CMSIS DSP library
Dependents: performance_timer Surfboard_ gps2rtty Capstone ... more
arm_rfft_init_f32.c
00001 /* ---------------------------------------------------------------------- 00002 * Copyright (C) 2010-2014 ARM Limited. All rights reserved. 00003 * 00004 * $Date: 19. March 2015 00005 * $Revision: V.1.4.5 00006 * 00007 * Project: CMSIS DSP Library 00008 * Title: arm_rfft_init_f32.c 00009 * 00010 * Description: RFFT & RIFFT Floating point initialisation function 00011 * 00012 * Target Processor: Cortex-M4/Cortex-M3/Cortex-M0 00013 * 00014 * Redistribution and use in source and binary forms, with or without 00015 * modification, are permitted provided that the following conditions 00016 * are met: 00017 * - Redistributions of source code must retain the above copyright 00018 * notice, this list of conditions and the following disclaimer. 00019 * - Redistributions in binary form must reproduce the above copyright 00020 * notice, this list of conditions and the following disclaimer in 00021 * the documentation and/or other materials provided with the 00022 * distribution. 00023 * - Neither the name of ARM LIMITED nor the names of its contributors 00024 * may be used to endorse or promote products derived from this 00025 * software without specific prior written permission. 00026 * 00027 * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS 00028 * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT 00029 * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS 00030 * FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE 00031 * COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, 00032 * INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, 00033 * BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; 00034 * LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER 00035 * CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT 00036 * LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN 00037 * ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE 00038 * POSSIBILITY OF SUCH DAMAGE. 00039 * -------------------------------------------------------------------- */ 00040 00041 00042 #include "arm_math.h" 00043 00044 /** 00045 * @ingroup groupTransforms 00046 */ 00047 00048 /** 00049 * @addtogroup RealFFT 00050 * @{ 00051 */ 00052 00053 /** 00054 * \par 00055 * Generation of realCoefA array: 00056 * \par 00057 * n = 4096 00058 * <pre>for (i = 0; i < n; i++) 00059 * { 00060 * pATable[2 * i] = 0.5 * (1.0 - sin (2 * PI / (double) (2 * n) * (double) i)); 00061 * pATable[2 * i + 1] = 0.5 * (-1.0 * cos (2 * PI / (double) (2 * n) * (double) i)); 00062 * } </pre> 00063 */ 00064 00065 00066 00067 static const float32_t realCoefA [8192] = { 00068 0.500000000000000f, -0.500000000000000f, 0.499616503715515f, 00069 -0.499999850988388f, 00070 0.499233007431030f, -0.499999403953552f, 0.498849511146545f, 00071 -0.499998688697815f, 00072 0.498466014862061f, -0.499997645616531f, 0.498082518577576f, 00073 -0.499996334314346f, 00074 0.497699022293091f, -0.499994695186615f, 0.497315555810928f, 00075 -0.499992787837982f, 00076 0.496932059526443f, -0.499990582466125f, 0.496548563241959f, 00077 -0.499988079071045f, 00078 0.496165096759796f, -0.499985307455063f, 0.495781600475311f, 00079 -0.499982208013535f, 00080 0.495398133993149f, -0.499978810548782f, 