/* -*-  Mode: C++; c-file-style: "gnu"; indent-tabs-mode:nil; -*- */

/*

* Copyright (c) 2011 SIGNET LAB. Department of Information Engineering (DEI), University of Padua

*

* This program is free software; you can redistribute it and/or modify

* it under the terms of the GNU General Public License version 2 as

* published by the Free Software Foundation;

*

* This program is distributed in the hope that it will be useful,

* but WITHOUT ANY WARRANTY; without even the implied warranty of

* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the

* GNU General Public License for more details.

*

* You should have received a copy of the GNU General Public License

* along with this program; if not, write to the Free Software

* Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA  02111-1307  USA

*

*

* Original Work Authors:

*      Marco Mezzavilla <mezzavil@dei.unipd.it>

*      Giovanni Tomasi <tomasigv@gmail.com>

* Original Work Acknowldegments:

*      This work was supported by the MEDIEVAL (MultiMEDia transport

*      for mobIlE Video AppLications) project, which is a

*      medium-scale focused research project (STREP) of the 7th

*      Framework Programme (FP7)

*

* Subsequent integration in LENA and extension done by:

*      Marco Miozzo <marco.miozzo@cttc.es>

*/ 

#include <list>

#include <tr1/functional>

#include <vector>

#include <ns3/log.h>

#include <ns3/pointer.h>

#include <stdint.h>

#include <cmath>

#include <stdint.h>

#include "stdlib.h"

#include <ns3/lte-mi-error-model.h>

NS_LOG_COMPONENT_DEFINE ("LteMiErrorModel");

namespace ns3 {

  // PCFICH-PDCCH Error model based on 3GPP R4-081920 "LTE PDCCH/PCFICH

  //  Demodulation Performance Results with Implementation Margin"

  double PdcchPcfichBlerCurveXaxis[PDCCH_PCFICH_CURVE_SIZE] = {

      -10,-9.8,-9.6, -9.4, -9.2, -9.0, -8.8, -8.6, -8.4, -8.2, -8.0,

      -7.8, -7.6, -7.4, -7.2, -7.0, -6.8, -6.6, -6.4,   -6.2, -6.0, 

      -5.8, -5.6, -5.4, -5.2, -5.0, -4.8, -4.6, -4.4, -4.2, -4.0, 

      -3.8, -3.6, -3.4, -3.2, -3.0, -2.8, -2.6, -2.4, -2.2, -2.0, 

      -1.8, -1.6, -1.4, -1.2, -1.0

  };

  double PdcchPcfichBlerCurveYaxis[PDCCH_PCFICH_CURVE_SIZE] = {

    0.922602, 0.871559, 0.82334, 0.777789, 0.734758, 0.694107, 0.655706,

    0.619429, 0.585159, 0.552785, 0.520927, 0.479229, 0.440869, 0.405579,

    0.373114, 0.343104, 0.309947,0.279994, 0.252936, 0.228492, 0.206048,

    0.181449, 0.159787, 0.140711, 0.123912, 0.109119, 0.0916184, 0.0769244,

    0.0645871, 0.0542285, 0.0454971, 0.037584, 0.0310472, 0.0256473, 

    0.0211866, 0.0175023, 0.0144636, 0.0119524, 0.00987724, 0.00816236,

    0.00673821, 0.00532283, 0.00420476, 0.00332154, 0.00262385, 0.0020727

  };

  int TbsIndex[32] = {0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 9, 10, 11, 12, 13, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, -1, -1, -1};

  uint16_t cbSizeTable[188] = {   // as K column of table 5.1.3-3 of TS 36,212

    40, 48, 56, 64, 72, 80, 88, 96, 104, 112, 120, 128, 136, 144, 152,

    160, 168, 176, 184, 192, 200, 208, 216, 224, 232, 240, 248, 256, 264,

    272, 280, 288, 296, 304, 312, 320, 328, 336, 344, 352, 360, 368, 376,

    384, 392, 400, 408, 416, 424, 432, 440, 448, 456, 464, 472, 480, 488,

    496, 504, 512, 528, 544, 560, 576, 592, 608, 624, 640, 656, 672, 688,

    704, 720, 736, 752, 768, 784, 800, 816, 832, 848, 864, 880, 896, 912,

    928, 944, 960, 976, 992, 1008, 1024, 1056, 1088, 1120, 1152, 1184, 1216,

    1248, 1280, 1312, 1344, 1376, 1408, 1440, 1472, 1504, 1536, 1568, 1600,

    1632, 1664, 1696, 1728, 1760, 1792, 1824, 1856, 1888, 1920, 1952, 1984,

    2016, 2048, 2112, 2176, 2240, 2304, 2368, 2432, 2496, 2560, 2624, 2688,    2752, 2816, 2880, 2944, 3008, 3072, 3136, 3200, 3264, 3328, 3392, 3456,

    3520, 3584, 3648, 3712, 3776, 3840, 3904, 3968, 4032, 4096, 4160, 4224,    4288, 4352, 4416, 4480, 4544, 4608, 4672, 4736, 4800, 4864, 4928, 4992,    5056, 5120, 5184, 5248, 5312, 5376, 5440, 5504, 5568, 5632, 5696, 5760,

    5824, 5888, 5952, 6016, 6080, 6144   

  };

  ;

uint16_t cbMiSizeTable [9] = {40, 104, 160, 256, 512, 1024, 2560, 4032, 6144};

