S
StoxResearch
New member
NEW OPTIMAL COMBUSTION CHAMBERS!
Some of you might remember my failed attempt to obtain a patent for a "new" type of combustion chamber. The reason is that those chambers already exist. They are called "Toroidal chambers". The name is taken from mathematics because of the shape. You can read about it here,
http://www.snowest.com/forum/showthread.php?t=122454
If you read the text in the link you will also find that I claimed that the Toroidal chambers are optimal in a certain sense. THAT STATEMENT WAS INCORRECT! More correctly, they are not optimal in the sense I wanted them to be. Intuitively, I felt that something was wrong. Therefore, I checked my math over and over again, and found a serious assumption/simplification error at one point.
After doing the math again I ended up with a different design, which also makes sense intuitively. This time, I am 100% sure that THE NEW DESIGN IS OPTIMAL.
I thought about patenting it, but I decided not to due to several reasons;
1. Patenting combustion chambers is almost impossible here in Sweden. That I was told the last time.
2. Even if I could patent them it would be incredibly tedious. Here in Sweden you basically have to prove your claims by testing a prototype, with testing data certified by a reliable source. That means money, time, more money, and even more time.
So therefore I instead decided to publish my findings so nobody can patent it anymore, ever! Not anywhere in the world. I will instead rely on the fact that I am one of the very few who can design these combustion chambers. You cannot design them by trial and error like you can with the Toroidal design (simple radius, all you need is knowledge of CAD and some time). If you try doing so, you will fail miserably. In order to get you anywhere, brutal and cumbersome math is needed! If someone still wants to give it a try, be my guest,
So what is optimal about these combustion chambers? Since I am not patenting them and heavy math is needed to design them, I can reveal the secret. They are optimal in the sense that if you fix a plateau (for the spark plug) at a certain height in the combustion chamber (quick combustion), this design minimizes the surface area of the dome/head (lower heat losses). To conclude, if you intend to improve on this design and get a lower surface area still, you cannot do it. Therefore, this design is OPTIMAL!
Well, since there is no name for these heads yet, and I am likely the inventor, lets call them "Stox Chambers", shall we?
Now, here comes what everybody has been waiting for. A few examples.
EXAMPLE ONE:
Here is the outline of half a dome of a combustion chamber. The dome is created by rotating the figure around the axis of rotation (center), which is the y-axis to the left. Green Line - Spherical (conventional) design, Red Line - Toriodal design, Black Line - Stox design (optimal).
The spark plug would be entering through the plateau to the left. Note that the spark plug can be placed much further down than with the Spherical design.
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal150.jpeg
Here is the outline of the complete combustion chamber, including piston dome, for the Stox design. Note the uniqueness of the design.
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal150chamber.jpeg
EXAMPLE TWO:
Half a dome for a lower compression ratio. All colors mean the same as before.
Note that in this case the optimal design is not useful in practice. Here the black line even protrudes into the spark plug area, which of course is no good. Math is not bothered with "minor" issues like that,
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135bad.jpeg
So how to resolve the problem encountered above? One idea is to impose a restriction on the design. Here the problem is resolved by forcing the design to stay outside of a conic including the spark plug area. The design is still optimal (with the imposed restriction), and surface area will be increased very slightly. Voila, problem solved!
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135.jpeg
And finally, here is the complete combustion chamber design including the restriction. Again, it looks almost too cool!
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135chamber.jpeg
That completed the presentation of the optimal Stox Chambers. I don't know if somebody is interested in this or not, but if you are you probably understand this is still in its first stages. I will probably be selling this as replacement domes for existing heads (at first). Since I am not interested in buying a zillion different heads just for designing, I would be happy to work together with somebody to speed up the process. Please contact me per email to get things going.
As a side-note I am wondering if somebody is interested in hiring me? I am trying to find a job in Canada or the US, but that is very hard at the moment. Basically, I am sick and tired of the "half-communist" system and mentality here in Sweden, it just sickens me. If somebody is interested, please do not hesitate to contact me, preferably per email.
