Re: [time-nuts] D term (was no subject)

2015-02-09 Thread Bill Hawkins
Many thanks for the link, Attila.

One of the authors of Volume 25 was Nichols of "Ziegler-Nichols tuning"
fame (q.v.)

Bill Hawkins

-Original Message-
From: Attila Kinali
Sent: Monday, February 09, 2015 4:14 AM

And here the link to the pdf's in case anyone is looking:
https://www.jlab.org/ir/MITSeries.html


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Re: [time-nuts] D term (was no subject)

2015-02-09 Thread Attila Kinali
On Fri, 06 Feb 2015 21:20:39 +
"Poul-Henning Kamp"  wrote:

> >If anyone wants to dive into control theory I recommend reading the
> >book "Feedback control of dynamic systems" by Franklin, Powell and
> >Emami-Naeini.
> 
> And if you are more of a historical bent, the MIT Radiation Lab
> series is the motherlode.

And here the link to the pdf's in case anyone is looking:
https://www.jlab.org/ir/MITSeries.html

Attila Kinali

-- 
It is upon moral qualities that a society is ultimately founded. All 
the prosperity and technological sophistication in the world is of no 
use without that foundation.
 -- Miss Matheson, The Diamond Age, Neil Stephenson
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Re: [time-nuts] D term (was no subject)

2015-02-06 Thread Poul-Henning Kamp

In message <20150206153214.4d5f42edbdda4639fee1a...@kinali.ch>, Attila Kinali w
rites:
>On Mon, 26 Jan 2015 20:15:12 +
>"Poul-Henning Kamp"  wrote:
>
>> The basic math of PID has been around for about 100 years.  The invention
>> of the servo (and synchro/resolver) is what makes its day...
>
>If anyone wants to dive into control theory I recommend reading the
>book "Feedback control of dynamic systems" by Franklin, Powell and
>Emami-Naeini.

And if you are more of a historical bent, the MIT Radiation Lab
series is the motherlode.

-- 
Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
p...@freebsd.org | TCP/IP since RFC 956
FreeBSD committer   | BSD since 4.3-tahoe
Never attribute to malice what can adequately be explained by incompetence.
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Re: [time-nuts] D term (was no subject)

2015-02-06 Thread Attila Kinali
On Mon, 26 Jan 2015 20:15:12 +
"Poul-Henning Kamp"  wrote:

> The basic math of PID has been around for about 100 years.  The invention
> of the servo (and synchro/resolver) is what makes its day...

If anyone wants to dive into control theory I recommend reading the
book "Feedback control of dynamic systems" by Franklin, Powell and Emami-Naeini.
It's very accessible, requires only little more than high school math and
is geared to an engineering approach (ie lots of real world examples and
how to solve them)

Attila Kinali

-- 
It is upon moral qualities that a society is ultimately founded. All 
the prosperity and technological sophistication in the world is of no 
use without that foundation.
 -- Miss Matheson, The Diamond Age, Neil Stephenson
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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Poul-Henning Kamp

In message <5E5E892CF8A2440FBF18FFAD000B65FD@NewComputer>, "Lee Mushel" writes:

>I'm fairly sure that Jim is right.   I never had to worry about PID machine 
>control before the late sixties and by the mid-seventies the concepts were 
>firmly in place and in use.

The basic math of PID has been around for about 100 years.  The invention
of the servo (and synchro/resolver) is what makes its day...

>>> Almost all mechanical "governors" er pure P.
>>
>> Maxwell strikes again
>>
>> http://upload.wikimedia.org/wikipedia/commons/b/b1/On_Governors.pdf
>>
>> definitely more than P controllers..

I said "Almost all"... :-)

-- 
Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
p...@freebsd.org | TCP/IP since RFC 956
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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Lee Mushel
I'm fairly sure that Jim is right.   I never had to worry about PID machine 
control before the late sixties and by the mid-seventies the concepts were 
firmly in place and in use.   It certainly was the appearance of solid state 
industrial controls which made it all possible.   And those ideas have made 
possible some system performance that I recall as being impossible only a 
few years earlier.


