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Message-ID: <20201204113846.GA6547@gofer.mess.org>
Date:   Fri, 4 Dec 2020 11:38:46 +0000
From:   Sean Young <sean@...s.org>
To:     Uwe Kleine-König 
        <u.kleine-koenig@...gutronix.de>
Cc:     Lino Sanfilippo <LinoSanfilippo@....de>, thierry.reding@...il.com,
        lee.jones@...aro.org, nsaenzjulienne@...e.de, f.fainelli@...il.com,
        rjui@...adcom.com, sbranden@...adcom.com,
        bcm-kernel-feedback-list@...adcom.com, linux-pwm@...r.kernel.org,
        linux-rpi-kernel@...ts.infradead.org,
        linux-arm-kernel@...ts.infradead.org, linux-kernel@...r.kernel.org
Subject: Re: [PATCH v2] pwm: bcm2835: Support apply function for atomic
 configuration

Hi,

On Fri, Dec 04, 2020 at 12:13:26PM +0100, Uwe Kleine-König wrote:
> On Fri, Dec 04, 2020 at 08:44:17AM +0000, Sean Young wrote:
> > On Fri, Dec 04, 2020 at 12:42:15AM +0100, Lino Sanfilippo wrote:
> > > > You're storing an unsigned long long (i.e. 64 bits) in an u32. If
> > > > you are sure that this won't discard relevant bits, please explain
> > > > this in a comment for the cursory reader.
> > > 
> > > What about an extra check then to make sure that the period has not been truncated,
> > > e.g:
> > > 
> > > 	value = DIV_ROUND_CLOSEST_ULL(state->period, scaler);
> > > 
> > > 	/* dont accept a period that is too small or has been truncated */
> > > 	if ((value < PERIOD_MIN) ||
> > > 	    (value != DIV_ROUND_CLOSEST_ULL(state->period, scaler)))
> > > 		return -EINVAL;
> > 
> > Rather than doing another 64 bit division which is expensive (esp on 32 bit
> > kernels), you could assign to u64 and check:
> > 
> > 	if (value < PERIOD_MIN || value > U32_MAX)
> > 		return -EINVAL;
> 
> Given that value is a u32, value > U32_MAX will never trigger.

I meant that value is declared u64 as well ("assign to u64").

> Maybe checking period before doing the division is more sensible.

That could introduce rounding errors, exactly why PERIOD_MIN was introduced.

> > > > Also note that round_closed is probably wrong, as .apply() is
> > > > supposed to round down the period to the next achievable period. (But
> > > > fixing this has to do done in a separate patch.)
> > > 
> > > According to commit 11fc4edc4 rounding to the closest integer has been introduced
> > > to improve precision in case that the pwm controller is used by the pwm-ir-tx driver.
> > > I dont know how strong the requirement is to round down the period in apply(), but I
> > > can imagine that this may be a good reason to deviate from this rule.
> > > (CCing Sean Young who introduced DIV_ROUND_CLOSEST)
> > 
> > There was a problem where the carrier is incorrect for some IR hardware
> > which uses a carrier of 455kHz. With periods that small, rounding errors
> > do really matter and rounding down might cause problems.
> > 
> > A policy of rounding down the carrier is not the right thing to do
> > for pwm-ir-tx, and such a change will probably break pwm-ir-tx in some
> > edge cases.
> 
> IMO it's not an option to say: pwm-driver A is used for IR, so A's
> .apply uses round-nearest and pwm-driver B is used for $somethingelse,
> so B's .apply uses round-down.

I'm not saying that one driver should have one it one way and another driver
another way.

> To be a sensible API pwm_apply_state
> should have a fixed behaviour. I consider round-down the sensible
> choice (because it is easier to implmement the other options with this)

It's not sensible when it's wrong about half the time.

Why is is easier to implement?

> and for consumers like the IR stuff we need to provide some more
> functions to allow it selecting a better suited state. Something like:
> 
> 	pwm_round_state_nearest(pwm, { .period = 2198, .. }, &state)
> 
> which queries the hardwares capabilities and then assigns state.period =
> 2200 instead of 2100.

This is very elaborate and surely not "easier to implement". Why not just
do the right thing in the first place and round-closest?

> Where can I find the affected (consumer) driver?

So there is the pwm-ir-tx driver. The infrared led is directly connected
to the pwm output pin, so that's all there is.

Thanks,

Sean

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