bartvdbraak/blender
1
0
Fork 4
Code Issues 4 Pull Requests 1 Actions 1 Packages Projects Releases Wiki Activity

3D Audio GSoC:

Browse Source 
JOS Resampler: Fix for windows...
This commit is contained in:
Joerg Mueller 2011-08-05 07:01:54 +00:00
parent 74b94dcdf6
commit 507dbeab45
1 changed files with 6 additions and 6 deletions
Show Stats Download Patch File Download Diff File Expand all files Collapse all files

12
intern/audaspace/intern/AUD_JOSResampleReader.cpp
View File

@ -190,7 +190,7 @@ void AUD_JOSResampleReader::read(int& length, bool& eos, sample_t* buffer)
memset(buffer, 0, length * samplesize);
unsigned int n_increment = (unsigned int)(floor(1 / factor));
unsigned int P_increment = (unsigned int)(round(4294967296.0 * fmod(1 / factor, 1)));
unsigned int P_increment = (unsigned int)(floor(4294967296.0 * fmod(1 / factor, 1)));
unsigned int P, L, l, end_i;
float eta, v;
@ -208,7 +208,7 @@ void AUD_JOSResampleReader::read(int& length, bool& eos, sample_t* buffer)
end_i = m_n + 1;
l = (unsigned int)(floor(float(P) / float(m_NN)));
eta = fmod(P, m_NN) / m_NN;
eta = float(P % m_NN) / m_NN;
for(unsigned int i = 0; i < end_i; i++)
{
@ -222,7 +222,7 @@ void AUD_JOSResampleReader::read(int& length, bool& eos, sample_t* buffer)
P = ~P;
l = (unsigned int)(floor(float(P) / float(m_NN)));
eta = fmod(P, m_NN) / m_NN;
eta = float(P % m_NN) / m_NN;
end_i = m_cache_valid - m_n - 1;
if(m_Nz - 1 < end_i)
@ -251,14 +251,14 @@ void AUD_JOSResampleReader::read(int& length, bool& eos, sample_t* buffer)
for(unsigned int t = 0; t < length; t++)
{
P = (unsigned int)(round(m_P * factor));
P = (unsigned int)(floor(m_P * factor));
end_i = (unsigned int)(floor(m_Nz / factor)) - 1;
if(m_n + 1 < end_i)
end_i = m_n + 1;
l = (unsigned int)(floor(float(P) / float(m_NN)));
eta = fmod(P, m_NN) / m_NN;
eta = float(P % m_NN) / m_NN;
for(unsigned int i = 0; i < end_i; i++)
{
@ -272,7 +272,7 @@ void AUD_JOSResampleReader::read(int& length, bool& eos, sample_t* buffer)
P = (factor * 4294967296.0) - P;
l = (unsigned int)(floor(float(P) / float(m_NN)));
eta = fmod(P, m_NN) / m_NN;
eta = float(P % m_NN) / m_NN;
end_i = (unsigned int)(floor(m_Nz / factor)) - 1;
if(m_cache_valid - m_n - 1 < end_i)