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aosp12/external/igt-gpu-tools/tools/hsw_compute_wrpll.c

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/*
* Copyright © 2014 Intel Corporation
*
* Permission is hereby granted, free of charge, to any person obtaining a
* copy of this software and associated documentation files (the "Software"),
* to deal in the Software without restriction, including without limitation
* the rights to use, copy, modify, merge, publish, distribute, sublicense,
* and/or sell copies of the Software, and to permit persons to whom the
* Software is furnished to do so, subject to the following conditions:
*
* The above copyright notice and this permission notice (including the next
* paragraph) shall be included in all copies or substantial portions of the
* Software.
*
* THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
* IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
* FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL
* THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
* LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
* FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER
* DEALINGS IN THE SOFTWARE.
*/
#include <inttypes.h>
#include <stdio.h>
#include <stdbool.h>
#include <stdint.h>
#include <stdlib.h>
#include "intel_io.h"
#include "drmtest.h"
#define LC_FREQ 2700
#define LC_FREQ_2K (LC_FREQ * 2000)
#define P_MIN 2
#define P_MAX 64
#define P_INC 2
/* Constraints for PLL good behavior */
#define REF_MIN 48
#define REF_MAX 400
#define VCO_MIN 2400
#define VCO_MAX 4800
#define ABS_DIFF(a, b) ((a > b) ? (a - b) : (b - a))
struct wrpll_rnp {
unsigned p, n2, r2;
};
static unsigned wrpll_get_budget_for_freq(int clock)
{
unsigned budget;
switch (clock) {
case 25175000:
case 25200000:
case 27000000:
case 27027000:
case 37762500:
case 37800000:
case 40500000:
case 40541000:
case 54000000:
case 54054000:
case 59341000:
case 59400000:
case 72000000:
case 74176000:
case 74250000:
case 81000000:
case 81081000:
case 89012000:
case 89100000:
case 108000000:
case 108108000:
case 111264000:
case 111375000:
case 148352000:
case 148500000:
case 162000000:
case 162162000:
case 222525000:
case 222750000:
case 296703000:
case 297000000:
budget = 0;
break;
case 233500000:
case 245250000:
case 247750000:
case 253250000:
case 298000000:
budget = 1500;
break;
case 169128000:
case 169500000:
case 179500000:
case 202000000:
budget = 2000;
break;
case 256250000:
case 262500000:
case 270000000:
case 272500000:
case 273750000:
case 280750000:
case 281250000:
case 286000000:
case 291750000:
budget = 4000;
break;
case 267250000:
case 268500000:
budget = 5000;
break;
default:
budget = 1000;
break;
}
return budget;
}
static void wrpll_update_rnp(uint64_t freq2k, unsigned budget,
unsigned r2, unsigned n2, unsigned p,
struct wrpll_rnp *best)
{
uint64_t a, b, c, d, diff, diff_best;
/* No best (r,n,p) yet */
if (best->p == 0) {
best->p = p;
best->n2 = n2;
best->r2 = r2;
return;
}
/*
* Output clock is (LC_FREQ_2K / 2000) * N / (P * R), which compares to
* freq2k.
*
* delta = 1e6 *
* abs(freq2k - (LC_FREQ_2K * n2/(p * r2))) /
* freq2k;
*
* and we would like delta <= budget.
*
* If the discrepancy is above the PPM-based budget, always prefer to
* improve upon the previous solution. However, if you're within the
* budget, try to maximize Ref * VCO, that is N / (P * R^2).
*/
a = freq2k * budget * p * r2;
b = freq2k * budget * best->p * best->r2;
diff = ABS_DIFF((freq2k * p * r2), (LC_FREQ_2K * n2));
diff_best = ABS_DIFF((freq2k * best->p * best->r2),
(LC_FREQ_2K * best->n2));
c = 1000000 * diff;
d = 1000000 * diff_best;
if (a < c && b < d) {
/* If both are above the budget, pick the closer */
if (best->p * best->r2 * diff < p * r2 * diff_best) {
best->p = p;
best->n2 = n2;
best->r2 = r2;
}
} else if (a >= c && b < d) {
/* If A is below the threshold but B is above it? Update. */
best->p = p;
best->n2 = n2;
best->r2 = r2;
} else if (a >= c && b >= d) {
/* Both are below the limit, so pick the higher n2/(r2*r2) */
if (n2 * best->r2 * best->r2 > best->n2 * r2 * r2) {
best->p = p;
best->n2 = n2;
best->r2 = r2;
}
}
/* Otherwise a < c && b >= d, do nothing */
}
static void
wrpll_compute_rnp(int clock /* in Hz */,
unsigned *r2_out, unsigned *n2_out, unsigned *p_out)
{
uint64_t freq2k;
unsigned p, n2, r2;
struct wrpll_rnp best = { 0, 0, 0 };
unsigned budget;
freq2k = clock / 100;
budget = wrpll_get_budget_for_freq(clock);
/* Special case handling for 540 pixel clock: bypass WR PLL entirely
* and directly pass the LC PLL to it. */
if (freq2k == 5400000) {
*n2_out = 2;
*p_out = 1;
*r2_out = 2;
return;
}
/*
* Ref = LC_FREQ / R, where Ref is the actual reference input seen by
* the WR PLL.
