On 02/02/2021 12:35, Peter Eisentraut wrote:
I had a bit of trouble parsing the error message "every hash partition
modulus must be a factor of the next larger modulus", so I went into the
code, added some comments and added errdetail messages for each case. I
think it's a bit clearer now.
Yeah, that error message is hard to understand. This is an improvement,
but it still took me a while to understand it.
Let's look at the example in the regression test:
-- check partition bound syntax for the hash partition
CREATE TABLE hash_parted (
a int
) PARTITION BY HASH (a);
CREATE TABLE hpart_1 PARTITION OF hash_parted FOR VALUES WITH (MODULUS
10, REMAINDER 0);
CREATE TABLE hpart_2 PARTITION OF hash_parted FOR VALUES WITH (MODULUS
50, REMAINDER 1);
CREATE TABLE hpart_3 PARTITION OF hash_parted FOR VALUES WITH (MODULUS
200, REMAINDER 2);
With this patch, you get this:
CREATE TABLE fail_part PARTITION OF hash_parted FOR VALUES WITH (MODULUS
25, REMAINDER 3);
ERROR: every hash partition modulus must be a factor of the next larger
modulus
DETAIL: The existing modulus 10 is not a factor of the new modulus 25.
CREATE TABLE fail_part PARTITION OF hash_parted FOR VALUES WITH (MODULUS
150, REMAINDER 3);
ERROR: every hash partition modulus must be a factor of the next larger
modulus
DETAIL: The new modulus 150 is not factor of the existing modulus 200.
How about this?
CREATE TABLE fail_part PARTITION OF hash_parted FOR VALUES WITH (MODULUS
25, REMAINDER 3);
ERROR: every hash partition modulus must be a factor of the next larger
modulus
DETAIL: 25 is not divisible by 10, the modulus of existing partition
"hpart_1"
CREATE TABLE fail_part PARTITION OF hash_parted FOR VALUES WITH (MODULUS
150, REMAINDER 3);
ERROR: every hash partition modulus must be a factor of the next larger
modulus
DETAIL: 150 is not a factor of 200, the modulus of existing partition
"hpart_3"
Calling the existing partition by name seems good. And this phrasing
puts the focus on the new modulus in both variants; presumably the
existing partition is OK and the problem is in the new definition.
- Heikki
