Gene,

$/kA.m can only mean dollars per kiloamp meter.  Any unit to the right of the 
solidus (/) belongs to the denominator.  If it is intended for the meter to be 
a part of the numerator, then the unit symbol would be:

$.m/kA.

Thus there is no need for brackets to group the symbols.

Jerry




________________________________
From: "[email protected]" <[email protected]>
To: U.S. Metric Association <[email protected]>
Sent: Wednesday, April 8, 2009 12:53:45 PM
Subject: [USMA:44485] Re: Strange SI units


A remaining objection is the "double operator" (/ then .) with ambiguous 
grouping:

Is it "(30$/kA). m" or "30$/(kA . m)"? Conventional algebra is not strictly 
sequential as are many computer algorithms.

Gene.

---- Original message ----
>Date: Wed, 8 Apr 2009 09:40:22 +1000
>From: Pat Naughtin <[email protected]>  
>Subject: [USMA:44467] Re: Strange SI units  
>To: "U.S. Metric Association" <[email protected]>
>
>  Dear John and Ezra,
>  Two thoughts occur to me.
>  1  How wonderful is the metric system? Here is an
>  obscure application — getting the electrical
>  energy form an off-shore wind energy source, and in
>  a matter of moments the engineers can derive an
>  appropriate unit, directly from the SI base units,
>  that is coherent and the best fit for this
>  application.
>  2  Isn't it odd that the 'unit' for currency, dollar
>  (symbol $), was fitted to numbers at the front
>  rather than at the back; we write two dollars as $2
>  rather than as 2 $. In the application that Ezra
>  found, it would make more sense, to me at least, if
>  it was written as 30 $/kA·m with all symbols after
>  the number.
>  Cheers,
>  Pat Naughtin
>  Geelong, Australia
>  On 2009/04/08, at 6:29 AM, John M. Steele wrote:
>
>It is a kiloampere-meter.                                                
>                                                                        
>It is an alternate way to express an amount of wire.  To carry a given  
>current, a wire needs a certain cross-sectional area, but the area      
>depends on what the wire is made of.                                    
>                                                                        
>A way to equalize and express costs across wire types is to rate by      
>current carried, for each wire type that will require a certain area.    
>Multiplied by the length of the wire, that gives volume and should be    
>proportional to cost (at least fairly proportional).                    
>                                                                        
>However, I don't think I've ever seen it before.  I had to read the      
>conext in the article to see what it is about.  It is a clever way to    
>relate the cost of the wire to its mission (carrying current for a      
>distance) rather than purely by dimensions.                              
>                                                                        
>It is analogous to looking at cost of fuels per unit of heat energy      
>rather than by volume or weight.                                        
>--- On Tue,                                                              
>4/7/09, [email protected] <[email protected]> wrote:  
>                                                                        
>  From: [email protected] <[email protected]>          
>  Subject: [USMA:44462] Strange SI units                                
>  To: "U.S. Metric Association" <[email protected]>                    
>  Date: Tuesday, April 7, 2009, 3:46 PM                                  
>                                                                        
>      Just came across this article:                                    
>                                                                        
>  http://ptonline.aip.org/journals/doc/PHTOAD-ft/vol_62/iss_4/25_1.shtml 
>                                                                        
>  but was flummoxed by this part:                                        
>                                                                        
>  $30/kA·m                                                              
>                                                                        
>  What the heck is kA·m and why do they use it?                        
>                                                                        
>  Ezra                                                                  
>
>  Pat Naughtin
>  PO Box 305 Belmont 3216,
>  Geelong, Australia
>  Phone: 61 3 5241 2008
>  Metric system consultant, writer, and speaker, Pat
>  Naughtin, has helped thousands of people and
>  hundreds of companies upgrade to the modern metric
>  system smoothly, quickly, and so economically that
>  they now save thousands each year when buying,
>  processing, or selling for their businesses. Pat
>  provides services and resources for many different
>  trades, crafts, and professions for commercial,
>  industrial and government metrication leaders in
>  Asia, Europe, and in the USA. Pat's clients include
>  the Australian Government, Google, NASA, NIST, and
>  the metric associations of Canada, the UK, and the
>  USA. See http://www.metricationmatters.com for more
>  metrication information, contact Pat
>  at [email protected] or to get the
>  free 'Metrication matters' newsletter go
>  to: http://www.metricationmatters.com/newsletter to
>  subscribe.


      

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