"Thermodynamic" temperature relates to an "ideal heat engine" a Carnot Cycle 
for the inflow and outflow of heat and the production of work.

John has explained the practical temperature scales tied to the properties of 
melting and freezing substances. 

---- Original message ----
>Date: Tue, 31 Aug 2010 04:45:00 -0700 (PDT)
>From: "John M. Steele" <[email protected]>  
>Subject: [USMA:48436] Re: kelvin  
>To: "U.S. Metric Association" <[email protected]>
>
>   Stan, Bill
>    
>   Metrology is all about splitting hairs (and in this
>   case, hairs I don't entirely grasp).
>    
>   As to what other temperature scales, measurement on
>   the thermodynamic scale is somewhat impractical, and
>   there have been a succession of international
>   practical scales, based on multiple fixed points,
>   and official means of interpolating between them,
>   the latest being ITS-90.  Google throws a "may harm
>   your computer" warning on the official ITS-90 site,
>   but I believe this is a faithful copy of the text:
>   http://www.omega.com/techref/intltemp.html
>    
>   A brief quote from its priciples
>
>   2. Principles of the International Temperature Scale
>   of 1990 (ITS-90)
>
>   The ITS-90 extends upwards from 0.65 K to the
>   highest temperature practicably measurable in terms
>   of the Planck radiation law using monochromatic
>   radiation. The ITS-90 comprises a number of ranges
>   and sub-ranges throughout each of which temperatures
>   T90 are defined. Several of these ranges or
>   sub-ranges overlap, and where such overlapping
>   occurs, differing definitions of T90 exist: these
>   differing definitions have equal status.
>
>   ---------------------------------------------
>
>    
>
>   This scale differs from previous scales attempting
>   the same thing, differences are around ±0.02 K at
>   ambient temperature ranges increasing to about -0.1
>   K at 600 K, and +0.4 K at 800 K.
>
>    
>
>   At one time freezing and boiling points of water at
>   std. pressure may have precisely defined the
>   Centigrade scale; however, under the modern ITS-90
>   scale, the melting point of water at standard
>   pressure is around +0.0025 °C, not 0 °C.  (The
>   above link includes a table of pressure
>   depressions).
>
>    
>
>   A more precise measure is given in a reference in
>   this Wikipedia article (I don't have access to the
>   reference itself):
>   http://en.wikipedia.org/wiki/Melting_point
>
>   ^ The melting point of purified water has been
>   measured to be 0.002519 +/- 0.000002 degrees Celsius
>   - see R. Feistel and W. Wagner (2006). "A New
>   Equation of State for H2O Ice Ih". J. Phys. Chem.
>   Ref. Data 35: 1021–1047. doi:10.1063/1.2183324. 
>
>    
>
>   I would further point out, although irrelevant to
>   this discussion, that the boiling point of water at
>   standard pressure is around 99.98 °C. 
>
>    
>
>   Your proposed explanation of the Celsius scale would
>   have to become more convoluted, the elevation of
>   temperature above the point which is 0.01 K below
>   the triple point of water.  Lets just leave it as an
>   offset of precisely 273.15 K.  The 0 °C and 100 °C
>   explanations commonly used have fallen to the status
>   of the quarter-meridian being precisely 10 Mm,
>   useful approximations, but not definitions.
>
>     ------------------------------------------------
>
>   From: Bill Hooper <[email protected]>
>   To: U.S. Metric Association <[email protected]>
>   Sent: Mon, August 30, 2010 10:27:49 PM
>   Subject: [USMA:48435] Re: kelvin
>
>   On  Aug 27 , at 10:27 AM, Stanislav Jakuba wrote:
>
>     ... BIPM is neither infallible nor keen on
>     removing its own contradictions. Several of those
>     concern temperature and Celsius, particularly the
>     thermodynamic temperature.
>      
>     Why the adjective thermodynamic with the
>     temperature in the main table? What are the other
>     temperatures and what are their units? Some
>     justify the adjective on the basis of the
>     existence of the “Celsius temperature” (see
>     SI10). But it is not in any table. 
>     For decades I have been fighting for the simple
>     statement: 
>     “Temperature – its unit is the kelvin in SI,
>     symbol K.”
>      
>     Some (SI10 included) claim that degree Celsius is
>     a derived unit. This cannot be true if one
>     believes the definition of SI derived units and
>     how they are formed. One or the other must be
>     incorrect.
>
>   Stan, 
>   I agree that there is something wrong ith the logic
>   here and I think I have a reasonable alternative
>   view of the situation that may be helpful.
>   My view is that kelvins and degrees Celsius are NOT
>   two different units for measuring the same thing. 
>   They are two IDENTICAL units used to measure
>   DIFFERENT things.
>   The two different things are 
>   (1)  the elevation of temperature above absolute
>   zero
>        and
>   (2) the elevation of temperature above (or below)
>   freezing.
>   (Throughout this note, when I write "freezing" I
>   mean the freezing point of water with all the usual
>   conditions that are normally prescribed.)
>   Using the terminology "the temperature is 30 kelvins
>   above freezing" is identical to the practice of
>   measuring altitudes of geographic features or things
>   in the Earth's atmosphere (or even above). One
>   commonly measures the elevation above (or below)
>   mean sea level. It would certainly be possible in
>   this day and age to measure "absolute" elevations,
>   meaning distance from the center of the Earth. No
>   one would consider measuring both of these in metres
>   but calling the unit by one name if the elevation is
>   from the center of the planet while calling it by a
>   DIFFERENT name when it is measured above sea level.
>   The measures, both in metres, are measures of two
>   different things (height above sea level vs.
>   distance form Earth's center).
>   My suggestion would be to emphasize that the phrase
>   "degree Celsius" MEANS "kelvins above freezing". The
>   proper usage would be to state "Today's high
>   temperature was 30 kelvins above freezing" or
>   writing "Today's high temperature was 30 K afw". I
>   just invented the abbreviation "afw" to mean "above
>   freezing water". This would be similar to using ASL
>   to mean "above sea level" as in "The height of that
>   mountain is 2224 m ASL", as is already done in some
>   places. 
>   I would be the first to point out that it is
>   improper (by SI rules) to combine the metre symbol
>   with the sea level abbreviation (as it indeed is
>   done in some places) so that it should not be
>   written "The height of that mountain is 2224
>   mASL". So also it would be improper to write "The
>   temperature is 30 Kafw"; it must be "The temperature
>   is 30 K afw".
>
>   Bill Hooper
>   Temperature 37 K apf
>   Fernandina Beach, Florida, USA
>   ==========================
>      SImplification Begins With SI.
>   ==========================


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