There is nothing written there about what you are stating. Please quote the words, I am curious to see.
MSimon wrote:This one is particularly good:
viewtopic.php?p=35775#35775
"the AMTEC cell, being an electrochemical converter of heat to electricity, has no moving parts and is not limited to Carnot-cycle efficiency."
I hate to break the news to you but the lack of moving parts does not mean it is not a heat engine.
Now I know you got that from the abstract. But you know what I think? The abstract is flat out wrong.
If you are operating between an energy source and an energy sink using the heat energy and temperature difference to do work (on electrons or mechanical shafts - makes no difference) you can't beat Carnot.
There is nothing special about a chemical vs a mechanical engine when it comes to Carnot. Carnot uses black boxes.
Plain flat wrong, becouse Carnot is referred to "heat reservoirs and heat sinks" and not to "Energy Source and Energy Sink"
This completely proves your poor knowledge and lack of comprehension of what a Carnot Cycle and Carnot Efficiency is all about.
Do you understand the exact meaning and the difference of those definitions?
But wait, for sure you will not accept this from someone that you believe did not even take thermodynamic at university, so I will let someone else explain this to you:
Prof. Christopher F. Edwards, professor of Mechanical Engineering at Stanford University:
http://gcep.stanford.edu/pdfs/8fZLzZEhu ... rds_04.pdf
or
http://gcep.stanford.edu/pdfs/i6W09tDtK ... rds_07.pdf
The introduction looks tailored for you:
....based on the realization that current internal combustion engines have been designed based upon an incorrect premise that they are subject to limitations based on the Carnot efficiency.
This misconception persists because these engines are often modeled as heat engines subject to Carnot limitations, when in fact, they are chemically reactive engines which are not subject to Carnot proscriptions. The Carnot misconception has led to erroneous conclusions about the architecture of efficient combustion engines.
The most serious of these is that it is necessary to make the peak temperature in the cycle as high as possible (so as to improve the Carnot limit).
That this is not correct is confirmed by experiences with homogeneous-charge compression-ignition (HCCI) engines—engines that achieve higher efficiency than their SI counterparts while reducing the peak temperature. The ultimate example of both the inapplicability of the Carnot criterion and the benefits of low-temperature reaction is the fuel-cell—a reactive engine with first-law efficiency potential in excess of 90% when operated at low temperatures.
Is it clear enough now?
Please, study some more thermodynamic, understand the difference between the various definitions, learn when and "where" you can apply Carnot, and after we can discuss this a little bit more.
Or you can write a mail to Prof. Edwards and ask him, maybe he will find some time to explain.