/* * Windfarm PowerMac thermal control. Generic PID helpers * * (c) Copyright 2005 Benjamin Herrenschmidt, IBM Corp. * * * Released under the term of the GNU GPL v2. */ #include #include #include #include #include #include "windfarm_pid.h" #undef DEBUG #ifdef DEBUG #define DBG(args...) printk(args) #else #define DBG(args...) do { } while(0) #endif void wf_pid_init(struct wf_pid_state *st, struct wf_pid_param *param) { memset(st, 0, sizeof(struct wf_pid_state)); st->param = *param; st->first = 1; } EXPORT_SYMBOL_GPL(wf_pid_init); s32 wf_pid_run(struct wf_pid_state *st, s32 new_sample) { s64 error, integ, deriv; s32 target; int i, hlen = st->param.history_len; /* Calculate error term */ error = new_sample - st->param.itarget; /* Get samples into our history buffer */ if (st->first) { for (i = 0; i < hlen; i++) { st->samples[i] = new_sample; st->errors[i] = error; } st->first = 0; st->index = 0; } else { st->index = (st->index + 1) % hlen; st->samples[st->index] = new_sample; st->errors[st->index] = error; } /* Calculate integral term */ for (i = 0, integ = 0; i < hlen; i++) integ += st->errors[(st->index + hlen - i) % hlen]; integ *= st->param.interval; /* Calculate derivative term */ deriv = st->errors[st->index] - st->errors[(st->index + hlen - 1) % hlen]; deriv /= st->param.interval; /* Calculate target */ target = (s32)((integ * (s64)st->param.gr + deriv * (s64)st->param.gd + error * (s64)st->param.gp) >> 36); if (st->param.additive) target += st->target; target = max(target, st->param.min); target = min(target, st->param.max); st->target = target; return st->target; } EXPORT_SYMBOL_GPL(wf_pid_run); void wf_cpu_pid_init(struct wf_cpu_pid_state *st, struct wf_cpu_pid_param *param) { memset(st, 0, sizeof(struct wf_cpu_pid_state)); st->param = *param; st->first = 1; } EXPORT_SYMBOL_GPL(wf_cpu_pid_init); s32 wf_cpu_pid_run(struct wf_cpu_pid_state *st, s32 new_power, s32 new_temp) { s64 integ, deriv, prop; s32 error, target, sval, adj; int i, hlen = st->param.history_len; /* Calculate error term */ error = st->param.pmaxadj - new_power; /* Get samples into our history buffer */ if (st->first) { for (i = 0; i < hlen; i++) { st->powers[i] = new_power; st->errors[i] = error; } st->temps[0] = st->temps[1] = new_temp; st->first = 0; st->index = st->tindex = 0; } else { st->index = (st->index + 1) % hlen; st->powers[st->index] = new_power; st->errors[st->index] = error; st->tindex = (st->tindex + 1) % 2; st->temps[st->tindex] = new_temp; } /* Calculate integral term */ for (i = 0, integ = 0; i < hlen; i++) integ += st->errors[(st->index + hlen - i) % hlen]; integ *= st->param.interval; integ *= st->param.gr; sval = st->param.tmax - (s32)(integ >> 20); adj = min(st->param.ttarget, sval); DBG("integ: %lx, sval: %lx, adj: %lx\n", integ, sval, adj); /* Calculate derivative term */ deriv = st->temps[st->tindex] - st->temps[(st->tindex + 2 - 1) % 2]; deriv /= st->param.interval; deriv *= st->param.gd; /* Calculate proportional term */ prop = st->last_delta = (new_temp - adj); prop *= st->param.gp; DBG("deriv: %lx, prop: %lx\n", deriv, prop); /* Calculate target */ target = st->target + (s32)((deriv + prop) >> 36); target = max(target, st->param.min); target = min(target, st->param.max); st->target = target; return st->target; } EXPORT_SYMBOL_GPL(wf_cpu_pid_run); MODULE_AUTHOR("Benjamin Herrenschmidt "); MODULE_DESCRIPTION("PID algorithm for PowerMacs thermal control"); MODULE_LICENSE("GPL");