Hi,
On Mon, Jun 6, 2022 at 11:19 AM Vijaya Krishna Nivarthi
<quic_vnivarth@xxxxxxxxxxx> wrote:
>
> Hi,
>
>
> On 6/4/2022 12:10 AM, Doug Anderson wrote:
> > Hi,
> >
> > On Fri, Jun 3, 2022 at 10:43 AM Vijaya Krishna Nivarthi
> > <quic_vnivarth@xxxxxxxxxxx> wrote:
> >>
> >> Ah, or I guess what you're saying is that the table historically
> >> contained "rounded" rates but that clk_round_rate() isn't returning
> >> nice round rates. OK, but if we truly want to support an inexact
> >> match, you'd want to pick the rate that reduces the error, not just
> >> pick the first one. In other words, something like this (untested):
> >>
> >> freq = clk_round_rate(clk, mult);
> >> diff = abs(((long)mult - freq) / div);
> >> if (diff < best_diff) {
> >> best_diff = diff;
> >> ser_clk = freq;
> >> best_div = div;
> >> }
> >> I am not sure if its required that freq is a multiple of best_div now
> >> that we don't have a multiple of desired_clk anyway.
> > How about just this (untested):
> >
> > freq = clk_round_rate(clk, mult);
> > candidate_div = max(1, DIV_ROUND_CLOSEST(freq, desired_clk));
> > candidate_freq = freq / candidate_div;
> > diff = abs((long)desired_clk - candidate_freq);
> > if (diff < best_diff) {
> > best_diff = diff;
> > ser_clk = freq;
> > best_div = candidate_div;
> > }
>
> I am afraid this still doesn't guarantee that ser_clk is a multiple of
> best_div
OK. ...I guess my question would be: does it matter for some reason?
"ser_clk" is just a local variable in this function. Who cares if it's
not a multiple of best_div? This is why we're keeping track of
"best_div" in the first place, so that later in the function instead
of:
*clk_div = ser_clk / desired_clk;
if (!(*clk_div))
*clk_div = 1;
You just do:
*clk_div = best_div;
> I tested it with a function simulates clk_round_rate.
>
> static unsigned long clk_round_rate_test(struct clk *clk, unsigned long
> in_freq)
> {
> unsigned long root_freq[6] = {105, 204, 303, 402, 501, 602};
> int i;
>
> for (i = 0; i < 6; i++) {
> if (root_freq[i] >= in_freq)
> return root_freq[i];
> }
> return root_freq[6];
> }
>
> {
> unsigned long ser_clk;
> unsigned long desired_clk;
> unsigned long freq;
> int div_round_closest;
> unsigned long div;
> unsigned long mult;
> unsigned long candidate_div, candidate_freq;
>
> unsigned long diff, best_diff, best_div;
> unsigned long one;
>
> desired_clk = 100;
> one = 1;
> best_diff = ULONG_MAX;
> pr_err("\ndesired_clk-%d\n", desired_clk);
> for (div = 1; div <= 10; div++) {
> mult = div * desired_clk;
>
> freq = clk_round_rate_test(clk, mult);
> div_round_closest = DIV_ROUND_CLOSEST(freq, desired_clk);
> candidate_div = max(one, (unsigned long)div_round_closest);
> candidate_freq = freq / candidate_div;
> diff = abs((long)desired_clk - candidate_freq);
> pr_err("div-%d, mult-%d, freq-%d, div_round_closest-%d,
> candidate_div-%d, candidate_freq-%d, diff-%d\n",
> div, mult, freq, div_round_closest, candidate_div,
> candidate_freq, diff);
> if (diff < best_diff) {
> pr_err("This is best so far\n");
> best_diff = diff;
> ser_clk = freq;
> best_div = candidate_div;
> }
> }
> pr_err("\nbest_diff-%d, ser_clk-%d, best_div-%d\n",
> best_diff, ser_clk, best_div);
> }
>
> And here is the output
>
> [ 17.835167] desired_clk-100
> [ 17.839567] div-1, mult-100, freq-105, div_round_closest-1,
> candidate_div-1, candidate_freq-105, diff-5
> [ 17.849220] This is best so far
> [ 17.852458] div-2, mult-200, freq-204, div_round_closest-2,
> candidate_div-2, candidate_freq-102, diff-2
> [ 17.862104] This is best so far
> [ 17.865345] div-3, mult-300, freq-303, div_round_closest-3,
> candidate_div-3, candidate_freq-101, diff-1
> [ 17.874995] This is best so far
> [ 17.878237] div-4, mult-400, freq-402, div_round_closest-4,
> candidate_div-4, candidate_freq-100, diff-0
> [ 17.887882] This is best so far
> [ 17.891118] div-5, mult-500, freq-501, div_round_closest-5,
> candidate_div-5, candidate_freq-100, diff-0
> [ 17.900770] div-6, mult-600, freq-602, div_round_closest-6,
> candidate_div-6, candidate_freq-100, diff-0
> [ 17.910415] div-7, mult-700, freq-602, div_round_closest-6,
> candidate_div-6, candidate_freq-100, diff-0
> [ 17.920057] div-8, mult-800, freq-602, div_round_closest-6,
> candidate_div-6, candidate_freq-100, diff-0
> [ 17.929703] div-9, mult-900, freq-602, div_round_closest-6,
> candidate_div-6, candidate_freq-100, diff-0
> [ 17.939353] div-10, mult-1000, freq-602, div_round_closest-6,
> candidate_div-6, candidate_freq-100, diff-0
> [ 17.949181]
> [ 17.949181] best_diff-0, ser_clk-402, best_div-4
That doesn't look like a terrible result. I guess nominally 602 is a
better approximation, but if we're accepting that we're not going to
have an exact rate anyway then maybe being off by that tiny amount
doesn't matter and we'd do better with the slow clock (maybe saves
power?)
> Please note that we go past cases when we have an divider that can
> exactly divide the frequency(105/1, 204/2, 303/3) and end up with one
> that doesn't.
Ah, good point. Luckily that's a 1-line fix, right?
-Doug
