined on
them, since the system already understands what they
look like inside.
<p>
<H3><A NAME="large-objects">8.1.2. Large Objects</A></H3>
The types discussed to this point are all "small"
objects -- that is, they are smaller than 8KB<A HREF="#7"><font size=-1>[7]</font></A> in size.
If you require a larger type for something like a document
retrieval system or for storing bitmaps, you will
need to use the POSTGRES large object interface.
<p>
<HR>
<A NAME="8"><B>[7]</B></A> 8 &#42; 1024 == 8192 bytes. In fact, the type must be considerably smaller than 8192 bytes, since the POSTGRES tuple
and page overhead must also fit into this 8KB limitation.
The actual value that fits depends on the machine architecture.
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