Re: [NTLK] Link with PC on Win2000 pblm

From: S.D. (Diamonds_at_skynet.be)
Date: Tue Oct 15 2002 - 11:42:37 EDT


ok, Thanks a lot.
i'll search in the UNNA database...
and try again...
Best regards.
S.D.

---------------------------------------------------------------------
Stephane Dujourdy
Software made to measure - Computer advice
email: Diamonds_at_skynet.be or Diamonds_at_ibelgique.com
Web: http://www.diamondsoftware.net
---------------------------------------------------------------------

-----Original Message-----
From: newtontalk-bounce_at_newtontalk.net
[mailto:newtontalk-bounce_at_newtontalk.net]On Behalf Of Laurent Daudelin
Sent: mardi 15 octobre 2002 17:28
To: NewtonTalk
Subject: Re: [NTLK] Link with PC on Win2000 pblm

On 15/10/02 11:12, "S.D." <Diamonds_at_skynet.be> wrote:

> Hi From Belgium
> After few years without using the newton, i want to
> reuse it know.
> i've installed NCU v1.0 for PC on the PC (Windows2000Pro)
> when i want to link the newton 2000 on this by the Serial connection
> after 10s of connection success, the link is broken and a error message
> come: "The connection was stopped because of a communication error (-1)"
> Is everybody know this pblm?

That's probably because you're using a fast processor in your PC and the
buffers allocated by NCU can't keep up with the flow of information coming
in. If you search in the NewtonTalk archive, you'll find many references to
this problem.

Basically, you want to look on UNNA for a program called "SlowDown.exe".
Depending on the speed of your PC, you might have to run multiple instances
of that application in order to make NCU able to keep up with the data.

-Laurent.

--
===========================================================================
Laurent Daudelin                    Developer, Multifamily, ESO, Fannie Mae
mailto:Laurent_Daudelin_at_fanniemae.com                   Washington, DC, USA
************************* Usual disclaimers apply *************************
Green's Theorem prov.: [TMRC] For any story, in any group of people there
will be at least one person who has not heard the story. A refinement of the
theorem states that there will be exactly one person (if there were more
than one, it wouldn't be as bad to re-tell the story). [The name of this
theorem is a play on a fundamental theorem in calculus. --ESR]

-- Read the List FAQ/Etiquette: http://www.newtontalk.net/faq.html Read the Newton FAQ: http://www.chuma.org/newton/faq/ This is the NewtonTalk mailing list - http://www.newtontalk.net/

-- Read the List FAQ/Etiquette: http://www.newtontalk.net/faq.html Read the Newton FAQ: http://www.chuma.org/newton/faq/ This is the NewtonTalk mailing list - http://www.newtontalk.net/



This archive was generated by hypermail 2.1.2 : Thu Oct 31 2002 - 12:02:49 EST