0.495014637708664f, 00081 -0.499975144863129f, 00082 0.494631171226501f, -0.499971181154251f, 0.494247704744339f, 00083 -0.499966919422150f, 00084 0.493864238262177f, -0.499962359666824f, 0.493480771780014f, 00085 -0.499957501888275f, 00086 0.493097305297852f, -0.499952346086502f, 0.492713838815689f, 00087 -0.499946922063828f, 00088 0.492330402135849f, -0.499941170215607f, 0.491946935653687f, 00089 -0.499935150146484f, 00090 0.491563498973846f, -0.499928832054138f, 0.491180062294006f, 00091 -0.499922215938568f, 00092 0.490796625614166f, -0.499915301799774f, 0.490413218736649f, 00093 -0.499908089637756f, 00094 0.490029782056808f, -0.499900579452515f, 0.489646375179291f, 00095 -0.499892801046371f, 00096 0.489262968301773f, -0.499884694814682f, 0.488879561424255f, 00097 -0.499876320362091f, 00098 0.488496154546738f, -0.499867647886276f, 0.488112777471542f, 00099 -0.499858677387238f, 00100 0.487729400396347f, -0.499849408864975f, 0.487346023321152f, 00101 -0.499839842319489f, 00102 0.486962646245956f, -0.499830007553101f, 0.486579269170761f, 00103 -0.499819844961166f, 00104 0.486195921897888f, -0.499809414148331f, 0.485812574625015f, 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0.499928832054138f, 0.491946935653687f, 04143 0.499935150146484f, 04144 0.492330402135849f, 0.499941170215607f, 0.492713838815689f, 04145 0.499946922063828f, 04146 0.493097305297852f, 0.499952346086502f, 0.493480771780014f, 04147 0.499957501888275f, 04148 0.493864238262177f, 0.499962359666824f, 0.494247704744339f, 04149 0.499966919422150f, 04150 0.494631171226501f, 0.499971181154251f, 0.495014637708664f, 04151 0.499975144863129f, 04152 0.495398133993149f, 0.499978810548782f, 0.495781600475311f, 04153 0.499982208013535f, 04154 0.496165096759796f, 0.499985307455063f, 0.496548563241959f, 04155 0.499988079071045f, 04156 0.496932059526443f, 0.499990582466125f, 0.497315555810928f, 04157 0.499992787837982f, 04158 0.497699022293091f, 0.499994695186615f, 0.498082518577576f, 04159 0.499996334314346f, 04160 0.498466014862061f, 0.499997645616531f, 0.498849511146545f, 04161 0.499998688697815f, 04162 0.499233007431030f, 0.499999403953552f, 0.499616503715515f, 04163 0.499999850988388f, 04164 }; 04165 04166 04167 /** 04168 * \par 04169 * Generation of realCoefB array: 04170 * \par 04171 * n = 4096 04172 * <pre>for (i = 0; i < n; i++) 04173 * { 04174 * pBTable[2 * i] = 0.5 * (1.0 + sin (2 * PI / (double) (2 * n) * (double) i)); 04175 * pBTable[2 * i + 1] = 0.5 * (1.0 * cos (2 * PI / (double) (2 * n) * (double) i)); 04176 * } </pre> 04177 * 04178 */ 04179 static const float32_t realCoefB [8192] = { 04180 0.500000000000000f, 0.500000000000000f, 0.500383496284485f, 04181 0.499999850988388f, 04182 0.500766992568970f, 0.499999403953552f, 0.501150488853455f, 04183 0.499998688697815f, 04184 0.501533985137939f, 0.499997645616531f, 0.501917481422424f, 04185 0.499996334314346f, 04186 0.502300977706909f, 0.499994695186615f, 0.502684473991394f, 04187 0.499992787837982f, 04188 0.503067970275879f, 0.499990582466125f, 0.503451406955719f, 04189 0.499988079071045f, 04190 0.503834903240204f, 0.499985307455063f, 0.504218399524689f, 04191 0.499982208013535f, 04192 0.504601895809174f, 0.499978810548782f, 0.504985332489014f, 04193 0.499975144863129f, 04194 0.505368828773499f, 0.499971181154251f, 0.505752325057983f, 