Hi Russell,
On 29/09/2017 at 11:23:31 +0100, Russell King wrote:
> +/*
> + * The information given in the Armada 388 functional spec is complex.
> + * They give two different formulas for calculating the offset value,
> + * but when considering "Offset" as an 8-bit signed integer, they both
> + * reduce down to (we shall rename "Offset" as "val" here):
> + *
> + * val = (f_ideal / f_measured - 1) / resolution where f_ideal = 32768
> + *
> + * Converting to time, f = 1/t:
> + * val = (t_measured / t_ideal - 1) / resolution where t_ideal = 1/32768
> + *
> + * => t_measured / t_ideal = val * resolution + 1
> + *
> + * "offset" in the RTC interface is defined as:
> + * t = t0 * (1 + offset * 1e-9)
> + * where t is the desired period, t0 is the measured period with a zero
> + * offset, which is t_measured above. With t0 = t_measured and t = t_ideal,
> + * offset = (t_ideal / t_measured - 1) / 1e-9
> + *
> + * => t_ideal / t_measured = offset * 1e-9 + 1
> + *
> + * so:
> + *
> + * offset * 1e-9 + 1 = 1 / (val * resolution + 1)
> + *
> + * We want "resolution" to be an integer, so resolution = R * 1e-9, giving
> + * offset = 1e18 / (val * R + 1e9) - 1e9
> + * val = (1e18 / (offset + 1e9) - 1e9) / R
> + * with a common transformation:
> + * f(x) = 1e18 / (x + 1e9) - 1e9
> + * offset = f(val * R)
> + * val = f(offset) / R
> + *
> + * Armada 38x supports two modes, fine mode (954ppb) and coarse mode (3815ppb).
> + */
> +static long armada38x_ppb_convert(long ppb)
> +{
> + long div = ppb + 1000000000L;
> +
> + return div_s64(1000000000000000000LL + div / 2, div) - 1000000000L;
The previous comment is perfect but it was not completely obvious to me
why you are adding div / 2. Maybe you can add a small comment.
> +}
--
Alexandre Belloni, Free Electrons
Embedded Linux and Kernel engineering
http://free-electrons.com
