I followed the calculation below with an additional one to further my research. 
 For the second calculation I used the flow rate information supplied by 
Engineer48 for the 24 pumps that were manually set from the front panel.  With 
this data I determined that the power delivered to the customer would be 30.1 
kW under the following assumptions:

Twenty two of the pumps were delivering full flow of 18 kg per hour while two 
were operating at 1/2 full rate of 9 kg per hour.  The total was therefore 414 
kg per hour which translates to .115 kg/second.

The temperature of the water inside all of the ECAT sections was controlled at 
130 C, which is in line with what was seen during several of Rossi's single 
unit demonstrations.

All of this water then escaped through a restrictive, pressure dropping orifice 
such that some of the liquid flashed into steam according to the below analysis.

The resulting water filled vapor flow was sent to the customer with a pressure 
reading of approximately atmospheric and a temperature of 102 C as below.  In 
this case the gauges would read correctly.

Water finally returned from the customer at 68 C, in liquid form, back to the 
Rossi system.

A further calculation of the power delivered to the customer if it is assumed 
that all of the water is in the form of vapor with zero water at 102 C and 
atmospheric pressure would be  275 kW.  Within this scenario the water returns 
at 68 C as before.

The purpose of these calculations is to seek a possible hypothesis as to how 
the power being sent to the customer could be dramatically less than one might 
calculate if he depended upon the gauge readings and did not have a method to 
verify that the mass supplied to the customer was dry steam.   If it can be 
shown that a steam quality measuring device was located between the Rossi 
system and the customer that indicated dry steam then the power delivered would 
be much closer to the 275 kW level.  If not, then 30.1 kW could well be 
possible.

Detailed calculation are available upon request.

Dave

 
                          

On 8/20/2016 1:51                            PM, David Roberson wrote:
                                                    




Today I made an interesting                                calculation that 
some may find relevant                                to the ongoing 
discussions.
                                
                                According to steam tables, the following        
                        could be possible, assuming that I did                  
              not make a mistake in my calculations.
                                
                                Assume you have 1kg of water inside a           
                     solid container at 130 C and 39.2 psi                      
          absolute.  Then you place a restriction                               
 device that allows all of the liquid to                                
eventually escape.  Some of the liquid                                will 
immediatly flash into vapor while                                most of the 1 
kg remains in the liquid                                form as it exits the 
restriction.  If                                you assume that the resulting 
mixture                                ends up at 102 C and 15.75 psi absolute  
                              then it is possible to calculate the              
                  amount of vapor and liquid that is                            
    present at that location.
                                
                                The internal energy of the initial              
                  liquid at 130 C is 546.388 kj/kg which                        
        in this case yields 546.388 thousand                                
joules.  I am assuming that this same                                amount of 
energy remains within the                                liquid and vapor 
combintation of the                                lower temperature and 
pressure stream.
                                
                                When I solved the equation relating the         
                       quality of the mixture to the various                    
            heat contents I determined that there                               
 would be .053 kg or vapor and .947 kg of                                liquid 
water at the output.  On first                                glance, this 
result suggests that it                                should be easy to 
separate the water                                from the steam, but actually 
calculating                                the two volumes makes that not so    
                            evident.
                                
                                The volume of the vapor would be .053 kg        
                        * 1.565 cubic meters per kg = .0826                     
           cubic meters.  The volume of the liquid                              
  water would be .947 kg* .001045 cubic                                meters 
per kg = .000989 cubic meters.
                                
                                Using the above numbers it appears that         
                       you would have 83.488 times as much                      
          vapor by volume as liquid.  This is                                
quite a large ratio which suggests that                                it might 
well be possible to mistake a                                stream of mass 
with this consistency as                                consisting of only 
vapor.  Especially if                                a visual technique were 
used.
                                
                                I am not saying that this calculation           
                     reveals the source of the Rossi test                       
         confusion, but that perhaps it might                                
open discussions that have not been                                considered 
so far.  I do recall that on                                earlier 
demonstrations that the                                temperature within the 
ECATs was                                reported to be in the range of 130 C.
                                
                                Perhaps some of our mathematically              
                  inclined vortex residents can take a few                      
          moments to verify that my assumptions                                
and calculations make sense.
                                
                                Dave
                                
                          
                        
                      
                    
                   
                
              
            
          
         
      
    
    
  


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