04195 0.499966919422150f, 04196 0.506135761737823f, 0.499962359666824f, 0.506519258022308f, 04197 0.499957501888275f, 04198 0.506902694702148f, 0.499952346086502f, 0.507286131381989f, 04199 0.499946922063828f, 04200 0.507669627666473f, 0.499941170215607f, 0.508053064346313f, 04201 0.499935150146484f, 04202 0.508436501026154f, 0.499928832054138f, 0.508819937705994f, 04203 0.499922215938568f, 04204 0.509203374385834f, 0.499915301799774f, 0.509586811065674f, 04205 0.499908089637756f, 04206 0.509970188140869f, 0.499900579452515f, 0.510353624820709f, 04207 0.499892801046371f, 04208 0.510737061500549f, 0.499884694814682f, 0.511120438575745f, 04209 0.499876320362091f, 04210 0.511503815650940f, 0.499867647886276f, 0.511887252330780f, 04211 0.499858677387238f, 04212 0.512270629405975f, 0.499849408864975f, 0.512654006481171f, 04213 0.499839842319489f, 04214 0.513037383556366f, 0.499830007553101f, 0.513420701026917f, 04215 0.499819844961166f, 04216 0.513804078102112f, 0.499809414148331f, 0.514187395572662f, 04217 0.499798685312271f, 04218 0.514570772647858f, 0.499787658452988f, 0.514954090118408f, 04219 0.499776333570480f, 04220 0.515337407588959f, 0.499764710664749f, 0.515720725059509f, 04221 0.499752789735794f, 04222 0.516103982925415f, 0.499740600585938f, 0.516487300395966f, 04223 0.499728083610535f, 04224 0.516870558261871f, 0.499715298414230f, 0.517253875732422f, 04225 0.499702215194702f, 04226 0.517637133598328f, 0.499688833951950f, 0.518020391464233f, 04227 0.499675154685974f, 04228 0.518403589725494f, 0.499661177396774f, 0.518786847591400f, 04229 0.499646931886673f, 04230 0.519170045852661f, 0.499632388353348f, 0.519553244113922f, 04231 0.499617516994476f, 04232 0.519936442375183f, 0.499602377414703f, 0.520319640636444f, 04233 0.499586939811707f, 04234 0.520702838897705f, 0.499571204185486f, 0.521085977554321f, 04235 0.499555170536041f, 04236 0.521469116210938f, 0.499538868665695f, 0.521852254867554f, 04237 0.499522238969803f, 04238 0.522235393524170f, 0.499505341053009f, 0.522618472576141f, 04239 0.499488145112991f, 04240 0.523001611232758f, 0.499470651149750f, 0.523384690284729f, 04241 0.499452859163284f, 04242 0.523767769336700f, 0.499434769153595f, 0.524150788784027f, 04243 0.499416410923004f, 04244 0.524533808231354f, 0.499397724866867f, 0.524916887283325f, 04245 0.499378770589828f, 04246 0.525299847126007f, 0.499359518289566f, 0.525682866573334f, 04247 0.499339967966080f, 04248 0.526065826416016f, 0.499320119619370f, 0.526448845863342f, 04249 0.499299973249435f, 04250 0.526831746101379f, 0.499279528856277f, 0.527214705944061f, 04251 0.499258816242218f, 04252 0.527597606182098f, 0.499237775802612f, 0.527980506420136f, 04253 0.499216467142105f, 04254 0.528363406658173f, 0.499194860458374f, 0.528746306896210f, 04255 0.499172955751419f, 04256 0.529129147529602f, 0.499150782823563f, 0.529511988162994f, 04257 0.499128282070160f, 04258 0.529894769191742f, 0.499105513095856f, 0.530277609825134f, 04259 0.499082416296005f, 04260 0.530660390853882f, 0.499059051275253f, 0.531043112277985f, 04261 0.499035388231277f, 04262 0.531425893306732f, 0.499011427164078f, 0.531808614730835f, 04263 0.498987197875977f, 04264 0.532191336154938f, 0.498962640762329f, 0.532573997974396f, 04265 0.498937815427780f, 04266 0.532956659793854f, 0.498912662267685f, 0.533339321613312f, 