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make sure the smoother code can deal with incoming data that is out-of-order; start smoothing only when we have at least a configurable number of entries in our history
git-svn-id: file:///home/lennart/svn/public/pulseaudio/branches/glitch-free@2390 fefdeb5f-60dc-0310-8127-8f9354f1896f
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2 changed files with 86 additions and 59 deletions
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@ -69,13 +69,14 @@ struct pa_smoother {
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pa_usec_t ex, ey; /* Point e, which we estimated before and need to smooth to */
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double de; /* Gradient we estimated for point e */
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pa_usec_t ry; /* The original y value for ex */
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/* History of last measurements */
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pa_usec_t history_x[HISTORY_MAX], history_y[HISTORY_MAX];
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unsigned history_idx, n_history;
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/* To even out for monotonicity */
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pa_usec_t last_y;
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pa_usec_t last_y, last_x;
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/* Cached parameters for our interpolation polynomial y=ax^3+b^2+cx */
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double a, b, c;
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@ -85,13 +86,17 @@ struct pa_smoother {
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pa_bool_t paused:1;
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pa_usec_t pause_time;
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unsigned min_history;
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};
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pa_smoother* pa_smoother_new(pa_usec_t adjust_time, pa_usec_t history_time, pa_bool_t monotonic) {
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pa_smoother* pa_smoother_new(pa_usec_t adjust_time, pa_usec_t history_time, pa_bool_t monotonic, unsigned min_history) {
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pa_smoother *s;
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pa_assert(adjust_time > 0);
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pa_assert(history_time > 0);
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pa_assert(min_history >= 2);
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pa_assert(min_history <= HISTORY_MAX);
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s = pa_xnew(pa_smoother, 1);
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s->adjust_time = adjust_time;
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@ -102,18 +107,20 @@ pa_smoother* pa_smoother_new(pa_usec_t adjust_time, pa_usec_t history_time, pa_b
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s->px = s->py = 0;
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s->dp = 1;
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s->ex = s->ey = 0;
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s->ex = s->ey = s->ry = 0;
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s->de = 1;
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s->history_idx = 0;
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s->n_history = 0;
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s->last_y = 0;
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s->last_y = s->last_x = 0;
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s->abc_valid = FALSE;
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s->paused = FALSE;
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s->min_history = min_history;
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return s;
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}
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@ -137,9 +144,9 @@ void pa_smoother_free(pa_smoother* s) {
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static void drop_old(pa_smoother *s, pa_usec_t x) {
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/* Drop items from history which are too old, but make sure to
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* always keep two entries in the history */
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* always keep min_history in the history */
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while (s->n_history > 2) {
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while (s->n_history > s->min_history) {
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if (s->history_x[s->history_idx] + s->history_time >= x)
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/* This item is still valid, and thus all following ones
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@ -184,7 +191,7 @@ static void add_to_history(pa_smoother *s, pa_usec_t x, pa_usec_t y) {
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s->n_history ++;
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/* And make sure we don't store more entries than fit in */
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if (s->n_history >= HISTORY_MAX) {
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if (s->n_history > HISTORY_MAX) {
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s->history_idx += s->n_history - HISTORY_MAX;
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REDUCE(s->history_idx);
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s->n_history = HISTORY_MAX;
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@ -196,7 +203,9 @@ static double avg_gradient(pa_smoother *s, pa_usec_t x) {
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int64_t ax = 0, ay = 0, k, t;
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double r;
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drop_old(s, x);
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/* Too few measurements, assume gradient of 1 */
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if (s->n_history < s->min_history)
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return 1;
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/* First, calculate average of all measurements */
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i = s->history_idx;
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@ -209,10 +218,7 @@ static double avg_gradient(pa_smoother *s, pa_usec_t x) {
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REDUCE_INC(i);
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}
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/* Too few measurements, assume gradient of 1 */
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if (c < 2)
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return 1;
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pa_assert(c >= s->min_history);
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ax /= c;
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ay /= c;
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@ -237,6 +243,39 @@ static double avg_gradient(pa_smoother *s, pa_usec_t x) {
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return (s->monotonic && r < 0) ? 0 : r;
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}
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static void calc_abc(pa_smoother *s) {
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pa_usec_t ex, ey, px, py;
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int64_t kx, ky;
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double de, dp;
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pa_assert(s);
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if (s->abc_valid)
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return;
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/* We have two points: (ex|ey) and (px|py) with two gradients at
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* these points de and dp. We do a polynomial
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* interpolation of degree 3 with these 6 values */
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ex = s->ex; ey = s->ey;
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px = s->px; py = s->py;
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de = s->de; dp = s->dp;
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pa_assert(ex < px);
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/* To increase the dynamic range and symplify calculation, we
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* move these values to the origin */
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kx = (int64_t) px - (int64_t) ex;
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ky = (int64_t) py - (int64_t) ey;
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/* Calculate a, b, c for y=ax^3+bx^2+cx */
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s->c = de;
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s->b = (((double) (3*ky)/kx - dp - 2*de)) / kx;
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s->a = (dp/kx - 2*s->b - de/kx) / (3*kx);
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s->abc_valid = TRUE;
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}
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static void estimate(pa_smoother *s, pa_usec_t x, pa_usec_t *y, double *deriv) {
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pa_assert(s);
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pa_assert(y);
