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Re: RGB Card Question



bieling@terra.es wrote:
Michael J. Mahon wrote:

Jorge ChB wrote:

Michael J. Mahon <mjmahon@aol.com> wrote:



I'd suspect that the colour burst being absent in the middle
of a frame would produce pretty bizzarre results.


Like for example ?
I ran the program above and nothing "bizarre" came on the screen.

I didn't say something bizarre *would* happen, only that it *could*
happen, because it is completely outside the NTSC specification.


Yep, the most "bizarre" thing that could happen is a switch from color
to monochrome, or viceversa...

No--actually, loss of color sync could result in some "rainbow"
displays for part of a frame as the monitor color reference
oscillator tries to get back into phase lock.

The "trajectory" of phase lock during reacquisition can be
chaotic, so, with the "right" timing, wierdness can happen.

Some monitors may incorporate circuitry to detect solid phase
lock of the reference and disable chroma processing until it
is achieved, but I'd be surprised to find this in non-professional
monitors.


So you think that 8 cycles is not enough to achieve phase lock ?
Then how does it phase lock if there are *just* 8 cycles in the color
burst ?
You think that it takes several lines/bursts to achieve phase lock ?
Because if not, it really doesn't matter how much "chaotic" the
phaselock is, as long as it has completed by the end of the color
burst...

Yes, it takes several lines to achieve stable phase lock.

The uncertainty principle requires that a 13-cycle burst only
provides enough information to sync within 1/13th of the
burst frequency, so it takes correlation over a longer interval
to achieve good lock.

The color reference oscillator in an analog monitor is a servo
controlled by a gated reference signal.  It is only by making
multiple corrections to the phase that the oscillator is brought
into stable lock.  This could range from a few lines to many lines,
depending on the initial state and the parameters of the servo loop.

The bandwidth of the phase locked loop control signal is relatively
long, averaging over several lines.  There is a relationship between
the time constant of this loop and the acquisition time and phase
stability of the resulting lock.  If the loop time constant is short,
lock can be achieved more quickly, but the phase of the oscillator
will be more perturbed by noise, resulting in more phase noise.
If the loop time constant is long, acquisition time is longer, but
the phase noise of the resulting lock is lower.

Sometimes PLLs provide variable time constants, so that the loop can
adapt quickly to a change in input, but then settle with low noise
on a stable signal.

-michael

Parallel computing for 8-bit Apple II's!
Home page:  http://members.aol.com/MJMahon/

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