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arm_rfft_init_f32.c
1704 lines | 103.9 KiB | text/x-c | CLexer
/ lib / src / lpc17XX / CMSIS / MATH / arm_rfft_init_f32.c
/* ----------------------------------------------------------------------
* Copyright (C) 2010 ARM Limited. All rights reserved.
*
* $Date: 29. November 2010
* $Revision: V1.0.3
*
* Project: CMSIS DSP Library
* Title: arm_rfft_init_f32.c
*
* Description: RFFT & RIFFT Floating point initialisation function
*
* Target Processor: Cortex-M4/Cortex-M3
*
* Version 1.0.3 2010/11/29
* Re-organized the CMSIS folders and updated documentation.
*
* Version 1.0.2 2010/11/11
* Documentation updated.
*
* Version 1.0.1 2010/10/05
* Production release and review comments incorporated.
*
* Version 1.0.0 2010/09/20
* Production release and review comments incorporated.
*
* Version 0.0.7 2010/06/10
* Misra-C changes done
* -------------------------------------------------------------------- */
#include "arm_math.h"
/**
* @ingroup groupTransforms
*/
/**
* @addtogroup RFFT_RIFFT
* @{
*/
/**
* \par
* Generation of realCoefA array:
* \par
* n = 1024
* <pre>for (i = 0; i < n; i++)
* {
* pATable[2 * i] = 0.5 * (1.0 - sin (2 * PI / (double) (2 * n) * (double) i));
* pATable[2 * i + 1] = 0.5 * (-1.0 * cos (2 * PI / (double) (2 * n) * (double) i));
* } </pre>
*/
static const float32_t realCoefA[2048] = {
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0.371084451675415040f, 0.483094990253448490f,
0.372567176818847660f, 0.483488231897354130f, 0.374051094055175780f,
0.483876913785934450f, 0.375536203384399410f, 0.484261035919189450f,
0.377022475004196170f, 0.484640628099441530f,
0.378509908914566040f, 0.485015630722045900f, 0.379998475313186650f,
0.485386073589324950f, 0.381488204002380370f, 0.485751956701278690f,
0.382979035377502440f, 0.486113250255584720f,
0.384470939636230470f, 0.486469984054565430f, 0.385963946580886840f,
0.486822128295898440f, 0.387458056211471560f, 0.487169682979583740f,
0.388953179121017460f, 0.487512677907943730f,
0.390449374914169310f, 0.487851053476333620f, 0.391946613788604740f,
0.488184869289398190f, 0.393444836139678960f, 0.488514065742492680f,
0.394944071769714360f, 0.488838672637939450f,
0.396444320678710940f, 0.489158689975738530f, 0.397945523262023930f,
0.489474087953567500f, 0.399447679519653320f, 0.489784896373748780f,
0.400950789451599120f, 0.490091055631637570f,
0.402454853057861330f, 0.490392625331878660f, 0.403959810733795170f,
0.490689605474472050f, 0.405465662479400630f, 0.490981936454772950f,
0.406972438097000120f, 0.491269648075103760f,
0.408480048179626460f, 0.491552740335464480f, 0.409988552331924440f,
0.491831213235855100f, 0.411497890949249270f, 0.492105036973953250f,
0.413008064031600950f, 0.492374241352081300f,
0.414519041776657100f, 0.492638826370239260f, 0.416030853986740110f,
0.492898762226104740f, 0.417543441057205200f, 0.493154048919677730f,
0.419056802988052370f, 0.493404686450958250f,
0.420570939779281620f, 0.493650704622268680f, 0.422085791826248170f,
0.493892073631286620f, 0.423601418733596800f, 0.494128793478012080f,
0.425117731094360350f, 0.494360834360122680f,
0.426634758710861210f, 0.494588255882263180f, 0.428152471780776980f,
0.494810998439788820f, 0.429670870304107670f, 0.495029091835021970f,
0.431189924478530880f, 0.495242536067962650f,
0.432709634304046630f, 0.495451331138610840f, 0.434229999780654910f,
0.495655417442321780f, 0.435750931501388550f, 0.495854884386062620f,
0.437272518873214720f, 0.496049642562866210f,
0.438794672489166260f, 0.496239781379699710f, 0.440317392349243160f,
0.496425211429595950f, 0.441840678453445430f, 0.496605962514877320f,
0.443364530801773070f, 0.496782064437866210f,
0.444888889789581300f, 0.496953487396240230f, 0.446413785219192500f,
0.497120231389999390f, 0.447939187288284300f, 0.497282296419143680f,
0.449465066194534300f, 0.497439652681350710f,
0.450991421937942500f, 0.497592359781265260f, 0.452518254518508910f,
0.497740387916564940f, 0.454045534133911130f, 0.497883707284927370f,
0.455573230981826780f, 0.498022347688674930f,
0.457101345062255860f, 0.498156309127807620f, 0.458629876375198360f,
