📄 k60-keil
字号:
0.354636400938034060f, 0.148622632026672360f, 0.355716109275817870f,
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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,
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