Lee Mushel
- Original Message - 
From: "Jim Lux" 
To: "Poul-Henning Kamp" ; "Discussion of precise time 
and frequency measurement" 

Sent: Monday, January 26, 2015 8:21 AM
Subject: Re: [time-nuts] D term (was no subject)



On 1/26/15 5:55 AM, Poul-Henning Kamp wrote:


In message <54c5a270.7090...@earthlink.net>, Jim Lux writes:


And there's decades, if not centuries, of experience with P, PI and PID
controllers in a practical sense.


Not quite a century I belive:  Only the advent of electronics formalized
the theory and developed the practice.

Almost all mechanical "governors" er pure P.





Maxwell strikes again

http://upload.wikimedia.org/wikipedia/commons/b/b1/On_Governors.pdf

definitely more than P controllers..

cups with liquid (Siemens governor), nonlinear mechanisms, etc.

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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Poul-Henning Kamp

In message 
, Didier Juges writes:

>In order to automatically compensate for different oven loading (and
>ambient conditions), the controller injected a very low level "random"
>noise over the temperature setting and by analyzing how that noise was
>filtered by going through the oven, was able to determine the response of
>the oven itself and from that optimize the PID terms in real time as a
>function of the load. This was in the early 80's. It was pretty hot stuff
>then, even for an oven :)

Many off the shelf temperature controllers have an "auto-tune" button
these days which does exactly that:  Inject a heat-pulse, see what
happens, do math...

-- 
Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
p...@freebsd.org | TCP/IP since RFC 956
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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Jim Lux

On 1/26/15 5:55 AM, Poul-Henning Kamp wrote:


In message <54c5a270.7090...@earthlink.net>, Jim Lux writes:


And there's decades, if not centuries, of experience with P, PI and PID
controllers in a practical sense.


Not quite a century I belive:  Only the advent of electronics formalized
the theory and developed the practice.

Almost all mechanical "governors" er pure P.





Maxwell strikes again

http://upload.wikimedia.org/wikipedia/commons/b/b1/On_Governors.pdf

definitely more than P controllers..

cups with liquid (Siemens governor), nonlinear mechanisms, etc.

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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Didier Juges
Maybe we are getting a little off-topic here, but a very long time ago I
was dealing with industrial ovens used to braze ceramics used to make
microwave tubes.
It was very difficult to maintain the precise temperature ramp up and down,
particularly as the oven was not always loaded the same way.

In order to automatically compensate for different oven loading (and
ambient conditions), the controller injected a very low level "random"
noise over the temperature setting and by analyzing how that noise was
filtered by going through the oven, was able to determine the response of
the oven itself and from that optimize the PID terms in real time as a
function of the load. This was in the early 80's. It was pretty hot stuff
then, even for an oven :)

Didier KO4BB


On Sun, Jan 25, 2015 at 8:12 PM, Jim Lux  wrote:

> On 1/25/15 1:30 PM, WarrenS via time-nuts wrote:
>
>>
>> I second  Poul-Henning Kamp's comments concerning D-terms,
>> (mostly) as done in the TBolt and likely other GPSDOs.
>>
>>
>>
>
> Bear in mind that a PID loop is basically a fairly simple control loop
> that is easily susceptible to linear analysis.
> They're simple to implement with analog controls, they're simple to
> analyze, and for a whole lot of applications, they'll work just fine.
>
> And there's decades, if not centuries, of experience with P, PI and PID
> controllers in a practical sense.  A lot of people know how to *tune* the
> parameters based on observed system dynamics.
>
>
> But for a lot of systems:ones where there are significant nonlinearities
> and/or time delays and/or saturation/limiting effects a PID loop might not
> be a good choice.  (for instance, if you're doing a closed loop position
> control with a stepper motor as the actuator, with a small motor and a big
> heavy load, with low friction...)
>
> For myself, I am seduced by the idea of a control system that builds and
> adjusts a model of the system being controlled, and then derives the needed
> control inputs from inverting that model (whether arithmetically, or by
> some clever algorithmic means).
>
> For instance, a PID controller doing temperature control doesn't have a
> *good* way of incorporating side information like the outside temperature.
> There's all kinds of schemes for doing this (double loops, extra terms,
> etc.)
>
>
>
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Re: [time-nuts] D term (was no subject)

2015-01-26 Thread Jim Lux

On 1/25/15 1:30 PM, WarrenS via time-nuts wrote:


I second  Poul-Henning Kamp's comments concerning D-terms,
(mostly) as done in the TBolt and likely other GPSDOs.