0.498285561800003050f, 0.460158795118331910f, 0.498410135507583620f,
0.461688071489334110f, 0.498530030250549320f,
0.463217705488204960f, 0.498645216226577760f, 0.464747726917266850f,
0.498755723237991330f, 0.466278046369552610f, 0.498861521482467650f,
0.467808693647384640f, 0.498962640762329100f,
0.469339638948440550f, 0.499059051275253300f, 0.470870882272720340f,
0.499150782823562620f, 0.472402364015579220f, 0.499237775802612300f,
0.473934143781661990f, 0.499320119619369510f,
0.475466161966323850f, 0.499397724866867070f, 0.476998418569564820f,
0.499470651149749760f, 0.478530883789062500f, 0.499538868665695190f,
0.480063527822494510f, 0.499602377414703370f,
0.481596380472183230f, 0.499661177396774290f, 0.483129411935806270f,
0.499715298414230350f, 0.484662592411041260f, 0.499764710664749150f,
0.486195921897888180f, 0.499809414148330690f,
0.487729400396347050f, 0.499849408864974980f, 0.489262968301773070f,
0.499884694814682010f, 0.490796625614166260f, 0.499915301799774170f,
0.492330402135849000f, 0.499941170215606690f,
0.493864238262176510f, 0.499962359666824340f, 0.495398133993148800f,
0.499978810548782350f, 0.496932059526443480f, 0.499990582466125490f,
0.498466014862060550f, 0.499997645616531370f
};
/**
* \par
* Generation of realCoefB array:
* \par
* n = 1024
* <pre>for (i = 0; i < n; i++)
* {
* pBTable[2 * i] = 0.5 * (1.0 + sin (2 * PI / (double) (2 * n) * (double) i));
* pBTable[2 * i + 1] = 0.5 * (1.0 * cos (2 * PI / (double) (2 * n) * (double) i));
* } </pre>
*
*/
static const float32_t realCoefB[2048] = {
0.500000000000000000f, 0.500000000000000000f, 0.501533985137939450f,
0.499997645616531370f, 0.503067970275878910f, 0.499990582466125490f,
0.504601895809173580f, 0.499978810548782350f,
0.506135761737823490f, 0.499962359666824340f, 0.507669627666473390f,
0.499941170215606690f, 0.509203374385833740f, 0.499915301799774170f,
0.510737061500549320f, 0.499884694814682010f,
0.512270629405975340f, 0.499849408864974980f, 0.513804078102111820f,
0.499809414148330690f, 0.515337407588958740f, 0.499764710664749150f,
0.516870558261871340f, 0.499715298414230350f,
0.518403589725494380f, 0.499661177396774290f, 0.519936442375183110f,
0.499602377414703370f, 0.521469116210937500f, 0.499538868665695190f,
0.523001611232757570f, 0.499470651149749760f,
0.524533808231353760f, 0.499397724866867070f, 0.526065826416015630f,
0.499320119619369510f, 0.527597606182098390f, 0.499237775802612300f,
0.529129147529602050f, 0.499150782823562620f,
0.530660390853881840f, 0.499059051275253300f, 0.532191336154937740f,
0.498962640762329100f, 0.533721983432769780f, 0.498861521482467650f,
0.535252273082733150f, 0.498755723237991330f,
0.536782264709472660f, 0.498645216226577760f, 0.538311958312988280f,
0.498530030250549320f, 0.539841234683990480f, 0.498410135507583620f,
0.541370153427124020f, 0.498285561800003050f,
0.542898654937744140f, 0.498156309127807620f, 0.544426798820495610f,
0.498022347688674930f, 0.545954465866088870f, 0.497883707284927370f,
0.547481775283813480f, 0.497740387916564940f,
0.549008548259735110f, 0.497592359781265260f, 0.550534904003143310f,
0.497439652681350710f, 0.552060842514038090f, 0.497282296419143680f,
0.553586184978485110f, 0.497120231389999390f,
0.555111110210418700f, 0.496953487396240230f, 0.556635499000549320f,
0.496782064437866210f, 0.558159291744232180f, 0.496605962514877320f,
0.559682607650756840f, 0.496425211429595950f,
0.561205327510833740f, 0.496239781379699710f, 0.562727510929107670f,
0.496049642562866210f, 0.564249038696289060f, 0.495854884386062620f,
0.565770030021667480f, 0.495655417442321780f,
0.567290365695953370f, 0.495451331138610840f, 0.568810045719146730f,
0.495242536067962650f, 0.570329129695892330f, 0.495029091835021970f,
0.571847498416900630f, 0.494810998439788820f,
0.573365211486816410f, 0.494588255882263180f, 0.574882268905639650f,
0.494360834360122680f, 0.576398611068725590f, 0.494128793478012080f,
0.577914178371429440f, 0.493892073631286620f,
0.579429090023040770f, 0.493650704622268680f, 0.580943167209625240f,
0.493404686450958250f, 0.582456588745117190f, 0.493154048919677730f,