Some of you might remember my failed attempt to obtain a patent for a "new" type of combustion chamber. The reason is that those chambers already exist. They are called "Toroidal chambers". The name is taken from mathematics because of the shape. You can read about it here,
http://www.snowest.com/forum/showthread.php?t=122454
If you read the text in the link you will also find that I claimed that the Toroidal chambers are optimal in a certain sense. THAT STATEMENT WAS INCORRECT! More correctly, they are not optimal in the sense I wanted them to be. Intuitively, I felt that something was wrong. Therefore, I checked my math over and over again, and found a serious assumption/simplification error at one point.
After doing the math again I ended up with a different design, which also makes sense intuitively. This time, I am 100% sure that THE NEW DESIGN IS OPTIMAL.
I thought about patenting it, but I decided not to due to several reasons;
1. Patenting combustion chambers is almost impossible here in Sweden. That I was told the last time.
2. Even if I could patent them it would be incredibly tedious. Here in Sweden you basically have to prove your claims by testing a prototype, with testing data certified by a reliable source. That means money, time, more money, and even more time.
So therefore I instead decided to publish my findings so nobody can patent it anymore, ever! Not anywhere in the world. I will instead rely on the fact that I am one of the very few who can design these combustion chambers. You cannot design them by trial and error like you can with the Toroidal design (simple radius, all you need is knowledge of CAD and some time). If you try doing so, you will fail miserably. In order to get you anywhere, brutal and cumbersome math is needed! If someone still wants to give it a try, be my guest,
So what is optimal about these combustion chambers? Since I am not patenting them and heavy math is needed to design them, I can reveal the secret. They are optimal in the sense that if you fix a plateau (for the spark plug) at a certain height in the combustion chamber (quick combustion), this design minimizes the surface area of the dome/head (lower heat losses). To conclude, if you intend to improve on this design and get a lower surface area still, you cannot do it. Therefore, this design is OPTIMAL!
Well, since there is no name for these heads yet, and I am likely the inventor, lets call them "Stox Chambers", shall we?
Now, here comes what everybody has been waiting for. A few examples.
EXAMPLE ONE:
Here is the outline of half a dome of a combustion chamber. The dome is created by rotating the figure around the axis of rotation (center), which is the y-axis to the left. Green Line - Spherical (conventional) design, Red Line - Toriodal design, Black Line - Stox design (optimal).
The spark plug would be entering through the plateau to the left. Note that the spark plug can be placed much further down than with the Spherical design.
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal150.jpeg
Here is the outline of the complete combustion chamber, including piston dome, for the Stox design. Note the uniqueness of the design.
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal150chamber.jpeg
EXAMPLE TWO:
Half a dome for a lower compression ratio. All colors mean the same as before.
Note that in this case the optimal design is not useful in practice. Here the black line even protrudes into the spark plug area, which of course is no good. Math is not bothered with "minor" issues like that,
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135bad.jpeg
So how to resolve the problem encountered above? One idea is to impose a restriction on the design. Here the problem is resolved by forcing the design to stay outside of a conic including the spark plug area. The design is still optimal (with the imposed restriction), and surface area will be increased very slightly. Voila, problem solved!
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135.jpeg
And finally, here is the complete combustion chamber design including the restriction. Again, it looks almost too cool!
http://stoxresearch.se/pictures_own/stox_chambers/StoxOptimal135chamber.jpeg
That completed the presentation of the optimal Stox Chambers. I don't know if somebody is interested in this or not, but if you are you probably understand this is still in its first stages. I will probably be selling this as replacement domes for existing heads (at first). Since I am not interested in buying a zillion different heads just for designing, I would be happy to work together with somebody to speed up the process. Please contact me per email to get things going.
As a side-note I am wondering if somebody is interested in hiring me? I am trying to find a job in Canada or the US, but that is very hard at the moment. Basically, I am sick and tired of the "half-communist" system and mentality here in Sweden, it just sickens me. If somebody is interested, please do not hesitate to contact me, preferably per email.