OQPSK Modulator Passband block
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I have a problem with my zigbee model, that i wanna to send the modulated signal over 2.4 GHz carrier frequency band ,and that is not allowed at OQPSK Modulator baseband block. I searched about OQPSK Modulator Passband block on Mat. 2013 and 2015 and I couldn't find it .any help with that ??
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Tasos Giannoulis
el 30 de En. de 2017
Editada: Walter Roberson
el 30 de En. de 2017
1 voto
Hi Asmaa and Walter,
Some important notes:
1) Indeed, the passband OQSPK modulator/demodulator has been removed and only a baseband OQPSK modulator/demodulator exists.
2) The motivation behind baseband processing is speed. It is much faster to generate or simulate a signal at baseband frequencies than at 2.4 GHz. Why exactly are you looking for passband operation? If you want to do the actual transmission at 2.4 GHz with a radio, then you can simply pass the baseband signal to the transmitter block (or System object) and this transmitter will do the upconversion to 2.4 GHz for you. No need to start with a passband OQPSK signal.
3) If you really need to do passband simulation (but please be sure about this first), then you can use the Digital Up/Down Converter blocks / System objects from the DSP System Toolbox in conjuction with the baseband OQSPK modulator/demodulator. Alternatively, the featured example that Walter showed, and this one for Simulink: https://www.mathworks.com/help/comm/examples/passband-modulation.html can show another way to upconvert baseband signals.
4) Be aware that ZigBee and IEEE 802.15.4 use half-sine pulses. The OQSPK tools of the Communication System Toolbox upsample the input signal (as of R2016b; see doc note), and a subsequent filtering operation will probably not produce the desired result. You will be better off if you conduct a joint modulation and filtering operation in this order (e.g., with a MATLAB Function block, or with 3 blocks in Simulink):
a. Split bits to odd (I) and even (Q)
b. Filter both I & Q streams for half-sine pulses
c. Delay the even-bit stream (Q) by half a simple and make a complex waveform I + j*Q
Tasos
2 comentarios
Walter Roberson
el 30 de En. de 2017
Thanks for the remarks!
One question: I am not sure what "half a simple" is? Half a symbol perhaps?
Asmaa Romia
el 31 de En. de 2017
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