Bear in mind that a PID loop is basically a fairly simple control loop 
that is easily susceptible to linear analysis.
They're simple to implement with analog controls, they're simple to 
analyze, and for a whole lot of applications, they'll work just fine.


And there's decades, if not centuries, of experience with P, PI and PID 
controllers in a practical sense.  A lot of people know how to *tune* 
the parameters based on observed system dynamics.



But for a lot of systems:ones where there are significant nonlinearities 
and/or time delays and/or saturation/limiting effects a PID loop might 
not be a good choice.  (for instance, if you're doing a closed loop 
position control with a stepper motor as the actuator, with a small 
motor and a big heavy load, with low friction...)


For myself, I am seduced by the idea of a control system that builds and 
adjusts a model of the system being controlled, and then derives the 
needed control inputs from inverting that model (whether arithmetically, 
or by some clever algorithmic means).


For instance, a PID controller doing temperature control doesn't have a 
*good* way of incorporating side information like the outside 
temperature.  There's all kinds of schemes for doing this (double loops, 
extra terms, etc.)



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[time-nuts] D term (was no subject)

2015-01-25 Thread WarrenS via time-nuts


I second  Poul-Henning Kamp's comments concerning D-terms,
(mostly) as done in the TBolt and likely other GPSDOs.

A 'D-term' helps fast loops like a TPLL where you
want a high bandwidth with the P gain as high as possible.
For slow noisy loops like a cleanup osc or a GPSDO,
what helps is a pre-filter.
A D-term and a pre-filter do the opposite of each other
and are therefore generally not used together because they
tend to cancel each other.

The Tbolt control loop has neither!
What it does is:
The P-gain in the Tbolt is set by the time-constant (& EFC-Gain)
which sets the freq error recovery time constant.
The Integrator gain is set with the Damping, which controls the
Phase error recovery time-constant.
If the damping is set high >> 10, the TBolt's loop becomes a P only
controller, AKA a Freq-Lock-Loop (FLL)  instead of a PLL.
That is with a very high damping setting, The Tbolt then corrects
for any freq error offsets but does not correct for any phase errors.

The Tbolt is indeed very flexible, allowing usable time-constant
settings from 1 sec to days in either a PLL or FLL mode.
What it is missing is a pre-filter, and to get the best performance that 
must be added externally.


ws
*


I have seen no evidence that the Thunderbolt, in particular,
uses a D term.  ...

Charles




Before anybody gets any ideas that causes them to waste a lot of time:
D terms are themselves very temperamental because they, by definition,
amplify measurement jitter noise.



In the precision time/frequency domain, D-terms are almost never
realistic.

Poul-Henning Kamp

*


Without a D term, PI loops can be unstable when the gain (P) is
increased. If you will, with a large error, the correction will itself
be large and as the system corrects itself,
it may overshoot the target value, going into a low (or high if you
really blew it) level oscillation around the target value.
The D term slows it down just enough and minimizes that overshoot
while maintaining a high gain (low steady state error) and a fast 
response.


Didier KO4BB



On January 24, 2015 8:05:38 PM CST, Bob Camp  wrote:

Hi

A classic control loop in it's simplest form has only one term. That is
often referred to as a proportional term. When the control signal (or
error) changes by A the output changes by A times that term. Often in
shorthand notation this term is refereed to as a P term.

The next thing that some people add to a control loop is an integrator.
It looks at the control signal (or error) has a constant offset of A,
the integrator sums up the A's. The output of an integrator would
eventually go to infinity with a constant control input (or error) into
it. This term is often referred to as an I term.

Lastly people add a term to the control loop that responds to the rate
of change in the control signal (or error). The faster the change, the
bigger this signal gets. This is commonly refereed to as a Derivative
term. In shorthand it's talked about as the D term.

The net result is a three element control loop running what's called a
PID algorithm .

The P and I can also be described by a time constant and a damping.
That's what the Trimble software lets you do. The implication is that
it's just a PI loop. In fact it appears to be a PID loop and you can't
get at the D term.

For a much more clearly worded explanation of all this, there's

http://en.wikipedia.org/wiki/PID_controller
>...

There does appear to be a D in the TBolt loop. For what ever reason,
that's not a changeable value. The D does scale with the time constant. .



Bob




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