double MI_map_qpsk[MI_MAP_QPSK_SIZE] = {

  0.0690003489341297,0.0716227274726117,0.0742340978953440,0.0768346104980025,0.0794244103447761,0.0820036374801004,0.0845724271431926,0.0871309099810427,0.0896792122569310,0.0922174560525495,0.0947457594625196,0.0972642367806063,0.0997729986772915,0.102272152368619,0.104761801776403,0.107242047680000,0.109712987859947,0.112174717233782,0.114627327984429,0.117070909681513,0.119505549395992,0.121931331808479,0.124348339311615,0.126756652106854,0.129156348295983,0.131547503967713,0.133930193279620,0.136304488535748,0.138670460260116,0.141028177266400,0.143377706724007,0.145719114220782,0.148052463822533,0.150377818129578,0.152695238330494,0.155004784253224,0.157306514413717,0.159600486062226,0.161886755227418,0.164165376758411,0.166436404364862,0.168699890655220,0.170955887173241,0.173204444432860,0.175445611951529,0.177679438282080,0.179905971043210,0.182125256948655,0.184337341835134,0.186542270689104,0.188740087672416,0.190930836146914,0.193114558698026,0.195291297157414,0.197461092624719,0.199623985488445,0.201780015446038,0.203929221523178,0.206071642092341,0.208207314890659,0.210336277037108,0.212458565049058,0.214574214858220,0.216683261826010,0.218785740758360,0.220881685920000,0.222971131048238,0.225054109366258,0.227130653595954,0.229200795970327,0.231264568245459,0.233322001712082,0.235373127206765,0.237417975122726,0.239456575420291,0.241488957637017,0.243515150897483,0.245535183922773,0.247549085039656,0.249556882189479,0.251558602936785,0.253554274477663,0.255543923647842,0.257527576930545,0.259505260464099,0.261477000049324,0.263442821156701,0.265402748933330,0.267356808209687,0.269305023506185,0.271247419039542,0.273184018728981,0.275114846202242,0.277039924801432,0.278959277588713,0.280872927351831,0.282780896609496,0.284683207616614,0.286579882369384,0.288470942610247,0.290356409832718,0.292236305286078,0.294110649979955,0.295979464688778,0.297842769956116,0.299700586098916,0.301552933211619,0.303399831170183,0.305241299636004,0.307077358059734,0.308908025685008,0.310733321552085,0.312553264501390,0.314367873176978,0.316177166029912,0.317981161321561,0.319779877126821,0.321573331337258,0.323361541664177,0.325144525641625,0.326922300629316,0.328694883815500,0.330462292219754,0.332224542695721,0.333981651933781,0.335733636463664,0.337480512657007,0.339222296729849,0.340959004745076,0.342690652614815,0.344417256102769,0.346138830826504,0.347855392259695,0.349566955734310,0.351273536442761,0.352975149440000,0.354671809645581,0.356363531845667,0.358050330695007,0.359732220718866,0.361409216314917,0.363081331755096,0.364748581187413,0.365760085328701,0.367414435567153,0.369063590345858,0.370707574758377,0.372346413657952,0.373980131661624,0.375608753154257,0.377232302292463,0.378850803008427,0.380464279013651,0.382072753802601,0.383676250656272,0.385274792645668,0.386868402635202,0.388457103286017,0.390040917059232,0.391619866219112,0.393193972836167,0.394763258790181,0.396327745773173,0.397887455292293,0.399442408672650,0.400992627060087,0.402538131423884,0.404078942559405,0.405615081090699,0.407146567473028,0.408673421995349,0.410195664782751,0.411713315798825,0.413226394847994,0.414734921577795,0.416238915481109,0.417738395898345,0.419233382019585,0.420723892886679,0.422209947395301,0.423691564296960,0.425168762200976,0.426641559576410,0.428109974753962,0.429574025927829,0.431033731157521,0.432489108369656,0.433940175359702,0.435386949793697,0.436829449209937,0.438267691020623,0.439701692513483,0.441131470853366,0.442557043083795,0.443978426128502,0.445395636792933,0.446808691765718,0.448217607620120,0.449622400815456,0.451023087698496,0.452419684504825,0.453812207360195,0.455200672281845,0.456585095179796,0.457965491858126,0.459341878016225,0.460714269250023,0.462082681053196,0.463447128818359,0.464807627838230,0.466164193306775,0.467516840320339,0.468865583878754,0.470210438886424,0.471551420153401,0.472888542396436,0.474221820240013,0.475551268217370,0.476876900771498,0.478198732256128,0.479516776936698,0.480831048991307,0.482141562511653,0.483448331503954,0.484751369889858,0.486050691507333,0.487346310111549,0.488638239375742,0.489926492892065,0.491211084172426,0.492492026649314,0.493769333676610,0.495043018530388,0.496313094409703,0.497579574437364,0.498842471660700,0.500101799052307,0.501357569510799,0.502609795861526,0.503858490857300,0.505103667179099,0.506345337436768,0.507583514169703,0.508818209847531,0.510049436870774,0.511277207571509,0.512501534214016,0.513722428995414,0.514939904046294,0.516153971431339,0.517364643149933,0.518571931136767,0.519775847262431,0.520976403334003,0.522173611095627,0.523367482229080,0.524558028354337,0.525745261030125,0.526929191754467,0.528109831965227,0.529287193040638,0.530461286299827,0.531632123003332,0.532799714353619,0.533964071495577,0.535125205517021,0.536283127449183,0.537437848267194,0.538589378890561,0.539737730183644,0.540882912956114,0.542024937963420,0.543163815907238,0.544299557435920,0.545432173144935,0.546561673577308,0.547688069224050,0.548811370524581,0.549931587867153,0.551048731589264,0.552162811978068,0.553273839270780,0.554381823655071,0.555486775269472,0.556588704203755,0.557687620499322,0.558783534149586,0.559876455100345,0.560966393250155,0.562053358450695,0.563137360507132,0.564218409178475,0.565296514177934,0.566371685173266,0.567443931787123,0.568513263597390,0.569579690137527,0.570643220896900,0.571703865321112,0.572761632812328,0.573816532729596,0.574868574389170,0.575917767064821,0.576964119988149,0.578007642348892,0.579048343295230,0.580086231934086,0.581121317331422,0.582153608512535,0.583183114462351,0.584209844125704,0.585233806407631,0.586255010173647,0.587273464250025,0.588289177424073,0.589302158444405,0.590312416021210,0.591319958826520,0.592324795494474,0.593326934621578,0.594326384766964,0.595323154452643,0.596317252163764,0.597308686348855,0.598297465420080,0.599283597753478,0.600267091689206,0.601247955531782,0.602226197550319,0.603201825978762,0.604174849016119,0.605145274826694,0.606113111540312,0.607078367252547,0.608041050024944,0.609001167885238,0.609958728827579,0.610913740812743,0.611866211768347,0.612816149589066,0.613763562136839,0.614708457241078,0.615650842698875,0.616590726275206,0.617528115703136,0.618463018684014,0.619395442887674,0.620325395952633,0.621252885486284,0.622177919065087,0.623100504234766,0.624020648510489,0.624938359377065,0.625853644289121,0.626766510671293,0.627676965918402,0.628585017395639,0.629490672438743,0.630393938354174,0.631294822419294,0.632193331882539,0.633089473963589,0.633983255853542,0.634874684715080,0.635763767682640,0.636650511862579,0.637534924333335,0.638417012145596,0.639296782322459,0.640174241859589,0.641049397725379,0.641922256861109,0.642792826181100,0.643661112572869,0.644527122897282,0.645390863988709,0.646252342655170,0.647111565678489,0.647968539814439,0.648823271792888,0.649675768317950,0.650526036068123,0.651374081696436,0.652219911830588,0.653063533073093,0.653904952001416,0.654744175168111,0.655581209100961,0.656416060303112,0.657248735253208,0.658079240405527,0.658907582190110,0.659733767012895,0.660557801255848,0.661379691277091,0.662199443411030,0.663017063968485,0.663832559236813,0.664645935480037,0.665457198938967,0.666266355831323,0.667073412351863,0.667878374672495,0.668681248942408,0.669482041288181,0.670280757813911,0.671077404601323,0.671871987709891,0.672664513176952,0.673454987017822,0.674243415225909,0.675029803772825,0.675814158608500,0.676596485661295,0.677376790838106,0.678155080024481,0.678931359084725,0.679705633862007,0.680477910178470,0.681248193835337,0.682016490613012,0.682782806271192,0.683547146548964,0.684309517164914,0.685069923817224,0.685828372183780,0.686584867922264,0.687339416670264,0.688092024045367,0.688842695645258,0.689591437047823,0.690338253811239,0.691083151474075,0.691826135555389,0.692567211554818,0.693306384952679,0.694043661210056,0.694779045768899,0.695512544052111,0.696244161463647,0.696973903388596,0.697701775193280,0.698427782225337,0.699151929813817,0.699874223269263,0.700594667883805,0.701313268931245,0.702030031667144,0.702744961328908,0.703458063135872,0.704169342289390,0.704878803972913,0.705586453352076,0.706292295574782,0.706996335771284,0.707698579054265,0.708399030518923,0.709097695243048,0.709794578287106,0.710489684694317,0.711183019490737,0.711874587685330,0.712564394270055,0.713252444219938,0.713938742493152,0.714623294031091,0.715306103758449,0.715987176583295,0.716666517397146,0.717344131075047,0.718020022475638,0.718694196441235,0.719366657797898,0.720037411355506,0.720706461907829,0.721373814232600,0.722039473091587,0.722703443230664,0.723365729379878,0.724026336253524,0.724685268550213,0.725342530952939,0.725998128129151,0.726652064730817,0.727304345394498,0.727954974741409,0.728603957377491,0.729251297893474,0.729897000864946,0.730541070852416,0.731183512401383,0.731824330042397,0.732463528291126,0.733101111648419,0.733737084600371,0.734371451618386,0.735004217159237,0.735635385665134,0.736264961563782,0.736892949268446,0.737519353178008,0.738144177677033,0.738767427135826,0.739389105910496,0.740009218343011,0.740627768761262,0.741244761479122,0.741860200796502,0.742474090999411,0.743086436360017,0.743697241136699,0.744306509574111,0.744914245903234,0.745520454341437,0.746125139092530,0.746728304346822,0.747329954281178,0.747930093059073,0.748528724830645,0.749125853732755,0.749721483889038,0.750315619409959,0.750908264392865,0.751499422922041,0.752089099068763,0.752677296891347,0.753264020435210,0.753849273732912,0.754433060804219,0.755015385656146,0.755596252283013,0.756175664666496,0.756753626775676,0.757330142567093,0.757905215984793,0.758478850960381,0.759051051413067,0.759621821249720,0.760191164364916,0.760759084640984,0.761325585948060,0.761890672144130,0.762454347075082,0.763016614574754,0.763577478464979,0.764136942555635,0.764695010644690,0.765251686518250,0.765806973950608,0.766360876704287,0.766913398530085,0.767464543167128,0.768014314342907,0.768562715773328,0.7691097511627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};