04267 0.498887240886688f, 04268 0.533721983432770f, 0.498861521482468f, 0.534104585647583f, 04269 0.498835533857346f, 04270 0.534487187862396f, 0.498809218406677f, 0.534869730472565f, 04271 0.498782604932785f, 04272 0.535252273082733f, 0.498755723237991f, 0.535634815692902f, 04273 0.498728543519974f, 04274 0.536017298698425f, 0.498701065778732f, 0.536399841308594f, 04275 0.498673290014267f, 04276 0.536782264709473f, 0.498645216226578f, 0.537164747714996f, 04277 0.498616874217987f, 04278 0.537547171115875f, 0.498588204383850f, 0.537929534912109f, 04279 0.498559266328812f, 04280 0.538311958312988f, 0.498530030250549f, 0.538694262504578f, 04281 0.498500496149063f, 04282 0.539076626300812f, 0.498470664024353f, 0.539458930492401f, 04283 0.498440563678741f, 04284 0.539841234683990f, 0.498410135507584f, 0.540223479270935f, 04285 0.498379439115524f, 04286 0.540605723857880f, 0.498348444700241f, 0.540987968444824f, 04287 0.498317152261734f, 04288 0.541370153427124f, 0.498285561800003f, 0.541752278804779f, 04289 0.498253703117371f, 04290 0.542134463787079f, 0.498221516609192f, 0.542516589164734f, 04291 0.498189061880112f, 04292 0.542898654937744f, 0.498156309127808f, 0.543280720710754f, 04293 0.498123258352280f, 04294 0.543662786483765f, 0.498089909553528f, 0.544044792652130f, 04295 0.498056292533875f, 04296 0.544426798820496f, 0.498022347688675f, 0.544808745384216f, 04297 0.497988134622574f, 04298 0.545190691947937f, 0.497953623533249f, 0.545572578907013f, 04299 0.497918814420700f, 04300 0.545954465866089f, 0.497883707284927f, 0.546336352825165f, 04301 0.497848302125931f, 04302 0.546718180179596f, 0.497812628746033f, 0.547099947929382f, 04303 0.497776657342911f, 04304 0.547481775283813f, 0.497740387916565f, 0.547863483428955f, 04305 0.497703820466995f, 04306 0.548245191574097f, 0.497666954994202f, 0.548626899719238f, 04307 0.497629791498184f, 04308 0.549008548259735f, 0.497592359781265f, 0.549390196800232f, 04309 0.497554630041122f, 04310 0.549771785736084f, 0.497516602277756f, 0.550153374671936f, 04311 0.497478276491165f, 04312 0.550534904003143f, 0.497439652681351f, 0.550916433334351f, 04313 0.497400760650635f, 04314 0.551297962665558f, 0.497361570596695f, 0.551679372787476f, 04315 0.497322082519531f, 04316 0.552060842514038f, 0.497282296419144f, 0.552442193031311f, 04317 0.497242212295532f, 04318 0.552823603153229f, 0.497201830148697f, 0.553204894065857f, 04319 0.497161179780960f, 04320 0.553586184978485f, 0.497120231389999f, 0.553967475891113f, 04321 0.497078984975815f, 04322 0.554348707199097f, 0.497037440538406f, 0.554729938507080f, 04323 0.496995598077774f, 04324 0.555111110210419f, 0.496953487396240f, 0.555492222309113f, 04325 0.496911078691483f, 04326 0.555873334407806f, 0.496868371963501f, 0.556254446506500f, 04327 0.496825367212296f, 04328 0.556635499000549f, 0.496782064437866f, 0.557016491889954f, 04329 0.496738493442535f, 04330 0.557397484779358f, 0.496694594621658f, 0.557778418064117f, 04331 0.496650427579880f, 04332 0.558159291744232f, 0.496605962514877f, 0.558540165424347f, 04333 0.496561229228973f, 04334 0.558921039104462f, 0.496516168117523f, 0.559301853179932f, 04335 0.496470838785172f, 04336 0.559682607650757f, 0.496425211429596f, 0.560063362121582f, 04337 0.496379286050797f, 04338 0.560444056987762f, 0.496333062648773f, 0.560824692249298f, 04339 