So I was tasked with looking at converting 10 million tracks from mp3 320k to AAC and also Converting from mp3 320k to mp3 128k
After a bit of hunting around the tool you need to use is
FFMPEG
Also for the best results get the Nero AACEncoder Download
Now the command line
STEP 1 (From Flac)
ffmpeg -i input.flac -f wav - | neroAacEnc -ignorelength -q 0.5 -if - -of output.m4a
or (From mp3) ffmpeg -i input.mp3 -f wav - | neroAacEnc -ignorelength -q 0.5 -if - -of output.m4a
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)
Now the output.m4a is a intermediate state that we now put a ACC wrapper on via FFMpeg **STEP 2
**ffmpeg -i output.m4a -vn -acodec copy final.aac
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Done:)
There are a couple of options with the FFMPEG library as in we can look at importing the librarys and manipulation the API for the direct result FFMPEG has this support. You can get the relevant librarys from
They even have the source if you are that keen:-)
In this case I am going to wrap the command lines into c# external process threads. ( For the app that i am building to convert the 10 million tracks there is a complex multithreaded app to support this novel code )
//Arrange Metadata about Call
Process myProcess = new Process; ProcessStartInfo p = new ProcessStartInfo; string sArgs = string.format(" -i {0} -f wav - | neroAacEnc -ignorelength -q 0.5 -if - -of {1}",inputfile,outputfil); p.FileName = "ffmpeg.exe"; p.CreateNoWindow = true; p.RedirectStandardOutput = true; //p.WindowStyle = ProcessWindowStyle.Normal p.UseShellExecute = false;
//Execute
p.Arguments = sArgs; myProcess.StartInfo = p; myProcess.Start; myProcess.WaitForExit; //Write details about call myProcess.StandardOutput.ReadToEnd;
Now in this case we would execute a 2nd call using the same code but with different sArgs to put the AAC wrapper on the m4a file.
Thats it. So if you need to do some conversions of any kind for you ASP.net sites/apps this is a great start and super fast.. With conversion times of around 2-3 seconds all of this can be done on the fly :-)
Justin Oehlmann
ref:
UPDATE - Just found a great site that has all of the encoders/decoders in both exe & dll form...:-) http://www.rarewares.org/aac-encoders.php
(http://www.nero.com/eng/downloads-nerodigital-nero-aac-codec.php)