double MI_map_qpsk_axis[MI_MAP_QPSK_SIZE] = {

  0.100000000000000,0.104000000000000,0.108000000000000,0.112000000000000,0.116000000000000,0.120000000000000,0.124000000000000,0.128000000000000,0.132000000000000,0.136000000000000,0.140000000000000,0.144000000000000,0.148000000000000,0.152000000000000,0.156000000000000,0.160000000000000,0.164000000000000,0.168000000000000,0.172000000000000,0.176000000000000,0.180000000000000,0.184000000000000,0.188000000000000,0.192000000000000,0.196000000000000,0.200000000000000,0.204000000000000,0.208000000000000,0.212000000000000,0.216000000000000,0.220000000000000,0.224000000000000,0.228000000000000,0.232000000000000,0.236000000000000,0.240000000000000,0.244000000000000,0.248000000000000,0.252000000000000,0.256000000000000,0.260000000000000,0.264000000000000,0.268000000000000,0.272000000000000,0.276000000000000,0.280000000000000,0.284000000000000,0.288000000000000,0.292000000000000,0.296000000000000,0.300000000000000,0.304000000000000,0.308000000000000,0.312000000000000,0.316000000000000,0.320000000000000,0.324000000000000,0.328000000000000,0.332000000000000,0.336000000000000,0.340000000000000,0.344000000000000,0.348000000000000,0.352000000000000,0.356000000000000,0.360000000000000,0.364000000000000,0.368000000000000,0.372000000000000,0.376000000000000,0.380000000000000,0.384000000000000,0.388000000000000,0.392000000000000,0.396000000000000,0.400000000000000,0.404000000000000,0.408000000000000,0.412000000000000,0.416000000000000,0.420000000000000,0.424000000000000,0.428000000000000,0.432000000000000,0.436000000000000,0.440000000000000,0.444000000000000,0.448000000000000,0.452000000000000,0.456000000000000,0.460000000000000,0.464000000000000,0.468000000000000,0.472000000000000,0.476000000000000,0.480000000000000,0.484000000000000,0.488000000000000,0.492000000000000,0.496000000000000,0.500000000000000,0.504000000000000,0.508000000000000,0.512000000000000,0.516000000000000,0.520000000000000,0.524000000000000,0.528000000000000,0.532000000000000,0.536000000000000,0.540000000000000,0.544000000000000,0.548000000000000,0.552000000000000,0.556000000000000,0.560000000000000,0.564000000000000,0.568000000000000,0.572000000000000,0.576000000000000,0.580000000000000,0.584000000000000,0.588000000000000,0.592000000000000,0.596000000000000,0.600000000000000,0.604000000000000,0.608000000000000,0.612000000000000,0.616000000000000,0.620000000000000,0.624000000000000,0.628000000000000,0.632000000000000,0.636000000000000,0.640000000000000,0.644000000000000,0.648000000000000,0.652000000000000,0.656000000000000,0.660000000000000,0.664000000000000,0.668000000000000,0.672000000000000,0.676000000000000,0.680000000000000,0.684000000000000,0.688000000000000,0.692000000000000,0.696000000000000,0.700000000000000,0.704000000000000,0.708000000000000,0.712000000000000,0.716000000000000,0.720000000000000,0.724000000000000,0.728000000000000,0.732000000000000,0.736000000000000,0.740000000000000,0.744000000000000,0.748000000000000,0.752000000000000,0.756000000000000,0.760000000000000,0.764000000000000,0.768000000000000,0.772000000000000,0.776000000000000,0.780000000000000,0.784000000000000,0.788000000000000,0.792000000000000,0.796000000000000,0.800000000000000,0.804000000000000,0.808000000000000,0.812000000000000,0.816000000000000,0.820000000000000,0.824000000000000,0.828000000000000,0.832000000000000,0.836000000000000,0.840000000000000,0.844000000000000,0.848000000000000,0.852000000000000,0.856000000000000,0.860000000000000,0.864000000000000,0.868000000000000,0.872000000000000,0.876000000000000,0.880000000000000,0.884000000000000,0.888000000000000,0.892000000000000,0.896000000000000,0.900000000000000,0.904000000000000,0.908000000000000,0.912000000000000,0.916000000000000,0.920000000000000,0.924000000000000,0.928000000000000,0.932000000000000,0.936000000000000,0.940000000000000,0.944000000000000,0.948000000000000,0.952000000000000,0.956000000000000,0.960000000000000,0.964000000000000,0.968000000000000,0.972000000000000,0.976000000000000,0.980000000000000,0.984000000000000,0.988000000000000,0.992000000000000,0.996000000000000,1,1.00400000000000,1.00800000000000,1.01200000000000,1.01600000000000,1.02000000000000,1.02400000000000,1.02800000000000,1.03200000000000,1.03600000000000,1.04000000000000,1.04400000000000,1.04800000000000,1.05200000000000,1.05600000000000,1.06000000000000,1.06400000000000,1.06800000000000,1.07200000000000,1.07600000000000,1.08000000000000,1.08400000000000,1.08800000000000,1.09200000000000,1.09600000000000,1.10000000000000,1.10400000000000,1.10800000000000,1.11200000000000,1.11600000000000,1.12000000000000,1.12400000000000,1.12800000000000,1.13200000000000,1.13600000000000,1.14000000000000,1.14400000000000,1.14800000000000,1.15200000000000,1.15600000000000,1.16000000000000,1.16400000000000,1.16800000000000,1.17200000000000,1.17600000000000,1.18000000000000,1.18400000000000,1.18800000000000,1.19200000000000,1.19600000000000,1.20000000000000,1.20400000000000,1.20800000000000,1.21200000000000,1.21600000000000,1.22000000000000,1.22400000000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

};

double MI_map_16qam[MI_MAP_16QAM_SIZE] = {

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};