0.496286571025848f, 04340 0.561205327510834f, 0.496239781379700f, 0.561585903167725f, 04341 0.496192663908005f, 04342 0.561966478824615f, 0.496145308017731f, 0.562346994876862f, 04343 0.496097624301910f, 04344 0.562727510929108f, 0.496049642562866f, 0.563107967376709f, 04345 0.496001392602921f, 04346 0.563488364219666f, 0.495952844619751f, 0.563868701457977f, 04347 0.495903998613358f, 04348 0.564249038696289f, 0.495854884386063f, 0.564629375934601f, 04349 0.495805442333221f, 04350 0.565009593963623f, 0.495755732059479f, 0.565389811992645f, 04351 0.495705723762512f, 04352 0.565770030021667f, 0.495655417442322f, 0.566150128841400f, 04353 0.495604842901230f, 04354 0.566530287265778f, 0.495553970336914f, 0.566910326480865f, 04355 0.495502769947052f, 04356 0.567290365695953f, 0.495451331138611f, 0.567670345306396f, 04357 0.495399564504623f, 04358 0.568050265312195f, 0.495347499847412f, 0.568430185317993f, 04359 0.495295166969299f, 04360 0.568810045719147f, 0.495242536067963f, 0.569189906120300f, 04361 0.495189607143402f, 04362 0.569569647312164f, 0.495136409997940f, 0.569949388504028f, 04363 0.495082914829254f, 04364 0.570329129695892f, 0.495029091835022f, 0.570708811283112f, 04365 0.494975030422211f, 04366 0.571088373661041f, 0.494920641183853f, 0.571467995643616f, 04367 0.494865983724594f, 04368 0.571847498416901f, 0.494810998439789f, 0.572227001190186f, 04369 0.494755744934082f, 04370 0.572606444358826f, 0.494700223207474f, 0.572985887527466f, 04371 0.494644373655319f, 04372 0.573365211486816f, 0.494588255882263f, 0.573744535446167f, 04373 0.494531840085983f, 04374 0.574123859405518f, 0.494475126266479f, 0.574503064155579f, 04375 0.494418144226074f, 04376 0.574882268905640f, 0.494360834360123f, 0.575261414051056f, 04377 0.494303256273270f, 04378 0.575640499591827f, 0.494245409965515f, 0.576019585132599f, 04379 0.494187235832214f, 04380 0.576398611068726f, 0.494128793478012f, 0.576777577400208f, 04381 0.494070053100586f, 04382 0.577156484127045f, 0.494011014699936f, 0.577535390853882f, 04383 0.493951678276062f, 04384 0.577914178371429f, 0.493892073631287f, 0.578292965888977f, 04385 0.493832170963287f, 04386 0.578671753406525f, 0.493771970272064f, 0.579050421714783f, 04387 0.493711471557617f, 04388 0.579429090023041f, 0.493650704622269f, 0.579807698726654f, 04389 0.493589639663696f, 04390 0.580186247825623f, 0.493528276681900f, 0.580564737319946f, 04391 0.493466645479202f, 04392 0.580943167209625f, 0.493404686450958f, 0.581321597099304f, 04393 0.493342459201813f, 04394 0.581699967384338f, 0.493279963731766f, 0.582078278064728f, 04395 0.493217140436172f, 04396 0.582456588745117f, 0.493154048919678f, 0.582834780216217f, 04397 0.493090659379959f, 04398 0.583212971687317f, 0.493026971817017f, 0.583591103553772f, 04399 0.492963016033173f, 04400 0.583969175815582f, 0.492898762226105f, 0.584347188472748f, 04401 0.492834210395813f, 04402 0.584725141525269f, 0.492769360542297f, 0.585103094577789f, 04403 0.492704242467880f, 04404 0.585480928421021f, 0.492638826370239f, 0.585858762264252f, 04405 0.492573112249374f, 04406 0.586236536502838f, 0.492507129907608f, 0.586614251136780f, 04407 0.492440819740295f, 04408 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-0.499339967966080f, 08210 0.525299847126007f, -0.499359518289566f, 0.524916887283325f, 08211 -0.499378770589828f, 08212 0.524533808231354f, -0.499397724866867f, 0.524150788784027f, 08213 -0.499416410923004f, 08214 0.523767769336700f, -0.499434769153595f, 0.523384690284729f, 08215 -0.499452859163284f, 08216 0.523001611232758f, -0.499470651149750f, 0.522618472576141f, 08217 -0.499488145112991f, 08218 0.522235393524170f, -0.499505341053009f, 0.521852254867554f, 08219 -0.499522238969803f, 08220 0.521469116210938f, -0.499538868665695f, 0.521085977554321f, 08221 -0.499555170536041f, 08222 0.520702838897705f, -0.499571204185486f, 0.520319640636444f, 08223 -0.499586939811707f, 08224 0.519936442375183f, -0.499602377414703f, 0.519553244113922f, 08225 -0.499617516994476f, 08226 0.519170045852661f, -0.499632388353348f, 0.518786847591400f, 08227 -0.499646931886673f, 08228 0.518403589725494f, -0.499661177396774f, 0.518020391464233f, 08229 -0.499675154685974f, 08230 0.517637133598328f, -0.499688833951950f, 0.517253875732422f, 08231 -0.499702215194702f, 08232 0.516870558261871f, -0.499715298414230f, 0.516487300395966f, 08233 -0.499728083610535f, 08234 0.516103982925415f, -0.499740600585938f, 0.515720725059509f, 08235 -0.499752789735794f, 08236 0.515337407588959f, -0.499764710664749f, 0.514954090118408f, 08237 -0.499776333570480f, 08238 0.514570772647858f, -0.499787658452988f, 0.514187395572662f, 08239 -0.499798685312271f, 08240 0.513804078102112f, -0.499809414148331f, 0.513420701026917f, 08241 -0.499819844961166f, 08242 0.513037383556366f, -0.499830007553101f, 0.512654006481171f, 08243 -0.499839842319489f, 08244 0.512270629405975f, -0.499849408864975f, 0.511887252330780f, 08245 -0.499858677387238f, 08246 0.511503815650940f, -0.499867647886276f, 0.511120438575745f, 08247 -0.499876320362091f, 08248 0.510737061500549f, -0.499884694814682f, 0.510353624820709f, 08249 -0.499892801046371f, 08250 0.509970188140869f, -0.499900579452515f, 0.509586811065674f, 08251 -0.499908089637756f, 08252 0.509203374385834f, -0.499915301799774f, 0.508819937705994f, 08253 -0.499922215938568f, 08254 0.508436501026154f, -0.499928832054138f, 0.508053064346313f, 08255 -0.499935150146484f, 08256 0.507669627666473f, -0.499941170215607f, 0.507286131381989f, 08257 -0.499946922063828f, 08258 0.506902694702148f, -0.499952346086502f, 0.506519258022308f, 08259 -0.499957501888275f, 08260 0.506135761737823f, -0.499962359666824f, 0.505752325057983f, 08261 -0.499966919422150f, 08262 0.505368828773499f, -0.499971181154251f, 0.504985332489014f, 08263 -0.499975144863129f, 08264 0.504601895809174f, -0.499978810548782f, 0.504218399524689f, 08265 -0.499982208013535f, 08266 0.503834903240204f, -0.499985307455063f, 0.503451406955719f, 08267 -0.499988079071045f, 08268 0.503067970275879f, -0.499990582466125f, 0.502684473991394f, 08269 -0.499992787837982f, 08270 0.502300977706909f, -0.499994695186615f, 0.501917481422424f, 08271 -0.499996334314346f, 08272 0.501533985137939f, -0.499997645616531f, 0.501150488853455f, 08273 -0.499998688697815f, 08274 0.500766992568970f, -0.499999403953552f, 0.500383496284485f, 08275 -0.499999850988388f, 08276 }; 08277 08278 08279 08280 /** 08281 * @brief Initialization function for the floating-point RFFT/RIFFT. 08282 * @deprecated Do not use this function. It has been superceded by \ref arm_rfft_fast_init_f32 and will be removed 08283 * in the future. 