Pooh said:
The Exar part might be an 'improved' version They did that quite often.
It's still there.....
http://www.exar.com/product.php?ProdNumber=XR2206&areaID=7
Graham
Hey, thanks! I wasn't sure they still existed.
I don't have my *original* XR2206 datasheet, but I did find an old
app note. Their method was not exactly as I described -- I'd mixed it
up with another, related circuit.
Here's Exar's technique for converting triangle waves to sine waves:
..
.. Vcc >--+-------------+
.. | |
.. | .-.
.. | | |
.. | | | R.load
.. | '-'
.. | |
.. | o--------------> Sine wave
output
.. | |
.. |/ \|
.. /\ / >-------| Q1 Q2 |-----+
.. / \ / |>. .<| |
.. / \ / | +---+ | |
.. \ / | | V | |
.. \/ >---+ o--o-\/\/\----o |
.. | | Re | |
.. | | | |
.. Triangle wave | i1 | i1 | |
.. input | | | | | |
.. | | v | v |
.. | | | |
.. | === === |
.. | GND GND |
.. | |
.. | |
.. +---------------------------+
KEYWORDS: triangle to sinewave converter waveform waveshaping
logarithmic
Re is adjusted to bring Q1/Q2 close to cutoff at the input's peaks,
causing the transfer characteristics to become logarithmic there rather
than linear. Consequently, the triangle's peaks are rounded off, and a
low-distortion approximation of a sinewave at the output results. The
accompanying info indicates THD of 0.5% can be achieved with a single
adjustment.
Jim Williams reports a similar circuit he calls a 'logarithmic
shaper'. His version has two tweaks, an input-level adjustment he
calls 'wave-shape trim', and an input offset adjustment he calls
'symmetry adjust'. JW reports 0.35% THD.
Best Regards,
James Arthur