double MI_map_16qam_axis[MI_MAP_16QAM_SIZE] = {

  1.58000000000000,1.59000000000000,1.60000000000000,1.61000000000000,1.62000000000000,1.63000000000000,1.64000000000000,1.65000000000000,1.66000000000000,1.67000000000000,1.68000000000000,1.69000000000000,1.70000000000000,1.71000000000000,1.72000000000000,1.73000000000000,1.74000000000000,1.75000000000000,1.76000000000000,1.77000000000000,1.78000000000000,1.79000000000000,1.80000000000000,1.81000000000000,1.82000000000000,1.83000000000000,1.84000000000000,1.85000000000000,1.86000000000000,1.87000000000000,1.88000000000000,1.89000000000000,1.90000000000000,1.91000000000000,1.92000000000000,1.93000000000000,1.94000000000000,1.95000000000000,1.96000000000000,1.97000000000000,1.98000000000000,1.99000000000000,2,2.01000000000000,2.02000000000000,2.03000000000000,2.04000000000000,2.05000000000000,2.06000000000000,2.07000000000000,2.08000000000000,2.09000000000000,2.10000000000000,2.11000000000000,2.12000000000000,2.13000000000000,2.14000000000000,2.15000000000000,2.16000000000000,2.17000000000000,2.18000000000000,2.19000000000000,2.20000000000000,2.21000000000000,2.22000000000000,2.23000000000000,2.24000000000000,2.25000000000000,2.26000000000000,2.27000000000000,2.28000000000000,2.29000000000000,2.30000000000000,2.31000000000000,2.32000000000000,2.33000000000000,2.34000000000000,2.35000000000000,2.36000000000000,2.37000000000000,2.38000000000000,2.39000000000000,2.40000000000000,2.41000000000000,2.42000000000000,2.43000000000000,2.44000000000000,2.45000000000000,2.46000000000000,2.47000000000000,2.48000000000000,2.49000000000000,2.50000000000000,2.51000000000000,2.52000000000000,2.53000000000000,2.54000000000000,2.55000000000000,2.56000000000000,2.57000000000000,2.58000000000000,2.59000000000000,2.60000000000000,2.61000000000000,2.62000000000000,2.63000000000000,2.64000000000000,2.65000000000000,2.66000000000000,2.67000000000000,2.68000000000000,2.69000000000000,2.70000000000000,2.71000000000000,2.72000000000000,2.73000000000000,2.74000000000000,2.75000000000000,2.76000000000000,2.77000000000000,2.78000000000000,2.79000000000000,2.80000000000000,2.81000000000000,2.82000000000000,2.83000000000000,2.84000000000000,2.85000000000000,2.86000000000000,2.87000000000000,2.88000000000000,2.89000000000000,2.90000000000000,2.91000000000000,2.92000000000000,2.93000000000000,2.94000000000000,2.95000000000000,2.96000000000000,2.97000000000000,2.98000000000000,2.99000000000000,3,3.01000000000000,3.02000000000000,3.03000000000000,3.04000000000000,3.05000000000000,3.06000000000000,3.07000000000000,3.08000000000000,3.09000000000000,3.10000000000000,3.11000000000000,3.12000000000000,3.13000000000000,3.14000000000000,3.15000000000000,3.16000000000000,3.17000000000000,3.18000000000000,3.19000000000000,3.20000000000000,3.21000000000000,3.22000000000000,3.23000000000000,3.24000000000000,3.25000000000000,3.26000000000000,3.27000000000000,3.28000000000000,3.29000000000000,3.30000000000000,3.31000000000000,3.32000000000000,3.33000000000000,3.34000000000000,3.35000000000000,3.36000000000000,3.37000000000000,3.38000000000000,3.39000000000000,3.40000000000000,3.41000000000000,3.42000000000000,3.43000000000000,3.44000000000000,3.45000000000000,3.46000000000000,3.47000000000000,3.48000000000000,3.49000000000000,3.50000000000000,3.51000000000000,3.52000000000000,3.53000000000000,3.54000000000000,3.55000000000000,3.56000000000000,3.57000000000000,3.58000000000000,3.59000000000000,3.60000000000000,3.61000000000000,3.62000000000000,3.63000000000000,3.64000000000000,3.65000000000000,3.66000000000000,3.67000000000000,3.68000000000000,3.69000000000000,3.70000000000000,3.71000000000000,3.72000000000000,3.73000000000000,3.74000000000000,3.75000000000000,3.76000000000000,3.77000000000000,3.78000000000000,3.79000000000000,3.80000000000000,3.81000000000000,3.82000000000000,3.83000000000000,3.84000000000000,3.85000000000000,3.86000000000000,3.87000000000000,3.88000000000000,3.89000000000000,3.90000000000000,3.91000000000000,3.92000000000000,3.93000000000000,3.94000000000000,3.95000000000000,3.96000000000000,3.97000000000000,3.98000000000000,3.99000000000000,4,4.01000000000000,4.02000000000000,4.03000000000000,4.04000000000000,4.05000000000000,4.06000000000000,4.07000000000000,4.08000000000000,4.09000000000000,4.10000000000000,4.11000000000000,4.12000000000000,4.13000000000000,4.14000000000000,4.15000000000000,4.16000000000000,4.17000000000000,4.18000000000000,4.19000000000000,4.20000000000000,4.21000000000000,4.22000000000000,4.23000000000000,4.24000000000000,4.25000000000000,4.26000000000000,4.27000000000000,4.28000000000000,4.29000000000000,4.30000000000000,4.31000000000000,4.32000000000000,4.33000000000000,4.34000000000000,4.35000000000000,4.36000000000000,4.37000000000000,4.38000000000000,4.39000000000000,4.40000000000000,4.41000000000000,4.42000000000000,4.43000000000000,4.44000000000000,4.45000000000000,4.46000000000000,4.47000000000000,4.48000000000000,4.49000000000000,4.50000000000000,4.51000000000000,4.52000000000000,4.53000000000000,4.54000000000000,4.55000000000000,4.56000000000000,4.57000000000000,4.58000000000000,4.59000000000000,4.60000000000000,4.61000000000000,4.62000000000000,4.63000000000000,4.64000000000000,4.65000000000000,4.66000000000000,4.67000000000000,4.68000000000000,4.69000000000000,4.70000000000000,4.71000000000000,4.72000000000000,4.73000000000000,4.74000000000000,4.75000000000000,4.76000000000000,4.77000000000000,4.78000000000000,4.79000000000000,4.80000000000000,4.81000000000000,4.82000000000000,4.83000000000000,4.84000000000000,4.85000000000000,4.86000000000000,4.87000000000000,4.88000000000000,4.89000000000000,4.90000000000000,4.91000000000000,4.92000000000000,4.93000000000000,4.94000000000000,4.95000000000000,4.96000000000000,4.97000000000000,4.98000000000000,4.99000000000000,5,5.01000000000000,5.02000000000000,5.03000000000000,5.04000000000000,5.05000000000000,5.06000000000000,5.07000000000000,5.08000000000000,5.09000000000000,5.10000000000000,5.11000000000000,5.12000000000000,5.13000000000000,5.14000000000000,5.15000000000000,5.16000000000000,5.17000000000000,5.18000000000000,5.19000000000000,5.20000000000000,5.21000000000000,5.22000000000000,5.23000000000000,5.24000000000000,5.25000000000000,5.26000000000000,5.27000000000000,5.28000000000000,5.29000000000000,5.30000000000000,5.31000000000000,5.32000000000000,5.33000000000000,5.34000000000000,5.35000000000000,5.36000000000000,5.37000000000000,5.38000000000000,5.39000000000000,5.40000000000000,5.41000000000000,5.42000000000000,5.43000000000000,5.44000000000000,5.45000000000000,5.46000000000000,5.47000000000000,5.48000000000000,5.49000000000000,5.50000000000000,5.51000000000000,5.52000000000000,5.53000000000000,5.54000000000000,5.55000000000000,5.56000000000000,5.57000000000000,5.58000000000000,5.59000000000000,5.60000000000000,5.61000000000000,5.62000000000000,5.63000000000000,5.64000000000000,5.65000000000000,5.66000000000000,5.67000000000000,5.68000000000000,5.69000000000000,5.70000000000000,5.71000000000000,5.72000000000000,5.73000000000000,5.74000000000000,5.75000000000000,5.76000000000000,5.77000000