*
* We want R so that REF_MIN <= Ref <= REF_MAX.
* Injecting R2 = 2 * R gives:
* REF_MAX * r2 > LC_FREQ * 2 and
* REF_MIN * r2 < LC_FREQ * 2
*
* Which means the desired boundaries for r2 are:
* LC_FREQ * 2 / REF_MAX < r2 < LC_FREQ * 2 / REF_MIN
*
*/
for (r2 = LC_FREQ * 2 / REF_MAX + 1;
r2 <= LC_FREQ * 2 / REF_MIN;
r2++) {
/*
* VCO = N * Ref, that is: VCO = N * LC_FREQ / R
*
* Once again we want VCO_MIN <= VCO <= VCO_MAX.
* Injecting R2 = 2 * R and N2 = 2 * N, we get:
* VCO_MAX * r2 > n2 * LC_FREQ and
* VCO_MIN * r2 < n2 * LC_FREQ)
*
* Which means the desired boundaries for n2 are:
* VCO_MIN * r2 / LC_FREQ < n2 < VCO_MAX * r2 / LC_FREQ
*/
for (n2 = VCO_MIN * r2 / LC_FREQ + 1;
n2 <= VCO_MAX * r2 / LC_FREQ;
n2++) {
for (p = P_MIN; p <= P_MAX; p += P_INC)
wrpll_update_rnp(freq2k, budget,
r2, n2, p, &best);
}
}
*n2_out = best.n2;
*p_out = best.p;
*r2_out = best.r2;
}
/* WRPLL clock dividers */
struct wrpll_tmds_clock {
uint32_t clock;
uint16_t p; /* Post divider */
uint16_t n2; /* Feedback divider */
uint16_t r2; /* Reference divider */
};
/* Table of matching values for WRPLL clocks programming for each frequency.
* The code assumes this table is sorted. */
static const struct wrpll_tmds_clock wrpll_tmds_clock_table[] = {
{19750000, 38, 25, 18},
{20000000, 48, 32, 18},
{21000000, 36, 21, 15},
{21912000, 42, 29, 17},
{22000000, 36, 22, 15},
{23000000, 36, 23, 15},
{23500000, 40, 40, 23},
{23750000, 26, 16, 14},
{24000000, 36, 24, 15},
{25000000, 36, 25, 15},
{25175000, 26, 40, 33},
{25200000, 30, 21, 15},
{26000000, 36, 26, 15},
{27000000, 30, 21, 14},
{27027000, 18, 100, 111},
{27500000, 30, 29, 19},
{28000000, 34, 30, 17},
{28320000, 26, 30, 22},
{28322000, 32, 42, 25},
{28750000, 24, 23, 18},
{29000000, 30, 29, 18},
{29750000, 32, 30, 17},
{30000000, 30, 25, 15},
{30750000, 30, 41, 24},
{31000000, 30, 31, 18},
{31500000, 30, 28, 16},
{32000000, 30, 32, 18},
{32500000, 28, 32, 19},
{33000000, 24, 22, 15},
{34000000, 28, 30, 17},
{35000000, 26, 32, 19},
{35500000, 24, 30, 19},
{36000000, 26, 26, 15},
{36750000, 26, 46, 26},
{37000000, 24, 23, 14},
{37762500, 22, 40, 26},
{37800000, 20, 21, 15},
{38000000, 24, 27, 16},
{38250000, 24, 34, 20},
{39000000, 24, 26, 15},
{40000000, 24, 32, 18},
{40500000, 20, 21, 14},
{40541000, 22, 147, 89},
{40750000, 18, 19, 14},
{41000000, 16, 17, 14},
{41500000, 22, 44, 26},
{41540000, 22, 44, 26},
{42000000, 18, 21, 15},
{42500000, 22, 45, 26},
{43000000, 20, 43, 27},
{43163000, 20, 24, 15},
{44000000, 18, 22, 15},
{44900000, 20, 108, 65},
{45000000, 20, 25, 15},
{45250000, 20, 52, 31},
{46000000, 18, 23, 15},
{46750000, 20, 45, 26},
{47000000, 20, 40, 23},
{48000000, 18, 24, 15},
{49000000, 18, 49, 30},