0.583969175815582280f, 0.492898762226104740f,
0.585480928421020510f, 0.492638826370239260f, 0.586991965770721440f,
0.492374241352081300f, 0.588502109050750730f, 0.492105036973953250f,
0.590011477470397950f, 0.491831213235855100f,
0.591519951820373540f, 0.491552740335464480f, 0.593027591705322270f,
0.491269648075103760f, 0.594534337520599370f, 0.490981936454772950f,
0.596040189266204830f, 0.490689605474472050f,
0.597545146942138670f, 0.490392625331878660f, 0.599049210548400880f,
0.490091055631637570f, 0.600552320480346680f, 0.489784896373748780f,
0.602054476737976070f, 0.489474087953567500f,
0.603555679321289060f, 0.489158689975738530f, 0.605055928230285640f,
0.488838672637939450f, 0.606555163860321040f, 0.488514065742492680f,
0.608053386211395260f, 0.488184869289398190f,
0.609550595283508300f, 0.487851053476333620f, 0.611046791076660160f,
0.487512677907943730f, 0.612541973590850830f, 0.487169682979583740f,
0.614036023616790770f, 0.486822128295898440f,
0.615529060363769530f, 0.486469984054565430f, 0.617020964622497560f,
0.486113250255584720f, 0.618511795997619630f, 0.485751956701278690f,
0.620001494884490970f, 0.485386073589324950f,
0.621490061283111570f, 0.485015630722045900f, 0.622977554798126220f,
0.484640628099441530f, 0.624463796615600590f, 0.484261035919189450f,
0.625948905944824220f, 0.483876913785934450f,
0.627432823181152340f, 0.483488231897354130f, 0.628915548324584960f,
0.483094990253448490f, 0.630397081375122070f, 0.482697218656539920f,
0.631877362728118900f, 0.482294887304306030f,
0.633356392383575440f, 0.481888025999069210f, 0.634834170341491700f,
0.481476634740829470f, 0.636310696601867680f, 0.481060713529586790f,
0.637785911560058590f, 0.480640232563018800f,
0.639259815216064450f, 0.480215251445770260f, 0.640732467174530030f,
0.479785770177841190f, 0.642203748226165770f, 0.479351729154586790f,
0.643673717975616460f, 0.478913217782974240f,
0.645142316818237300f, 0.478470176458358760f, 0.646609604358673100f,
0.478022634983062740f, 0.648075461387634280f, 0.477570593357086180f,
0.649539887905120850f, 0.477114051580429080f,
0.651003003120422360f, 0.476653009653091430f, 0.652464628219604490f,
0.476187497377395630f, 0.653924822807312010f, 0.475717514753341670f,
0.655383586883544920f, 0.475243031978607180f,
0.656840860843658450f, 0.474764078855514530f, 0.658296704292297360f,
0.474280685186386110f, 0.659750998020172120f, 0.473792791366577150f,
0.661203861236572270f, 0.473300457000732420f,
0.662655174732208250f, 0.472803652286529540f, 0.664104938507080080f,
0.472302407026290890f, 0.665553152561187740f, 0.471796721220016480f,
0.666999816894531250f, 0.471286594867706300f,
0.668444931507110600f, 0.470772027969360350f, 0.669888436794281010f,
0.470253020524978640f, 0.671330332756042480f, 0.469729602336883540f,
0.672770678997039790f, 0.469201773405075070f,
0.674209356307983400f, 0.468669503927230830f, 0.675646364688873290f,
0.468132823705673220f, 0.677081763744354250f, 0.467591762542724610f,
0.678515493869781490f, 0.467046260833740230f,
0.679947495460510250f, 0.466496407985687260f, 0.681377887725830080f,
0.465942144393920900f, 0.682806491851806640f, 0.465383470058441160f,
0.684233427047729490f, 0.464820444583892820f,
0.685658574104309080f, 0.464253038167953490f, 0.687082052230834960f,
0.463681250810623170f, 0.688503682613372800f, 0.463105112314224240f,
0.689923584461212160f, 0.462524622678756710f,
0.691341698169708250f, 0.461939752101898190f, 0.692758023738861080f,
0.461350560188293460f, 0.694172501564025880f, 0.460757017135620120f,
0.695585191249847410f, 0.460159152746200560f,
0.696996033191680910f, 0.459556937217712400f, 0.698404967784881590f,
0.458950400352478030f, 0.699812114238739010f, 0.458339542150497440f,
0.701217353343963620f, 0.457724362611770630f,
0.702620685100555420f, 0.457104891538620000f, 0.704022109508514400f,
0.456481099128723140f, 0.705421566963195800f, 0.455853015184402470f,
0.706819176673889160f, 0.455220639705657960f,
0.708214759826660160f, 0.454584002494812010f, 0.709608435630798340f,
0.453943043947219850f, 0.711000144481658940f, 0.453297853469848630f,
0.712389826774597170f, 0.452648371458053590f,