000000,5.78000000000000,5.79000000000000,5.80000000000000,5.81000000000000,5.82000000000000,5.83000000000000,5.84000000000000,5.85000000000000,5.86000000000000,5.87000000000000,5.88000000000000,5.89000000000000,5.90000000000000,5.91000000000000,5.92000000000000,5.93000000000000,5.94000000000000,5.95000000000000,5.96000000000000,5.97000000000000,5.98000000000000,5.99000000000000,6,6.01000000000000,6.02000000000000,6.03000000000000,6.04000000000000,6.05000000000000,6.06000000000000,6.07000000000000,6.08000000000000,6.09000000000000,6.10000000000000,6.11000000000000,6.12000000000000,6.13000000000000,6.14000000000000,6.15000000000000,6.16000000000000,6.17000000000000,6.18000000000000,6.19000000000000,6.20000000000000,6.21000000000000,6.22000000000000,6.23000000000000,6.24000000000000,6.25000000000000,6.26000000000000,6.27000000000000,6.28000000000000,6.29000000000000,6.30000000000000,6.31000000000000,6.32000000000000,6.33000000000000,6.34000000000000,6.35000000000000,6.36000000000000,6.37000000000000,6.38000000000000,6.39000000000000,6.40000000000000,6.41000000000000,6.42000000000000,6.43000000000000,6.44000000000000,6.45000000000000,6.46000000000000,6.47000000000000,6.48000000000000,6.49000000000000,6.50000000000000,6.51000000000000,6.52000000000000,6.53000000000000,6.54000000000000,6.55000000000000,6.56000000000000,6.57000000000000,6.58000000000000,6.59000000000000,6.60000000000000,6.61000000000000,6.62000000000000,6.63000000000000,6.64000000000000,6.65000000000000,6.66000000000000,6.67000000000000,6.68000000000000,6.69000000000000,6.70000000000000,6.71000000000000,6.72000000000000,6.73000000000000,6.74000000000000,6.75000000000000,6.76000000000000,6.77000000000000,6.78000000000000,6.79000000000000,6.80000000000000,6.81000000000000,6.82000000000000,6.83000000000000,6.84000000000000,6.85000000000000,6.86000000000000,6.87000000000000,6.88000000000000,6.89000000000000,6.90000000000000,6.91000000000000,6.92000000000000,6.93000000000000,6.94000000000000,6.95000000000000,6.96000000000000,6.97000000000000,6.98000000000000,6.99000000000000,7,7.01000000000000,7.02000000000000,7.03000000000000,7.04000000000000,7.05000000000000,7.06000000000000,7.07000000000000,7.08000000000000,7.09000000000000,7.10000000000000,7.11000000000000,7.12000000000000,7.13000000000000,7.14000000000000,7.15000000000000,7.16000000000000,7.17000000000000,7.18000000000000,7.19000000000000,7.20000000000000,7.21000000000000,7.22000000000000,7.23000000000000,7.24000000000000,7.25000000000000,7.26000000000000,7.27000000000000,7.28000000000000,7.29000000000000,7.30000000000000,7.31000000000000,7.32000000000000,7.33000000000000,7.34000000000000,7.35000000000000,7.36000000000000,7.37000000000000,7.38000000000000,7.39000000000000,7.40000000000000,7.41000000000000,7.42000000000000,7.43000000000000,7.44000000000000,7.45000000000000,7.46000000000000,7.47000000000000,7.48000000000000,7.49000000000000,7.50000000000000,7.51000000000000,7.52000000000000,7.53000000000000,7.54000000000000,7.55000000000000,7.56000000000000,7.57000000000000,7.58000000000000,7.59000000000000,7.60000000000000,7.61000000000000,7.62000000000000,7.63000000000000,7.64000000000000,7.65000000000000,7.66000000000000,7.67000000000000,7.68000000000000,7.69000000000000,7.70000000000000,7.71000000000000,7.72000000000000,7.73000000000000,7.74000000000000,7.75000000000000,7.76000000000000,7.77000000000000,7.78000000000000,7.79000000000000,7.80000000000000,7.81000000000000,7.82000000000000,7.83000000000000,7.84000000000000,7.85000000000000,7.86000000000000,7.87000000000000,7.88000000000000,7.89000000000000,7.90000000000000,7.91000000000000,7.92000000000000,7.93000000000000,7.94000000000000,7.95000000000000,7.96000000000000,7.97000000000000,7.98000000000000,7.99000000000000,8,8.01000000000000,8.02000000000000,8.03000000000000,8.04000000000000,8.05000000000000,8.06000000000000,8.07000000000000,8.08000000000000,8.09000000000000,8.10000000000000,8.11000000000000,8.12000000000000,8.13000000000000,8.14000000000000,8.15000000000000,8.16000000000000,8.17000000000000,8.18000000000000,8.19000000000000,8.20000000000000,8.21000000000000,8.22000000000000,8.23000000000000,8.24000000000000,8.25000000000000,8.26000000000000,8.27000000000000,8.28000000000000,8.29000000000000,8.30000000000000,8.31000000000000,8.32000000000000,8.33000000000000,8.34000000000000,8.35000000000000,8.36000000000000,8.37000000000000,8.38000000000000,8.39000000000000,8.40000000000000,8.41000000000000,8.42000000000000,8.43000000000000,8.44000000000000,8.45000000000000,8.46000000000000,8.47000000000000,8.48000000000000,8.49000000000000,8.50000000000000,8.51000000000000,8.52000000000000,8.53000000000000,8.54000000000000,8.55000000000000,8.56000000000000,8.57000000000000,8.58000000000000,8.59000000000000,8.60000000000000,8.61000000000000,8.62000000000000,8.63000000000000,8.64000000000000,8.65000000000000,8.66000000000000,8.67000000000000,8.68000000000000,8.69000000000000,8.70000000000000,8.71000000000000,8.72000000000000,8.73000000000000,8.74000000000000,8.75000000000000,8.76000000000000,8.77000000000000,8.78000000000000,8.79000000000000,8.80000000000000,8.81000000000000,8.82000000000000,8.83000000000000,8.84000000000000,8.85000000000000,8.86000000000000,8.87000000000000,8.88000000000000,8.89000000000000,8.90000000000000,8.91000000000000,8.92000000000000,8.93000000000000,8.94000000000000,8.95000000000000,8.96000000000000,8.97000000000000,8.98000000000000,8.99000000000000,9,9.01000000000000,9.02000000000000,9.03000000000000,9.04000000000000,9.05000000000000,9.06000000000000,9.07000000000000,9.08000000000000,9.09000000000000,9.10000000000000,9.11000000000000,9.12000000000000,9.13000000000000,9.14000000000000,9.15000000000000,9.16000000000000,9.17000000000000,9.18000000000000,9.19000000000000,9.20000000000000,9.21000000000000,9.22000000000000,9.23000000000000,9.24000000000000,9.25000000000000,9.26000000000000,9.27000000000000,9.28000000000000,9.29000000000000,9.30000000000000,9.31000000000000,9.32000000000000,9.33000000000000,9.34000000000000,9.35000000000000,9.36000000000000,9.37000000000000,9.38000000000000,9.39000000000000,9.40000000000000,9.41000000000000,9.42000000000000,9.43000000000000,9.44000000000000,9.45000000000000,9.46000000000000,9.47000000000000,9.48000000000000,9.49000000000000,9.50000000000000,9.51000000000000,9.52000000000000,9.53000000000000,9.54000000000000,9.55000000000000,9.56000000000000,9.57000000000000,9.58000000000000,9.59000000000000,9.60000000000000,9.61000000000000,9.62000000000000,9.63000000000000,9.64000000000000,9.65000000000000,9.66000000000000,9.67000000000000,9.68000000000000,9.69000000000000,9.70000000000000,9.71000000000000,9.72000000000000,9.73000000000000,9.74000000000000,9.75000000000000,9.76000000000000,9.77000000000000,9.78000000000000,9.79000000000000,9.80000000000000,9.81000000000000,9.82000000000000,9.83000000000000,9.84000000000000,9.85000000000000,9.86000000000000,9.87000000000000,9.88000000000000,9.89000000000000,9.90000000000000,9.91000000000000,9.92000000000000,9.93000000000000,9.94000000000000,9.95000000000000,9.96000000000000,9.97000000000000,9.98000000000000,9.99000000000000,10