{49500000, 16, 22, 15},
{50000000, 18, 25, 15},
{50500000, 18, 32, 19},
{51000000, 18, 34, 20},
{52000000, 18, 26, 15},
{52406000, 14, 34, 25},
{53000000, 16, 22, 14},
{54000000, 16, 24, 15},
{54054000, 16, 173, 108},
{54500000, 14, 24, 17},
{55000000, 12, 22, 18},
{56000000, 14, 45, 31},
{56250000, 16, 25, 15},
{56750000, 14, 25, 17},
{57000000, 16, 27, 16},
{58000000, 16, 43, 25},
{58250000, 16, 38, 22},
{58750000, 16, 40, 23},
{59000000, 14, 26, 17},
{59341000, 14, 40, 26},
{59400000, 16, 44, 25},
{60000000, 16, 32, 18},
{60500000, 12, 39, 29},
{61000000, 14, 49, 31},
{62000000, 14, 37, 23},
{62250000, 14, 42, 26},
{63000000, 12, 21, 15},
{63500000, 14, 28, 17},
{64000000, 12, 27, 19},
{65000000, 14, 32, 19},
{65250000, 12, 29, 20},
{65500000, 12, 32, 22},
{66000000, 12, 22, 15},
{66667000, 14, 38, 22},
{66750000, 10, 21, 17},
{67000000, 14, 33, 19},
{67750000, 14, 58, 33},
{68000000, 14, 30, 17},
{68179000, 14, 46, 26},
{68250000, 14, 46, 26},
{69000000, 12, 23, 15},
{70000000, 12, 28, 18},
{71000000, 12, 30, 19},
{72000000, 12, 24, 15},
{73000000, 10, 23, 17},
{74000000, 12, 23, 14},
{74176000, 8, 100, 91},
{74250000, 10, 22, 16},
{74481000, 12, 43, 26},
{74500000, 10, 29, 21},
{75000000, 12, 25, 15},
{75250000, 10, 39, 28},
{76000000, 12, 27, 16},
{77000000, 12, 53, 31},
{78000000, 12, 26, 15},
{78750000, 12, 28, 16},
{79000000, 10, 38, 26},
{79500000, 10, 28, 19},
{80000000, 12, 32, 18},
{81000000, 10, 21, 14},
{81081000, 6, 100, 111},
{81624000, 8, 29, 24},
{82000000, 8, 17, 14},
{83000000, 10, 40, 26},
{83950000, 10, 28, 18},
{84000000, 10, 28, 18},
{84750000, 6, 16, 17},
{85000000, 6, 17, 18},
{85250000, 10, 30, 19},
{85750000, 10, 27, 17},
{86000000, 10, 43, 27},
{87000000, 10, 29, 18},
{88000000, 10, 44, 27},
{88500000, 10, 41, 25},
{89000000, 10, 28, 17},
{89012000, 6, 90, 91},
{89100000, 10, 33, 20},
{90000000, 10, 25, 15},
{91000000, 10, 32, 19},
{92000000, 10, 46, 27},
{93000000, 10, 31, 18},
{94000000, 10, 40, 23},
{94500000, 10, 28, 16},
{95000000, 10, 44, 25},
{95654000, 10, 39, 22},
{95750000, 10, 39, 22},
{96000000, 10, 32, 18},
{97000000, 8, 23, 16},
{97750000, 8, 42, 29},
{98000000, 8, 45, 31},
{99000000, 8, 22, 15},
{99750000, 8, 34, 23},
{100000000, 6, 20, 18},
{100500000, 6, 19, 17},
{101000000, 6, 37, 33},
{101250000, 8, 21, 14},
{102000000, 6, 17, 15},
{102250000, 6, 25, 22},
{103000000, 8, 29, 19},
{104000000, 8, 37, 24},
{105000000, 8, 28, 18},
{106000000, 8, 22, 14},
{107000000, 8, 46, 29},
{107214000, 8, 27, 17},
{108000000, 8, 24, 15},
{108108000, 8, 173, 108},
{109000000, 6, 23, 19},
{110000000, 6, 22, 18},
{110013000, 6, 22, 18},
{110250000, 8, 49, 30},
{110500000, 8, 36, 22},
{111000000, 8, 23, 14},
