Encoding the signal with 14 bits
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[f1,Fs1] = wavread('bird.wav');
sound(f1, Fs1);
i tried using
D=int14(f1* 8192)
I get error
Undefined function 'int14' for input arguments of type 'double'.
please help
1 Kommentar
Walter Roberson
am 14 Sep. 2012
You should be considering the Fixed Point Toolbox.
Antworten (1)
Star Strider
am 14 Sep. 2012
Bearbeitet: Star Strider
am 14 Sep. 2012
I cannot find any reference to int14 in the online MATLAB documentation. If you want to truncate to 14 bit precision, there are two ways to do it with f1 being defined as a column vector. In my experience, .wav files are read as a [N x 2] matrix (one column for each stereo channel), so you will have to encode each column of f1 as 14-bit integers as separate operations. For column 1:
D = dec2bin( (f1(:,1) * 8192), 14);
or if D results a binary string longer than 14 bits, and since binary numbers are defined as strings:
D = dec2bin(f1(:,1) * 8192);
D = D(:,1:14);
then if you want to:
D = int16(bin2dec(D));
They will all be stored as 16-bit signed integers, but truncated in precision to 14 bits.
27 Kommentare
Walter Roberson
am 14 Sep. 2012
Pat wants to encode the signal itself in 14 bits per sample, not in 14 bits precision per sample. Perhaps Pat is running on a machine with a 7 bit byte.
Star Strider
am 14 Sep. 2012
That's possible, but a 7-bit byte is not something I can emulate on my machine. I have no idea how MATLAB would deal with that situation.
Anyway, in the absence of Fixed Point Toolbox functions (that I do not have access to and so have no experience with), this is the only way I can envision to produce something similar to what Pat wants.
At least it may provide Pat with some ideas to experiment with. It's the best I can do.
Pat
am 15 Sep. 2012
Star Strider
am 15 Sep. 2012
What do you want with the wavelet coefficients?
Why are you restricting your data to 14 bit resolution?
Pat
am 18 Sep. 2012
Star Strider
am 18 Sep. 2012
I do not know what ys(:,1) is, so be sure ys(:,1) > 0 and ys(:,1) < 2^52/8192.
Walter Roberson
am 18 Sep. 2012
round() the result of ys(:,1)*8192
Pat
am 21 Sep. 2012
Walter Roberson
am 21 Sep. 2012
What are max() and min() of the results of DWT2 ?
Pat
am 21 Sep. 2012
Walter Roberson
am 21 Sep. 2012
Sorry, I do not know how to determine what the theoretical maximum and minimum values returned by DWT2 would be, and I do not have that toolbox to test with.
Looking at that data range, it appears to me that possibly you should take the output of DWT2() and just round() it; it appears that would give you a signed integer with 14 bits needed for its representation (i.e., in the range -2048 to +2047). I cannot make any promises that that pattern will hold.
You would then have to decide which binary representation of negative numbers that you wanted to use when you converted the signed value to unsigned representation.
Pat
am 21 Sep. 2012
Walter Roberson
am 21 Sep. 2012
Yes, that is consistent with what I wrote.
The range of values (-1281 to 1339) is 2620, which needs 14 bits to represent.
You will need to choose how you want to encode the signed integer values into the "14 bits" that are required for your purposes.
Pat
am 21 Sep. 2012
Pat
am 21 Sep. 2012
Pat
am 21 Sep. 2012
Walter Roberson
am 21 Sep. 2012
MATLAB does not have a 14 bit representation, except by using the Fixed Point Toolbox.
If you want the data stored within a larger variable (such as 16 bits) please indicate the representation you want to use.
Pat
am 22 Sep. 2012
Walter Roberson
am 22 Sep. 2012
Separate sign? One's compliment? Two's compliment? Extra bits within the larger word needed to store the 14 bits can be anything, or must be 0, or must be 1, or must be "sign extension" ?
Pat
am 22 Sep. 2012
Walter Roberson
am 22 Sep. 2012
And the extra bits in the larger word? The smallest word that MATLAB can use to store 14 bits of information is a 16 bit word: how do you want the two extra bits to be treated?
ys = DWT2(f1, 100, 1);
ys = bitand( typecast(int16(ys),'uint16'), 2^14-1 );
Pat
am 22 Sep. 2012
Bearbeitet: Walter Roberson
am 22 Sep. 2012
Walter Roberson
am 22 Sep. 2012
2^14-1 is correct in that code.
The above code zeros the extra two bits. It's as valid an approach as any other.
Really, things depend on what you are going to do with the 14 bit value.
Pat
am 24 Sep. 2012
Walter Roberson
am 24 Sep. 2012
In 16 bit you do not need those manipulations as datatype int16() or uint16() are already the correct size for that purpose.
Pat
am 28 Sep. 2012
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