};

double MI_map_64qam[MI_MAP_64QAM_SIZE] = {

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};

double MI_map_64qam_axis[MI_MAP_64QAM_SIZE] = {

  6.30000000000000,6.51000000000000,6.72000000000000,6.93000000000000,7.14000000000000,7.35000000000000,7.56000000000000,7.77000000000000,7.98000000000000,8.19000000000000,8.40000000000000,8.61000000000000,8.82000000000000,9.03000000000000,9.24000000000000,9.45000000000000,9.66000000000000,9.87000000000000,10.0800000000000,10.2900000000000,10.5000000000000,10.7100000000000,10.9200000000000,11.1300000000000,11.3400000000000,11.5500000000000,11.7600000000000,11.9700000000000,12.1800000000000,12.3900000000000,12.6000000000000,12.8100000000000,13.0200000000000,13.2300000000000,13.4400000000000,13.6500000000000,13.8600000000000,14.0700000000000,14.2800000000000,14.4900000000000,14.7000000000000,14.9100000000000,15.1200000000000,15.3300000000000,15.5400000000000,15.7500000000000,15.9600000000000,16.1700000000000,16.3800000000000,16.5900000000000,16.8000000000000,17.0100000000000,17.2200000000000,17.4300000000000,17.6400000000000,17.8500000000000,18.0600000000000,18.2700000000000,18.4800000000000,18.6900000000000,18.9000000000000,19.1100000000000,19.3200000000000,19.5300000000000,19.7400000000000,19.9500000000000,20.1600000000000,20.3700000000000,20.5800000000000,20.7900000000000,21,21.2100000000000,21.4200000000000,21.6300000000000,21.8400000000000,22.0500000000000,22.2600000000000,22.4700000000000,22.6800000000000,22.8900000000000,23.1000000000000,23.3100000000000,23.5200000000000,23.7300000000000,23.9400000000000,24.1500000000000,24.3600000000000,24.5700000000000,24.7800000000000,24.9900000000000,25.2000000000000,25.4100000000000,25.6200000000000,25.8300000000000,26.0400000000000,26.2500000000000,26.4600000000000,26.6700000000000,26.8800000000000,27.0900000000000,27.3000000000000,27.5100000000000,27.7200000000000,27.9300000000000,28.1400000000000,28.3500000000000,28.5600000000000,28.7700000000000,28.9800000000000,29.1900000000000,29.4000000000000,29.6100000000000,29.8200000000000,30.0300000000000,30.2400000000000,30.4500000000000,30.6600000000000,30.8700000000000,31.0800000000000,31.2900000000000,31.5000000000000,31.7100000000000,31.9200000000000,32.1300000000000,32.3400000000000,32.5500000000000,32.7600000000000,32.9700000000000,33.1800000000000,33.3900000000000,33.6000000000000,33.8100000000000,34.0200000000000,34.2300000000000,34.4400000000000,34.6500000000000,34.8600000000000,35.0700000000000,35.2800000000000,35.4900000000000,35.7000000000000,35.9100000000000,36.1200000000000,36.3300000000000,36.5400000000000,36.7500000000000,36.9600000000000,37.1700000000000,37.3800000000000,37.5900000000000,37.8000000000000,38.0100000000000,38.2200000000000,38.4300000000000,38.6400000000000,38.8500000000000,39.0600000000000,39.2700000000000,39.4800000000000,39.6900000000000,39.9000000000000,40.1100000000000,40.3200000000000,40.5300000000000,40.7400000000000,40.9500000000000,41.1600000000000,41.3700000000000,41.5800000000000,41.7900000000000,42.0000000000000,42.2100000000000,42.4200000000000,42.6300000000000,42.8400000000000,43.0500000000000,43.2600000000000,43.4700000000000,43.6800000000000,43.8900000000000,44.1000000000000,44.3100000000000,44.5200000000000,44.7300000000000,44.9400000000000,45.1500000000000,45.3600000000000,45.5700000000000,45.7800000000000,45.9900000000000,46.2000000000000,46.4100000000000,46.6200000000000,46.8300000000000,47.0400000000000,47.2500000000000,47.4600000000000,47.6700000000000,47.8800000000000,48.0900000000000,48.3000000000000,48.5100000000000,48.7200000000000,48.9300000000000,49.1400000000000,49.3500000000000,49.5600000000000,49.7700000000000,49.9800000000000,50.1900000000000,50.4000000000000,50.6100000000000,50.8200000000000,51.0300000000000,51.2400000000000,51.4500000000000,51.6600000000000,51.8700000000000,52.0800000000000,52.2900000000000,52.5000000000000,52.7100000000000,52.9200000000000,53.1300000000000,53.3400000000000,53.5500000000000,53.7600000000000,53.9700000000000,54.1800000000000,54.3900000000000,54.6000000000000,54.8100000000000,55.0200000000000,55.2300000000000,55.4400000000000,55.6500000000000,55.8600000000000,56.0700000000000,56.2800000000000,56.4900000000000,56.7000000000000,56.9100000000000,57.1200000000000,57.3300000000000,57.5400000000000,57.7500000000000,57.9600000000000,58.1700000000000,58.3800000000000,58.5900000000000,58.8000000000000,59.0100000000000,59.2200000000000,59.4300000000000,59.6400000000000,59.8500000000000,60.0600000000000,60.2700000000000,60.4800000000000,60.6900000000000,60.9000000000000,61.1100000000000,61.3200000000000,61.5300000000000,61.7400000000000,61.9500000000000,62.1600000000000,62.3700000000000,62.5800000000000,62.7900000000000,63.0000000000000,63.2100000000000,63.4200000000000,63.6300000000000,63.8400000000000,64.0500000000000,64.2600000000000,64.4700000000000,64.6800000000000,64.8900000000000,65.1000000000000,65.3100000000000,65.5200000000000,65.7300000000000,65.9400000000000,66.1500000000000,66.3600000000000,66.5700000000000,66.7800000000000,66.9900000000000,67.2000000000000,67.4100000000000,67.6200000000000,67.8300000000000,68.0400000000000,68.2500000000000,68.4600000000000,68.6700000000000,68.8800000000000,69.0900000000000,69.3000000000000,69.5100000000000,69.7200000000000,69.9300000000000,70.1400000000000,70.3500000000000,70.5600000000000,70.7700000000000,70.9800000000000,71.1900000000000,71.4000000000000,71.6100000000000,71.8200000000000,72.0300000000000,72.2400000000000,72.4500000000000,72.6600000000000,72.8700000000000,73.0800000000000,73.2900000000000,73.5000000000000,73.7100000000000,73.9200000000000,74.1300000000000,74.3400000000000,74.5500000000000,74.7600000000000,74.9700000000000,75.1800000000000,75.3900000000000,75.6000000000000,75.8100000000000,76.0200000000000,76.2300000000000,76.4400000000000,76.6500000000000,76.8600000000000,77.0700000000000,77.2800000000000,77.4900000000000,77.7000000000000,77.9100000000000,78.1200000000000,78.3300000000000,78.5400000000000,78.7500000000000,78.9600000000000,79.1700000000000,79.3800000000000,79.5900000000000,79.8000000000000,80.0100000000000,80.2200000000000,80.4300000000000,80.6400000000000,80.8500000000000,81.0600000000000,81.2700000000000,81.4800000000000,81.6900000000000,81.9000000000000,82.1100000000000,82.3200000000000,82.5300000000000,82.7400000000000,82.9500000000000,83.1600000000000,83.3700000000000,83.5800000000000,83.7900000000000,84,84.2100000000000,84.4200000000000,84.6300000000000,84.8400000000000,85.0500000000000,85.2600000000000,85.4700000000000,85.6800000000000,85.8900000000000,86.1000000000000,86.3100000000000,86.5200000000000,86.7300000000000,86.9400000000000,87.1500000000000,87.3600000000000,87.5700000000000,87.7800000000000,87.9900000000000,88.2000000000000,88.4100000000000,88.6200000000000,88.8300000000000,89.0400000000000,89.2500000000000,89.4600000000000,89.6700000000000,89.8800000000000,90.0900000000000,90.3000000000000,90.5100000000000,90.7200000000000,90.9300000000000,91.1400000000000,91.3500000000000,91.5600000000000,91.7700000000000,91.9800000000000,92.1900000000000,92.4000000000000,92.6100000000000,92.8200000000000,93.0300000000000,93.2400000000000,93.4500000000000,93.6600000000000,93.8700000000000,94.0800000000000,94.2900000000000,94.5000000000000,94.7100000000000,94.9200000000000,95.1300000000000,95.3400000000000,95.5500000000000,95.7600000000000,95.9700000000000,96.1800000000000,96.3900000000000,96.6000000000000,96.8100000000000,97.0200000000000,97.2300000000000,97.4400000000000,97.6500000000000,97.8600000000000,98.0700000000000,98.2800000000000,98.4900000000000,98.7000000000000,98.9100000000000,99.1200000000000,99.3300000000000,99.5400000000000,99.7500000000000,99.9600000000000,100.170000000000,100.380000000000,100.590000000000,100.800000000000,101.010000000000,101.220000000000,101.430000000000,101.640000000000,101.850000000000,102.060000000000,102.270000000000,102.480000000000,102.690000000000,102.900000000000,103.110000000000,103.320000000000,103.530000000000,103.740000000000,103.950000000000,104.160000000000,104.370000000000,104.580000000000,104.790000000000,105,105.210000000000,105.420000000000,105.630000000000,105.840000000000,106.050000000000,106.260000000000,106.470000000000,106.680000000000,106.890000000000,107.100000000000,107.310000000000,107.520000000000,107.730000000000,107.940000000000,108.150000000000,108.360000000000,108.570000000000,108.780000000000,108.990000000000,109.200000000000,109.410000000000,109.620000000000,109.830000000000,110.040000000000,110.250000000000,110.460000000000,110.670000000000,110.880000000000,111.090000000000,111.300000000000,111.510000000000,111.720000000000,111.930000000000,112.140000000000,112.350000000000,112.560000000000,112.770000000000,112.980000000000,113.190000000000,113.400000000000,113.610000000000,113.820000000000,114.030000000000,114.240000000000,114.450000000000,114.660000000000,114.870000000000,115.080000000000,115.290000000000,115.500000000000,115.710000000000,115.920000000000,116.130000000000,116.340000000000,116.550000000000,116.760000000000,116.970000000000,117.180000000000,117.390000000000,117.600000000000,117.810000000000,118.020000000000,118.230000000000,118.440000000000,118.650000000000,118.860000000000,119.070000000000,119.280000000000,119.490000000000,119.700000000000,119.910000000000,120.120000000000,120.330000000000,120.540000000000,120.750000000000,120.960000000000,121.170000000000,121.380000000000,121.590000000000,121.800000000000,122.010000000000,122.220000000000,122.430000000000,122.640000000000,122.850000000000,123.060000000000,123.270000000000,123.480000000000,123.690000000000,123.900000000000,124.110000000000,124.320000000000,124.530000000000,124.740000000000,124.950000000000,125.160000000000,125.370000000000,125.580000000000,125.790000000000,126,126.210000000000,126.420000000000,126.630000000000,126.840000000000,127.050000000000,127.260000000000,127.470000000000,127.680000000000,127.890000000000,128.100000000000,128.310000000000,128.520000000000,128.730000000000,128.940000000000,129.150000000000,129.360000000000,129.570000000000,129.780000000000,129.990000000000,130.200000000000,130.410000000000,130.620000000000,130.830000000000,131.040000000000,131.250000000000,131.460000000000,131.670000000000,131.880000000000,132.090000000000,132.300000000000,132.510000000000,132.720000000000,132.930000000000,133.140000000000,133.350000000000,133.560000000000,133.770000000000,133.980000000000,134.190000000000,134.400000000000,134.610000000000,134.820000000000,135.030000000000,135.240000000000,135.450000000000,135.660000000000,135.870000000000,136.080000000000,136.290000000000,136.500000000000,136.710000000000,136.920000000000,137.130000000000,137.340000000000,137.550000000000,137.760000000000,137.970000000000,138.180000000000,138.390000000000,138.600000000000,138.810000000000,139.020000000000,139.230000000000,139.440000000000,139.650000000000,139.860000000000,140.070000000000,140.280000000000,140.490000000000,140.700000000000,140.910000000000,141.120000000000,141.330000000000,141.540000000000,141.750000000000,141.960000000000,142.170000000000,142.380000000000,142.590000000000,142.800000000000,143.010000000000,143.220000000000,143.430000000000,143.640000000000,143.850000000000,144.060000000000,144.270000000000,144.480000000000,144.690000000000,144.900000000000,145.110000000000,145.320000000000,145.530000000000,145.740000000000,145.950000000000,146.160000000000,146.370000000000,146.580000000000,146.790000000000,147,147.210000000000,147.420000000000,147.630000000000,147.840000000000,148.050000000000,148.260000000000,148.470000000000,148.680000000000,148.890000000000,149.100000000000,149.310000000000,149.520000000000,149.730000000000,149.940000000000,150.150000000000,150.360000000000,150.570000000000,150.780000000000,150.990000000000,151.200000000000,151.410000000000,151.620000000000,151.830000000000,152.040000000000,152.250000000000,152.460000000000,152.670000000000,152.880000000000,153.090000000000,153.300000000000,153.510000000000,153.720000000000,153.930000000000,154.140000000000,154.350000000000,154.560000000000,154.770000000000,154.980000000000,155.190000000000,155.400000000000,155.610000000000,155.820000000000,156.030000000000,156.240000000000,156.450000000000,156.660000000000,156.870000000000,157.080000000000,157.290000000000,157.500000000000,157.710000000000,157.920000000000,158.130000000000,158.340000000000

