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planner: remove Bühlmann factor cache

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The Bühlmann factors were cached in a thread-safe hashmap. It seemed
somewhat dubious that entering a critical section and doing a hash-lookup
would be significantly faster than a simple exp() call.

Indeed, in a very cache friendly test (16 entries, tight loop) calling the
factor() function 32 000 000 times from a different translation units we get:
  - with cache: 604 ms
  - without cache: 266 ms
Therefore, remove the cache. Given that 32 000 000 calls take only 266 ms,
it appears not sensible to try to optimize this function anyway.

Signed-off-by: Berthold Stoeger <bstoeger@mail.tuwien.ac.at>
This commit is contained in:
Berthold Stoeger 2020-05-05 22:24:50 +02:00 • committed by Robert C. Helling
parent f37f428762
commit 123937901f
3 changed files with 6 additions and 47 deletions
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26
core/deco.c
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@ -290,18 +290,10 @@ double tissue_tolerance_calc(struct deco_state *ds, const struct dive *dive, dou
}
/*
* Return buelman factor for a particular period and tissue index.
*
* We cache the factor, since we commonly call this with the
* same values... We have a special "fixed cache" for the one second
* case, although I wonder if that's even worth it considering the
* more general-purpose cache.
* Return Buehlmann factor for a particular period and tissue index.
*/
static double factor(int period_in_seconds, int ci, enum inertgas gas)
{
double factor;
if (period_in_seconds == 1) {
if (gas == N2)
return buehlmann_N2_factor_expositon_one_second[ci];
@ -309,17 +301,11 @@ static double factor(int period_in_seconds, int ci, enum inertgas gas)
return buehlmann_He_factor_expositon_one_second[ci];
}
factor = cache_value(ci, period_in_seconds, gas);
if (!factor) {
// ln(2)/60 = 1.155245301e-02
if (gas == N2)
factor = 1 - exp(-period_in_seconds * 1.155245301e-02 / buehlmann_N2_t_halflife[ci]);
else
factor = 1 - exp(-period_in_seconds * 1.155245301e-02 / buehlmann_He_t_halflife[ci]);
cache_insert(ci, period_in_seconds, gas, factor);
}
return factor;
// ln(2)/60 = 1.155245301e-02
if (gas == N2)
return 1.0 - exp(-period_in_seconds * 1.155245301e-02 / buehlmann_N2_t_halflife[ci]);
else
return 1.0 - exp(-period_in_seconds * 1.155245301e-02 / buehlmann_He_t_halflife[ci]);
}
static double calc_surface_phase(double surface_pressure, double he_pressure, double n2_pressure, double he_time_constant, double n2_time_constant)