0.713777542114257810f, 0.451994657516479490f, 0.715163230895996090f,
0.451336652040481570f, 0.716546893119812010f, 0.450674414634704590f,
0.717928528785705570f, 0.450007945299148560f,
0.719308137893676760f, 0.449337244033813480f, 0.720685660839080810f,
0.448662281036376950f, 0.722061097621917720f, 0.447983115911483760f,
0.723434448242187500f, 0.447299748659133910f,
0.724805653095245360f, 0.446612149477005000f, 0.726174771785736080f,
0.445920348167419430f, 0.727541804313659670f, 0.445224374532699580f,
0.728906631469726560f, 0.444524168968200680f,
0.730269372463226320f, 0.443819820880889890f, 0.731629908084869380f,
0.443111270666122440f, 0.732988238334655760f, 0.442398548126220700f,
0.734344422817230220f, 0.441681683063507080f,
0.735698342323303220f, 0.440960645675659180f, 0.737050116062164310f,
0.440235435962677000f, 0.738399624824523930f, 0.439506113529205320f,
0.739746868610382080f, 0.438772648572921750f,
0.741091907024383540f, 0.438035041093826290f, 0.742434620857238770f,
0.437293320894241330f, 0.743775069713592530f, 0.436547487974166870f,
0.745113253593444820f, 0.435797542333602910f,
0.746449112892150880f, 0.435043483972549440f, 0.747782647609710690f,
0.434285342693328860f, 0.749113857746124270f, 0.433523118495941160f,
0.750442683696746830f, 0.432756811380386350f,
0.751769185066223140f, 0.431986421346664430f, 0.753093302249908450f,
0.431211978197097780f, 0.754415094852447510f, 0.430433481931686400f,
0.755734443664550780f, 0.429650902748107910f,
0.757051348686218260f, 0.428864300251007080f, 0.758365929126739500f,
0.428073674440383910f, 0.759678006172180180f, 0.427278995513916020f,
0.760987639427185060f, 0.426480293273925780f,
0.762294828891754150f, 0.425677597522735600f, 0.763599574565887450f,
0.424870878458023070f, 0.764901816844940190f, 0.424060165882110600f,
0.766201555728912350f, 0.423245459794998170f,
0.767498791217803960f, 0.422426789999008180f, 0.768793523311614990f,
0.421604126691818240f, 0.770085752010345460f, 0.420777499675750730f,
0.771375417709350590f, 0.419946908950805660f,
0.772662520408630370f, 0.419112354516983030f, 0.773947000503540040f,
0.418273866176605220f, 0.775228977203369140f, 0.417431443929672240f,
0.776508331298828130f, 0.416585087776184080f,
0.777785122394561770f, 0.415734797716140750f, 0.779059290885925290f,
0.414880603551864620f, 0.780330777168273930f, 0.414022535085678100f,
0.781599700450897220f, 0.413160532712936400f,
0.782865881919860840f, 0.412294656038284300f, 0.784129500389099120f,
0.411424905061721800f, 0.785390377044677730f, 0.410551249980926510f,
0.786648571491241460f, 0.409673750400543210f,
0.787904083728790280f, 0.408792406320571900f, 0.789156913757324220f,
0.407907217741012570f, 0.790407001972198490f, 0.407018154859542850f,
0.791654348373413090f, 0.406125307083129880f,
0.792898952960968020f, 0.405228585004806520f, 0.794140756130218510f,
0.404328078031539920f, 0.795379877090454100f, 0.403423786163330080f,
0.796616137027740480f, 0.402515679597854610f,
0.797849655151367190f, 0.401603758335113530f, 0.799080371856689450f,
0.400688081979751590f, 0.800308227539062500f, 0.399768620729446410f,
0.801533281803131100f, 0.398845434188842770f,
0.802755534648895260f, 0.397918462753295900f, 0.803974866867065430f,
0.396987736225128170f, 0.805191397666931150f, 0.396053284406661990f,
0.806405067443847660f, 0.395115107297897340f,
0.807615816593170170f, 0.394173204898834230f, 0.808823645114898680f,
0.393227607011795040f, 0.810028612613677980f, 0.392278283834457400f,
0.811230659484863280f, 0.391325294971466060f,
0.812429726123809810f, 0.390368610620498660f, 0.813625931739807130f,
0.389408260583877560f, 0.814819097518920900f, 0.388444244861602780f,
0.816009342670440670f, 0.387476563453674320f,
0.817196667194366460f, 0.386505216360092160f, 0.818380951881408690f,
0.385530263185501100f, 0.819562196731567380f, 0.384551674127578740f,
0.820740520954132080f, 0.383569449186325070f,
0.821915745735168460f, 0.382583618164062500f, 0.823087990283966060f,
0.381594210863113400f, 0.824257194995880130f, 0.380601197481155400f,
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/**
* @brief Initialization function for the floating-point RFFT/RIFFT.