08284 * @param[in,out] *S points to an instance of the floating-point RFFT/RIFFT structure. 08285 * @param[in,out] *S_CFFT points to an instance of the floating-point CFFT/CIFFT structure. 08286 * @param[in] fftLenReal length of the FFT. 08287 * @param[in] ifftFlagR flag that selects forward (ifftFlagR=0) or inverse (ifftFlagR=1) transform. 08288 * @param[in] bitReverseFlag flag that enables (bitReverseFlag=1) or disables (bitReverseFlag=0) bit reversal of output. 08289 * @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. 08290 * 08291 * \par Description: 08292 * \par 08293 * The parameter <code>fftLenReal</code> Specifies length of RFFT/RIFFT Process. Supported FFT Lengths are 128, 512, 2048. 08294 * \par 08295 * The parameter <code>ifftFlagR</code> controls whether a forward or inverse transform is computed. 08296 * Set(=1) ifftFlagR to calculate RIFFT, otherwise RFFT is calculated. 08297 * \par 08298 * The parameter <code>bitReverseFlag</code> controls whether output is in normal order or bit reversed order. 08299 * Set(=1) bitReverseFlag for output to be in normal order otherwise output is in bit reversed order. 08300 * \par 08301 * This function also initializes Twiddle factor table. 08302 */ 08303 08304 arm_status arm_rfft_init_f32( 08305 arm_rfft_instance_f32 * S, 08306 arm_cfft_radix4_instance_f32 * S_CFFT, 08307 uint32_t fftLenReal, 08308 uint32_t ifftFlagR, 08309 uint32_t bitReverseFlag) 08310 { 08311 08312 /* Initialise the default arm status */ 08313 arm_status status = ARM_MATH_SUCCESS; 08314 08315 /* Initialize the Real FFT length */ 08316 S->fftLenReal = (uint16_t) fftLenReal; 08317 08318 /* Initialize the Complex FFT length */ 08319 S->fftLenBy2 = (uint16_t) fftLenReal / 2u; 08320 08321 /* Initialize the Twiddle coefficientA pointer */ 08322 S->pTwiddleAReal = (float32_t *) realCoefA ; 08323 08324 /* Initialize the Twiddle coefficientB pointer */ 08325 S->pTwiddleBReal = (float32_t *) realCoefB ; 08326 08327 /* Initialize the Flag for selection of RFFT or RIFFT */ 08328 S->ifftFlagR = (uint8_t) ifftFlagR; 08329 08330 /* Initialize the Flag for calculation Bit reversal or not */ 08331 S->bitReverseFlagR = (uint8_t) bitReverseFlag; 08332 08333 /* Initializations of structure parameters depending on the FFT length */ 08334 switch (S->fftLenReal) 08335 { 08336 /* Init table modifier value */ 08337 case 8192u: 08338 S->twidCoefRModifier = 1u; 08339 break; 08340 case 2048u: 08341 S->twidCoefRModifier = 4u; 08342 break; 08343 case 512u: 08344 S->twidCoefRModifier = 16u; 08345 break; 08346 case 128u: 08347 S->twidCoefRModifier = 64u; 08348 break; 08349 default: 08350 /* Reporting argument error if rfftSize is not valid value */ 08351 status = ARM_MATH_ARGUMENT_ERROR; 08352 break; 08353 } 08354 08355 /* Init Complex FFT Instance */ 08356 S->pCfft = S_CFFT; 08357 08358 if(S->ifftFlagR) 08359 { 08360 /* Initializes the CIFFT Module for fftLenreal/2 length */ 08361 arm_cfft_radix4_init_f32(S->pCfft, S->fftLenBy2, 1u, 0u); 08362 } 08363 else 08364 { 08365 /* Initializes the CFFT Module for fftLenreal/2 length */ 08366 arm_cfft_radix4_init_f32(S->pCfft, S->fftLenBy2, 0u, 0u); 08367 } 08368 08369 /* return the status of RFFT Init function */ 08370 return (status); 08371 08372 } 08373 08374 /** 08375 * @} end of RealFFT group 08376 */
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