1 страниц (15 вхождений)
f(x, y) - 3D plot and optimal point - Steam Turbine - Сообщения
I have f(x, y) - thermal efficiency of a steam turbine with two steam extractions for heating feed water depending on the extraction pressures.
Question.
1. How to find the optimal pressure values at which the efficiency will be maximum?
2. Is it possible to build a surface? For now I have two separate 2D graphics.
More https://link.springer.com/book/10.1007/978-3-319-26674-9
2RegP-Ideal-new.sm (94 КиБ) скачан 206 раз(а).


Question.
1. How to find the optimal pressure values at which the efficiency will be maximum?
2. Is it possible to build a surface? For now I have two separate 2D graphics.
More https://link.springer.com/book/10.1007/978-3-319-26674-9
2RegP-Ideal-new.sm (94 КиБ) скачан 206 раз(а).


I am not familiar with CoolProps but I think I could make a nice 3D plot with Maxima if you provide the smath file
Martin Kraska
Pre-configured portable distribution of SMath Studio: https://en.smath.info/wiki/SMath%20with%20Plugins.ashx
1 пользователям понравился этот пост
Valery Ochkov 07.11.2023 13:09:00
OK but I need a file where the wsp calls are replaced by coolprop ones. Even if plotting doesn't work as expected.
Martin Kraska
Pre-configured portable distribution of SMath Studio: https://en.smath.info/wiki/SMath%20with%20Plugins.ashx
WroteOK but I need a file where the wsp calls are replaced by coolprop ones. Even if plotting doesn't work as expected.
See please attach
2RegP-Ideal-Cool_Prop-95.sm (73 КиБ) скачан 221 раз(а).
2RegP-Ideal-Cool_Prop-95.pdf (361 КиБ) скачан 226 раз(а).
Martin (and all), I am waiting for the solution - 3D-plot and optimal values of p1 and p2.
Martin Kraska
Pre-configured portable distribution of SMath Studio: https://en.smath.info/wiki/SMath%20with%20Plugins.ashx
2 пользователям понравился этот пост
WroteNo, you cannot replace WaterSteamPro with Cool Prop for water/steam.
WaterSteamPro is a certified program!
Agreed: CoolProp is CoolProp.
For quick visit, I use freeware Katmar IAPWS=97 in all sorts of units.
By same token, in Smath, we have lot of water/steam formulas.
What about you tabulate matrix style, then spline/interpolate.
I will be back on your document ... Jean
1 пользователям понравился этот пост
Valery Ochkov 09.11.2023 18:37:00
WroteWroteNo, you cannot replace WaterSteamPro with Cool Prop for water/steam.
WaterSteamPro is a certified program!
Agreed: CoolProp is CoolProp.
For quick visit, I use freeware Katmar IAPWS=97 in all sorts of units.
By same token, in Smath, we have lot of water/steam formulas.
What about you tabulate matrix style, then spline/interpolate.
I will be back on your document ... Jean



... confirmed vs my formula IAPWS-97
Wrote
I get slightly different values. Still no automatic optimization because the objective function doesn't translate to Maxima. As a first step I made the function more robust by solving the two equations sequentially instead of simultaneously. In the original version sampling for the plot occasionally failed.
Plot MPa.pdf (219 КиБ) скачан 201 раз(а).
2RegP-Ideal-Cool_Prop-95_Kr_detail.sm (157 КиБ) скачан 213 раз(а).
![2023-11-11 19_21_55-SMath Solver - [2RegP-Ideal-Cool_Prop-95_Kr_detail.sm_].png](/ru-RU/files/Download/GSNxMg/2023-11-11-19_21_55-SMath-Solver---[2RegP-Ideal-Cool_Prop-95_Kr_detail.sm_].png)
2RegP-Ideal-Cool_Prop-95_Kr_detail.pdf (520 КиБ) скачан 197 раз(а).
Martin Kraska
Pre-configured portable distribution of SMath Studio: https://en.smath.info/wiki/SMath%20with%20Plugins.ashx
2 пользователям понравился этот пост
Wonderful!
But I dare to note that a real steam turbine unit has up to eight steam extractions from the turbine to regenerative heaters. And not only mixing, but also surface type.
But I dare to note that a real steam turbine unit has up to eight steam extractions from the turbine to regenerative heaters. And not only mixing, but also surface type.
WroteI get slightly different values. ...
Hi. Using the definition for partial derivatives and a pure numerical solver.

2RegP-Ideal-Cool_Prop-95_Kr_detail.sm (162 КиБ) скачан 222 раз(а).
Best regards.
Alvaro.
3 пользователям понравился этот пост
Martin Kraska 12.11.2023 09:10:00, Valery Ochkov 12.11.2023 14:12:00, Oscar Campo 12.11.2023 18:29:00
1 страниц (15 вхождений)
-
Новые сообщения
-
Нет новых сообщений