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March 16, 2021 at 11:27 am
cfdjannis
SubscriberDear forum,
I would like to simulate the melting of ice. For this I have created a 2-dimensional transient model. The model represents ¼ of a circle. Unfortunately it comes very often to the error "Error at Node 0: floating point exception" I have already googled but could not find a solutin. Attached are some pictures from Fluent and I've coppied some text from the Console. Can anyone tell me what settings I have to make so that the error no longer occurs and the model calculates cleanly?
Best regards and thanks for your efforts
Jannis
March 16, 2021 at 12:36 pmRob
Ansys EmployeeAs you may have seen in the rules, staff are not permitted to open/download attachments so please re-post the images. nThe error suggests the solver diverged, so check mesh quality, boundary/cell conditions and models. How do the residuals look prior to the failure? nMarch 16, 2021 at 1:22 pmcfdjannis
Subscriberhttps://www.directupload.net/file/d/6124/fzbws2yn_png.htmnhttps://www.directupload.net/file/d/6124/tu6vlp3o_png.htmHello Rob, nthank you for your reply. nI've uploaded the pictures, can you see them now?.nMarch 16, 2021 at 1:24 pmcfdjannis
SubscriberAhh now i've marked your answer as a solution... can i change it? nMarch 16, 2021 at 3:01 pmRob
Ansys EmployeeNot sure, but you need to embed the images. Drag the image into the text box. nMarch 17, 2021 at 7:08 amMarch 17, 2021 at 3:26 pmRob
Ansys EmployeeCell quality looks OK, have you got good refinement of the mesh? What time step did you use, and what is the material density?nMarch 18, 2021 at 9:39 amcfdjannis
SubscriberThank You for your answer Bob. n nWhat do you mean with refinement of the mesh?nI will attach a picture of the meshing-tool.nI've also tried to activate and disable adaptive size but it doesn't changed something. I've tried a lot with the time steps. I've used one second up to one minute….n nFor the density of water I‘ve used the "piecewise-linear" function. nAnd for the solids and the air I’ve used a fixed value.
March 18, 2021 at 2:42 pmRob
Ansys EmployeeIf the density of water varies, where does the extra volume go? nMarch 18, 2021 at 10:14 pmcfdjannis
SubscriberThis is a good question. nIn a 2-dimensional model isn't any space for the growing volume... right?.I've changed the water density to constant and it looks like Fluent is calculating. nBut I think I have to use different values for the density, otherwise i do not represent the reality. Right?.March 18, 2021 at 10:58 pmMarch 19, 2021 at 3:22 pmRob
Ansys EmployeeIf density is constant I suspect there's no motion to calculate. Have a look at the Bousinesq approximation. nMarch 22, 2021 at 1:20 pmcfdjannis
SubscriberOkay, I think I've found the problem, but I'm not sure.I used measured values including the density anomaly of water. nIs it possible that Ansys has problems with this?nIf I take values that do not reflect the density anomaly, Ansys seems to calculate correctly. nIs there no way to represent the density anomaly of water?But I get results in any case. nThank you very much for your efforts and your help!nMarch 22, 2021 at 4:26 pmRob
Ansys EmployeeWhat density anomaly? Water is weird but still only has one density for each temperature? nMarch 24, 2021 at 11:47 amcfdjannis
SubscriberI mean that the value of the density isn't straight or linear:Usually, substances expand when they are heated. But if you heat water starting at 0°C, you will notice something weird:At first, the volume of the liquid does not get bigger, but smaller! Up to a temperature of 4°C, the water contracts when heated. Once it has reached that temperature, it starts to expand with increasing temperature just like other fluids. That means water has a higher density at 4°C than at any other temperature. [http:/www.vias.org/kas/en/water_anomaly.html]nBut yes, it still has just one density for each temperature...March 24, 2021 at 11:52 amRob
Ansys EmployeeYour problem may well be that you're changing the density of the water in a sealed volume. The extra volume has to come from, or go to somewhere. Bousinesq approximation fudges the body force to mimic the temperature effect on density without changing the material density. nI knew about the water density peaking at 4C, didn't know it had a term. nMarch 24, 2021 at 5:04 pmcfdjannis
SubscriberAh okay, nI will check it out. nSo I think we can close this question. n I'm very glad that you helped me!nThank you very much for your support.nBest wishes and have a nice weeknnjannisnnViewing 16 reply threads- You must be logged in to reply to this topic.
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