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@ -259,36 +298,10 @@ static void estimate(pa_smoother *s, pa_usec_t x, pa_usec_t *y, double *deriv) {
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} else {
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if (!s->abc_valid) {
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pa_usec_t ex, ey, px, py;
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int64_t kx, ky;
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double de, dp;
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/* Ok, we're not yet on track, thus let's interpolate, and
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* make sure that the first derivative is smooth */
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/* Ok, we're not yet on track, thus let's interpolate, and
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* make sure that the first derivative is smooth */
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/* We have two points: (ex|ey) and (px|py) with two gradients
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* at these points de and dp. We do a polynomial interpolation
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* of degree 3 with these 6 values */
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ex = s->ex; ey = s->ey;
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px = s->px; py = s->py;
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de = s->de; dp = s->dp;
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pa_assert(ex < px);
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/* To increase the dynamic range and symplify calculation, we
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* move these values to the origin */
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kx = (int64_t) px - (int64_t) ex;
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ky = (int64_t) py - (int64_t) ey;
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/* Calculate a, b, c for y=ax^3+b^2+cx */
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s->c = de;
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s->b = (((double) (3*ky)/kx - dp - 2*de)) / kx;
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s->a = (dp/kx - 2*s->b - de/kx) / (3*kx);
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s->abc_valid = TRUE;
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}
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calc_abc(s);
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/* Move to origin */
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x -= s->ex;
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@ -307,11 +320,6 @@ static void estimate(pa_smoother *s, pa_usec_t x, pa_usec_t *y, double *deriv) {
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/* Guarantee monotonicity */
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if (s->monotonic) {
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if (*y < s->last_y)
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*y = s->last_y;
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else
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s->last_y = *y;
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if (deriv && *deriv < 0)
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*deriv = 0;
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}
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@ -320,6 +328,7 @@ static void estimate(pa_smoother *s, pa_usec_t x, pa_usec_t *y, double *deriv) {
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void pa_smoother_put(pa_smoother *s, pa_usec_t x, pa_usec_t y) {
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pa_usec_t ney;
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double nde;
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pa_bool_t is_new;
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pa_assert(s);
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@ -329,12 +338,16 @@ void pa_smoother_put(pa_smoother *s, pa_usec_t x, pa_usec_t y) {
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x = PA_LIKELY(x >= s->time_offset) ? x - s->time_offset : 0;
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pa_assert(x >= s->ex);
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is_new = x >= s->ex;
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/* First, we calculate the position we'd estimate for x, so that
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* we can adjust our position smoothly from this one */
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estimate(s, x, &ney, &nde);
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s->ex = x; s->ey = ney; s->de = nde;
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if (is_new) {
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/* First, we calculate the position we'd estimate for x, so that
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* we can adjust our position smoothly from this one */
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estimate(s, x, &ney, &nde);
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s->ex = x; s->ey = ney; s->de = nde;
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s->ry = y;
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}
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/* Then, we add the new measurement to our history */
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add_to_history(s, x, y);
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@ -343,8 +356,8 @@ void pa_smoother_put(pa_smoother *s, pa_usec_t x, pa_usec_t y) {
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s->dp = avg_gradient(s, x);
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/* And calculate when we want to be on track again */
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s->px = x + s->adjust_time;
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s->py = y + s->dp *s->adjust_time;
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s->px = s->ex + s->adjust_time;
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s->py = s->ry + s->dp *s->adjust_time;
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s->abc_valid = FALSE;
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@ -361,10 +374,21 @@ pa_usec_t pa_smoother_get(pa_smoother *s, pa_usec_t x) {
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x = s->pause_time;
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x = PA_LIKELY(x >= s->time_offset) ? x - s->time_offset : 0;
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pa_assert(x >= s->ex);
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estimate(s, x, &y, NULL);
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if (s->monotonic) {
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/* Make sure the querier doesn't jump forth and back. */
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pa_assert(x >= s->last_x);
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s->last_x = x;
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if (y < s->last_y)
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y = s->last_y;
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else
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s->last_y = y;
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}
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/* pa_log_debug("get(%llu | %llu) = %llu", (unsigned long long) (x + s->time_offset), (unsigned long long) x, (unsigned long long) y); */
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return y;
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@ -416,11 +440,14 @@ pa_usec_t pa_smoother_translate(pa_smoother *s, pa_usec_t x, pa_usec_t y_delay)
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x = PA_LIKELY(x >= s->time_offset) ? x - s->time_offset : 0;
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pa_assert(x >= s->ex);
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estimate(s, x, &ney, &nde);
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/* pa_log_debug("translate(%llu) = %llu (%0.2f)", (unsigned long long) y_delay, (unsigned long long) ((double) y_delay / s->dp), s->dp); */
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/* Play safe and take the larger gradient, so that we wakeup
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* earlier when this is used for sleeping */
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if (s->dp > nde)
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nde = s->dp;
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return (pa_usec_t) ((double) y_delay / s->dp);
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/* pa_log_debug("translate(%llu) = %llu (%0.2f)", (unsigned long long) y_delay, (unsigned long long) ((double) y_delay / nde), nde); */
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return (pa_usec_t) ((double) y_delay / nde);
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}
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@ -29,7 +29,7 @@
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typedef struct pa_smoother pa_smoother;
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pa_smoother* pa_smoother_new(pa_usec_t x_adjust_time, pa_usec_t x_history_time, pa_bool_t monotonic);
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pa_smoother* pa_smoother_new(pa_usec_t x_adjust_time, pa_usec_t x_history_time, pa_bool_t monotonic, unsigned min_history);
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void pa_smoother_free(pa_smoother* s);
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/* Adds a new value to our dataset. x = local/system time, y = remote time */
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