{111264000, 8, 150, 91},
{111375000, 8, 33, 20},
{112000000, 8, 63, 38},
{112500000, 8, 25, 15},
{113100000, 8, 57, 34},
{113309000, 8, 42, 25},
{114000000, 8, 27, 16},
{115000000, 6, 23, 18},
{116000000, 8, 43, 25},
{117000000, 8, 26, 15},
{117500000, 8, 40, 23},
{118000000, 6, 38, 29},
{119000000, 8, 30, 17},
{119500000, 8, 46, 26},
{119651000, 8, 39, 22},
{120000000, 8, 32, 18},
{121000000, 6, 39, 29},
{121250000, 6, 31, 23},
{121750000, 6, 23, 17},
{122000000, 6, 42, 31},
{122614000, 6, 30, 22},
{123000000, 6, 41, 30},
{123379000, 6, 37, 27},
{124000000, 6, 51, 37},
{125000000, 6, 25, 18},
{125250000, 4, 13, 14},
{125750000, 4, 27, 29},
{126000000, 6, 21, 15},
{127000000, 6, 24, 17},
{127250000, 6, 41, 29},
{128000000, 6, 27, 19},
{129000000, 6, 43, 30},
{129859000, 4, 25, 26},
{130000000, 6, 26, 18},
{130250000, 6, 42, 29},
{131000000, 6, 32, 22},
{131500000, 6, 38, 26},
{131850000, 6, 41, 28},
{132000000, 6, 22, 15},
{132750000, 6, 28, 19},
{133000000, 6, 34, 23},
{133330000, 6, 37, 25},
{134000000, 6, 61, 41},
{135000000, 6, 21, 14},
{135250000, 6, 167, 111},
{136000000, 6, 62, 41},
{137000000, 6, 35, 23},
{138000000, 6, 23, 15},
{138500000, 6, 40, 26},
{138750000, 6, 37, 24},
{139000000, 6, 34, 22},
{139050000, 6, 34, 22},
{139054000, 6, 34, 22},
{140000000, 6, 28, 18},
{141000000, 6, 36, 23},
{141500000, 6, 22, 14},
{142000000, 6, 30, 19},
{143000000, 6, 27, 17},
{143472000, 4, 17, 16},
{144000000, 6, 24, 15},
{145000000, 6, 29, 18},
{146000000, 6, 47, 29},
{146250000, 6, 26, 16},
{147000000, 6, 49, 30},
{147891000, 6, 23, 14},
{148000000, 6, 23, 14},
{148250000, 6, 28, 17},
{148352000, 4, 100, 91},
{148500000, 6, 33, 20},
{149000000, 6, 48, 29},
{150000000, 6, 25, 15},
{151000000, 4, 19, 17},
{152000000, 6, 27, 16},
{152280000, 6, 44, 26},
{153000000, 6, 34, 20},
{154000000, 6, 53, 31},
{155000000, 6, 31, 18},
{155250000, 6, 50, 29},
{155750000, 6, 45, 26},
{156000000, 6, 26, 15},
{157000000, 6, 61, 35},
{157500000, 6, 28, 16},
{158000000, 6, 65, 37},
{158250000, 6, 44, 25},
{159000000, 6, 53, 30},
{159500000, 6, 39, 22},
{160000000, 6, 32, 18},
{161000000, 4, 31, 26},
{162000000, 4, 18, 15},
{162162000, 4, 131, 109},
{162500000, 4, 53, 44},
{163000000, 4, 29, 24},
{164000000, 4, 17, 14},
{165000000, 4, 22, 18},
{166000000, 4, 32, 26},
{167000000, 4, 26, 21},
{168000000, 4, 46, 37},
{169000000, 4, 104, 83},
{169128000, 4, 64, 51},
{169500000, 4, 39, 31},
{170000000, 4, 34, 27},
{171000000, 4, 19, 15},
{172000000, 4, 51, 40},
{172750000, 4, 32, 25},
{172800000, 4, 32, 25},
{173000000, 4, 41, 32},
{174000000, 4, 49, 38},
{174787000, 4, 22, 17},
{175000000, 4, 35, 27},
{176000000, 4, 30, 23},
{177000000, 4, 38, 29},