};

double bEcrTable [9][29] = {

  // CB of 40 bits

  {

    0.1777, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000

  },  

  // CB of 104 bits

  {

    0.1423, 0.1753, 0.1882, 0.2499, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000    

  },

  // CB of 160

  {

    0.1354, 0.1655, 0.1812, 0.2351, 0.2873, 0.3462, -1.000, -1.000, -1.000,

    -1.0000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, 

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000        

  },

  // CB of 256

  {

    0.1304, 0.1584, 0.1735, 0.2265, 0.2782, 0.3340, 0.3927, 0.4785, 0.5566,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, 

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000        

  },

  // CB of 512

  {

    0.1257, 0.1528, 0.1667, 0.2188, 0.2680, 0.3229, 0.3818, 0.4607, 0.5373,

    0.6081, 0.7451, 0.4049, 0.4472, 0.4975, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000        

  },

  // CB of 1024

  {

    0.1224, 0.1497, 0.1638, 0.2139, 0.2636, 0.3195, 0.3768, 0.4520, 0.5269,

    0.5963, 0.7412, 0.3979, 0.4399, 0.4894, 0.6422, 0.6034, 0.6619, 0.7538,

    0.7743, 0.5627, 0.6089, 0.6577, 0.7049, 0.7508, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 2560

  {

    0.1211, 0.1480, 0.1615, 0.2119, 0.2611, 0.3157, 0.3735, 0.4458, 0.5205,

    0.5902, 0.7376, 0.3939, 0.4351, 0.4851, 0.6365, 0.5976, 0.6554, 0.7442, 

    0.7701, 0.5619, 0.6056, 0.6521, 0.6982, 0.7441, 0.7874, 0.8315, 0.8735,

    0.9089, 0.9369            

  },

  // CB of 4032

  {

    0.1208, 0.1477, 0.1612, 0.2112, 0.2606, 0.3153, 0.3728, 0.4441, 0.5185,

    0.5882, 0.7349, 0.3921, 0.4338, 0.4871, 0.6535, 0.5940, 0.6527, 0.7430, 

    0.7699, 0.5591, 0.6027, 0.6512, 0.6981, 0.7437, 0.7873, 0.8301, 0.8702,

    0.9082, 0.9339            

  },

  // CB of 6144

  {

    0.1207, 0.1474, 0.1612, 0.2111, 0.2605, 0.3153, 0.3726, 0.4439, 0.5193,

    0.5882, 0.7369, 0.3921, 0.4339, 0.4833, 0.6339, 0.5952, 0.6528, 0.7420, 

    0.7664, 0.5600, 0.6027, 0.6494, 0.6948, 0.7407, 0.7842, 0.8284, 0.8692,

    0.9058, 0.9325            

  },

};

double cEcrTable [9][29] = {

  // CB of 40 bits

  {

    0.0342, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 104 bits

  {

    0.0198, 0.0239, 0.0248, 0.0320, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 160 bits

  {

    0.0157, 0.0190, 0.0204, 0.0252, 0.0310, 0.0348, -1.0000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, 

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 256 bits

  {

    0.0123, 0.0149, 0.0163, 0.0212, 0.0252, 0.0298, 0.0304, 0.0341, 0.0382,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, 

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 512 bits

  {

    0.0085, 0.0106, 0.0109, 0.0140, 0.0178, 0.0217, 0.0219, 0.0249, 0.0270, 

    0.0292, 0.0293, 0.0206, 0.0220, 0.0235, 0.0257, -1.000, -1.000, -1.000,

    -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 1024 bits

  {

    0.0061, 0.0074, 0.0078, 0.0102, 0.0121, 0.0138, 0.0163, 0.0178, 0.0207,

    0.0198, 0.0203, 0.0137, 0.0154, 0.0164, 0.0183, 0.0188, 0.0188, 0.0220,

    0.0215, 0.0157, 0.0169, 0.0185, 0.0189, 0.0200, -1.000, -1.000, -1.000,

    -1.000, -1.000            

  },

  // CB of 2560 bits

  {

    0.0040, 0.0047, 0.0050, 0.0063, 0.0079, 0.0091, 0.0101, 0.0117, 0.0123,

    0.0129, 0.0123, 0.0091, 0.0095, 0.0102, 0.0116, 0.0114, 0.0119, 0.0116,

    0.0123, 0.0096, 0.0104, 0.0109, 0.0108, 0.0118, 0.0122, 0.0117, 0.0110,

    0.0097, 0.0085            

  },

  // CB of 4032 bits

  {

    0.0032, 0.0038, 0.0039, 0.0051, 0.0063, 0.0072, 0.0079, 0.0084, 0.0100,

    0.0106, 0.0106, 0.0074, 0.0078, 0.0090, 0.0095, 0.0089, 0.0092, 0.0101,

    0.0096, 0.0080, 0.0081, 0.0090, 0.0091, 0.0095, 0.0096, 0.0094, 0.0086,

    0.0078, 0.0071            

  },

  // CB of 6144 bits

  {

    0.0025, 0.0032, 0.0032, 0.0042, 0.0054, 0.0059, 0.0064, 0.0073, 0.0081,

    0.0076, 0.0083, 0.0058, 0.0064, 0.0070, 0.0077, 0.0074, 0.0080, 0.0080,

    0.0080, 0.0061, 0.0066, 0.0069, 0.0080, 0.0081, 0.0080, 0.0077, 0.0068,

    0.0066, 0.0058            

  }

};

double 

LteMiErrorModel::Mib (const SpectrumValue& sinr, const std::vector<int>& map, uint8_t mcs)