* @param[in,out] *S points to an instance of the floating-point RFFT/RIFFT structure.
* @param[in,out] *S_CFFT points to an instance of the floating-point CFFT/CIFFT structure.
* @param[in] fftLenReal length of the FFT.
* @param[in] ifftFlagR flag that selects forward (ifftFlagR=0) or inverse (ifftFlagR=1) transform.
* @param[in] bitReverseFlag flag that enables (bitReverseFlag=1) or disables (bitReverseFlag=0) bit reversal of output.
* @return The function returns ARM_MATH_SUCCESS if initialization is successful or ARM_MATH_ARGUMENT_ERROR if <code>fftLenReal</code> is not a supported value.
*
* \par Description:
* \par
* The parameter <code>fftLenReal</code> Specifies length of RFFT/RIFFT Process. Supported FFT Lengths are 128, 512, 2048.
* \par
* The parameter <code>ifftFlagR</code> controls whether a forward or inverse transform is computed.
* Set(=1) ifftFlagR to calculate RIFFT, otherwise RFFT is calculated.
* \par
* The parameter <code>bitReverseFlag</code> controls whether output is in normal order or bit reversed order.
* Set(=1) bitReverseFlag for output to be in normal order otherwise output is in bit reversed order.
* \par
* This function also initializes Twiddle factor table.
*/
arm_status arm_rfft_init_f32(
arm_rfft_instance_f32 * S,
arm_cfft_radix4_instance_f32 * S_CFFT,
uint32_t fftLenReal,
uint32_t ifftFlagR,
uint32_t bitReverseFlag)
{
/* Initialise the default arm status */
arm_status status = ARM_MATH_SUCCESS;
/* Initialize the Real FFT length */
S->fftLenReal = (uint16_t) fftLenReal;
/* Initialize the Complex FFT length */
S->fftLenBy2 = (uint16_t) fftLenReal / 2u;
/* Initialize the Twiddle coefficientA pointer */
S->pTwiddleAReal = (float32_t *) realCoefA;
/* Initialize the Twiddle coefficientB pointer */
S->pTwiddleBReal = (float32_t *) realCoefB;
/* Initialize the Flag for selection of RFFT or RIFFT */
S->ifftFlagR = (uint8_t) ifftFlagR;
/* Initialize the Flag for calculation Bit reversal or not */
S->bitReverseFlagR = (uint8_t) bitReverseFlag;
/* Initializations of structure parameters depending on the FFT length */
switch (S->fftLenReal)
{
/* Init table modifier value */
case 2048u:
S->twidCoefRModifier = 1u;
break;
case 512u:
S->twidCoefRModifier = 4u;
break;
case 128u:
S->twidCoefRModifier = 16u;
break;
default:
/* Reporting argument error if rfftSize is not valid value */
status = ARM_MATH_ARGUMENT_ERROR;
break;
}
/* Init Complex FFT Instance */
S->pCfft = S_CFFT;
if(S->ifftFlagR)
{
/* Initializes the CIFFT Module for fftLenreal/2 length */
arm_cfft_radix4_init_f32(S->pCfft, S->fftLenBy2, 1u, 0u);
}
else
{
/* Initializes the CFFT Module for fftLenreal/2 length */
arm_cfft_radix4_init_f32(S->pCfft, S->fftLenBy2, 0u, 0u);
}
/* return the status of RFFT Init function */
return (status);
}
/**
* @} end of RFFT_RIFFT group
*/