{178000000, 4, 29, 22},
{178500000, 4, 37, 28},
{179000000, 4, 53, 40},
{179500000, 4, 73, 55},
{180000000, 4, 20, 15},
{181000000, 4, 55, 41},
{182000000, 4, 31, 23},
{183000000, 4, 42, 31},
{184000000, 4, 30, 22},
{184750000, 4, 26, 19},
{185000000, 4, 37, 27},
{186000000, 4, 51, 37},
{187000000, 4, 36, 26},
{188000000, 4, 32, 23},
{189000000, 4, 21, 15},
{190000000, 4, 38, 27},
{190960000, 4, 41, 29},
{191000000, 4, 41, 29},
{192000000, 4, 27, 19},
{192250000, 4, 37, 26},
{193000000, 4, 20, 14},
{193250000, 4, 53, 37},
{194000000, 4, 23, 16},
{194208000, 4, 23, 16},
{195000000, 4, 26, 18},
{196000000, 4, 45, 31},
{197000000, 4, 35, 24},
{197750000, 4, 41, 28},
{198000000, 4, 22, 15},
{198500000, 4, 25, 17},
{199000000, 4, 28, 19},
{200000000, 4, 37, 25},
{201000000, 4, 61, 41},
{202000000, 4, 112, 75},
{202500000, 4, 21, 14},
{203000000, 4, 146, 97},
{204000000, 4, 62, 41},
{204750000, 4, 44, 29},
{205000000, 4, 38, 25},
{206000000, 4, 29, 19},
{207000000, 4, 23, 15},
{207500000, 4, 40, 26},
{208000000, 4, 37, 24},
{208900000, 4, 48, 31},
{209000000, 4, 48, 31},
{209250000, 4, 31, 20},
{210000000, 4, 28, 18},
{211000000, 4, 25, 16},
{212000000, 4, 22, 14},
{213000000, 4, 30, 19},
{213750000, 4, 38, 24},
{214000000, 4, 46, 29},
{214750000, 4, 35, 22},
{215000000, 4, 43, 27},
{216000000, 4, 24, 15},
{217000000, 4, 37, 23},
{218000000, 4, 42, 26},
{218250000, 4, 42, 26},
{218750000, 4, 34, 21},
{219000000, 4, 47, 29},
{220000000, 4, 44, 27},
{220640000, 4, 49, 30},
{220750000, 4, 36, 22},
{221000000, 4, 36, 22},
{222000000, 4, 23, 14},
{222525000, 4, 150, 91},
{222750000, 4, 33, 20},
{227000000, 4, 37, 22},
{230250000, 4, 29, 17},
{233500000, 4, 38, 22},
{235000000, 4, 40, 23},
{238000000, 4, 30, 17},
{241500000, 2, 17, 19},
{245250000, 2, 20, 22},
{247750000, 2, 22, 24},
{253250000, 2, 15, 16},
{256250000, 2, 18, 19},
{262500000, 2, 31, 32},
{267250000, 2, 66, 67},
{268500000, 2, 94, 95},
{270000000, 2, 14, 14},
{272500000, 2, 77, 76},
{273750000, 2, 57, 56},
{280750000, 2, 24, 23},
{281250000, 2, 23, 22},
{286000000, 2, 17, 16},
{291750000, 2, 26, 24},
{296703000, 2, 100, 91},
{297000000, 2, 22, 20},
{298000000, 2, 21, 19},
};
int main(void)
{
int i;
for (i = 0; i < ARRAY_SIZE(wrpll_tmds_clock_table); i++) {
const struct wrpll_tmds_clock *ref = &wrpll_tmds_clock_table[i];
unsigned r2, n2, p;
wrpll_compute_rnp(ref->clock, &r2, &n2, &p);
igt_fail_on_f(ref->r2 != r2 || ref->n2 != n2 || ref->p != p,
"Computed value differs for %"PRId64" Hz:\n"" Reference: (%u,%u,%u)\n"" Computed: (%u,%u,%u)\n", (int64_t)ref->clock * 1000, ref->r2, ref->n2, ref->p, r2, n2, p);
}
return 0;
}
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