{

  NS_LOG_FUNCTION (sinr << &map << (uint32_t) mcs);

  double MI;

  double MIsum = 0.0;

  for (uint32_t i = 0; i < map.size (); i++)

    {

      SpectrumValue sinrCopy = sinr;

      double sinrLin = sinrCopy[map.at (i)];

      if (mcs <= 10) // QPSK

        {

          int tr = 0;

          while ((tr<MI_MAP_QPSK_SIZE)&&(MI_map_qpsk_axis[tr] < sinrLin))

            {

              tr++;

            }

          if (sinrLin > MI_map_qpsk_axis[MI_MAP_QPSK_SIZE-1])

            {

              MI = 1;

            }

          else 

            {

              NS_ASSERT_MSG (tr<MI_MAP_QPSK_SIZE, "MI map out of data");

              MI = MI_map_qpsk[tr];

            }

        }

      else

        {

          if (mcs > 10 && mcs < 20 )	// 16-QAM

            {

              int tr = 0;

              while ((tr<MI_MAP_16QAM_SIZE)&&(MI_map_16qam_axis[tr] < sinrLin))

                {

                  tr++;

                }

              if (sinrLin > MI_map_16qam_axis[MI_MAP_16QAM_SIZE-1])

                {

                  MI = 1;

                }

              else 

                {

                  NS_ASSERT_MSG (tr<MI_MAP_16QAM_SIZE, "MI map out of data");

                  MI = MI_map_16qam[tr];

                }

            }

          else // 64-QAM

            {

              int tr = 0;

              while ((tr<MI_MAP_64QAM_SIZE)&&(MI_map_64qam_axis[tr] < sinrLin))

                {

                  tr++;

                }

              if (sinrLin > MI_map_64qam_axis[MI_MAP_64QAM_SIZE-1])

                {

                  MI = 1;

                }

              else

                {

                  NS_ASSERT_MSG (tr<MI_MAP_64QAM_SIZE, "MI map out of data");

                  MI = MI_map_64qam[tr];

                }

            }

        }

      NS_LOG_LOGIC (" RB " << map.at (i) << "Minimum SNR = " << 10*log10 (sinrLin) << " V, MCS = " << (uint16_t)mcs << ", MI = " << MI);

      MIsum += MI;

    }

  MI = MIsum / map.size ();

  NS_LOG_LOGIC (" MI = " << MI);

  return MI;

}

double 

LteMiErrorModel::MappingMiBler (double mib, uint8_t mcs, uint16_t cbSize)

{

  NS_LOG_FUNCTION (mib << (uint32_t) mcs << (uint32_t) cbSize);

  double b = 0;

  double c = 0;

  NS_ASSERT_MSG (mcs < 29, "MCS out of range [0..28]");

  int cbIndex = 1;

  while ((cbIndex < 9)&&(cbMiSizeTable[cbIndex]<= cbSize))

    {

      cbIndex++;

    }

  cbIndex--;

  NS_LOG_LOGIC (" MCS " << (uint16_t)mcs << " TBS " << TbsIndex[mcs] << " CB size " << cbSize << " CB size curve " << cbMiSizeTable[cbIndex]);

  b = bEcrTable[cbIndex][mcs];

  if (b<0.0)

    {

      //take the lowest CB size including this CB for removing CB size

      //quatization errors

      int i = cbIndex;

      while ((i<9)&&(b<0))

        {

          b = bEcrTable[i++][mcs];

        }

    }

  c = cEcrTable[cbIndex][mcs];

  if (c<0.0)

    {

      //take the lowest CB size including this CB for removing CB size

      //quatization errors

      int i = cbIndex;

      while ((i<9)&&(c<0))

        {

          c = cEcrTable[i++][mcs];

        }

    }

  // see IEEE802.16m EMD formula 55 of section 4.3.2.1

  double bler = 0.5*( 1 - erf((mib-b)/(sqrt(2)*c)) );

  NS_LOG_LOGIC ("MIB: " << mib << " BLER:" << bler << " b:" << b << " c:" << c);

  return bler;

}

double

LteMiErrorModel::GetTbError (const SpectrumValue& sinr, const std::vector<int>& map, uint16_t size, uint8_t mcs)

{

  NS_LOG_FUNCTION (sinr << &map << (uint32_t) size << (uint32_t) mcs);

  double MI = Mib(sinr, map, mcs);

  // estimate CB size (according to sec 5.1.2 of TS 36.212)

  uint16_t Z = 6144; // max size of a codeblock (including CRC)

  uint32_t B = size * 8;

//   B = 1234;

  uint32_t L = 0;

  uint32_t C = 0; // no. of codeblocks

  uint32_t Cplus = 0; // no. of codeblocks with size K+

  uint32_t Kplus = 0; // no. of codeblocks with size K+

  uint32_t Cminus = 0; // no. of codeblocks with size K+

  uint32_t Kminus = 0; // no. of codeblocks with size K+

  uint32_t B1 = 0;

  uint32_t deltaK = 0;

  if (B <= Z)

    {

      // only one codeblock

      L = 0;

      C = 1;

      B1 = B;

    }

  else

    {

      L = 24;

      C = ceil ((double)B / ((double)(Z-L)));

      B1 = B + C * L;

    }

  // first segmentation: K+ = minimum K in table such that C * K >= B1

//   uint i = 0;

//   while (B1 > cbSizeTable[i] * C)

//     {

// //       NS_LOG_INFO (" K+ " << cbSizeTable[i] << " means " << cbSizeTable[i] * C);

//       i++;

//     }

//   uint16_t KplusId = i;

//   Kplus = cbSizeTable[i];

  // implement a modified binary search

  int min = 0;

  int max = 187;

  int mid = 0;

  do

    {

      mid = (min+max) / 2;

      if (B1 > cbSizeTable[mid]*C)

        {

          if (B1 < cbSizeTable[mid+1]*C)

            {

              break;

            }

          else

            {

              min = mid + 1;

            }

        }

      else

        {

          if (B1 > cbSizeTable[mid-1]*C)

            {

              break;

            }

          else

            {

              max = mid - 1;

            }

        }

  } while ((cbSizeTable[mid]*C != B1) && (min < max));

  // adjust binary search to the largest integer value of K containing B1

  if (B1 > cbSizeTable[mid]*C)

    {

      mid ++;

    }

  uint16_t KplusId = mid;

  Kplus = cbSizeTable[mid];

  if (C==1)

    {

      Cplus = 1;

      Cminus = 0;

      Kminus = 0;

    }

  else

    {

      // second segmentation size: K- = maximum K in table such that K < K+

      Kminus = cbSizeTable[KplusId-1 > 0 ? KplusId-1 : 0];

      deltaK = Kplus - Kminus;

      Cminus = floor ((((double) C * Kplus) - (double)B1) / (double)deltaK);

      Cplus = C - Cminus;

    }

  NS_LOG_INFO ("--------------------LteMiErrorModel: TB size of " << B << " needs of " << B1 << " bits reparted in " << C << " CBs as "<< Cplus << " block(s) of " << Kplus << " and " << Cminus << " of " << Kminus);

  double errorRate = 1.0;

  if (C!=1)

    {

      double cbler = MappingMiBler (MI, mcs, Kplus);

      errorRate *= pow (1.0 - cbler, Cplus);

      cbler = MappingMiBler (MI, mcs, Kminus);

      errorRate *= pow (1.0 - cbler, Cminus);

      errorRate = 1.0 - errorRate;

    }

  else

    {

      errorRate = MappingMiBler (MI, mcs, Kplus);

    }

  NS_LOG_LOGIC (" Error rate " << errorRate);

  return errorRate;

}