Matej_H
Mechanical
- Apr 24, 2018
- 5
My CAD geometry is defined as a circular thin plate in a 1:1 scale (so the same size as as the actual disk with D=300mm, thickness = 1,8mm). I tried both solid and shell elements.
The „inner“ part of the disk (up to D=100m) is clamped (for this purpose i tried various options, such as: fixed support, frictional support, compression only support, …). Material properties (temperature dependent) are set for Steel – meaning E (at 20C) =200GPa, Density= 8750kg/m3.
For the step No.1 – at normal „room temperature“ conditions - the calculated eigenfrequencies (e.g. modes 1 to 6) are about 40% higher than the measured ones. Why is there such a big difference?
Playing around with values for density and E (reducing both) resulted with slight decrease of frequencies, but, they are still about 30% to high.
For step No.2 (separate simulation model with the same CAD geometry) – I performed the transient thermal analysis (heat-loading only over a certain area of the disk), follwed by the static structural analysis (to calculate the structural response i.e residual stresses – at 750Mpa). In the last phase the Modal analysis was performed to evaluate changes in Eigenfrequencies (compared to results from a step No.1) due thermal effects.
Results of step No.2 show that modes 1 and 2 increased (slightly in addition to allready 30% too high values compared to No.1) due to the influence of residual stresses, whereas, higher modes (3, 4…) decreased due to same effects. Unfortunatelly, in reality or as meassured, it is the other way around – modes 1 and 2 tend to decrease, whereas, higher modes – 3 and 4- tend to increase.
The solution to my problem might be hiding in my material model - as I mentioned I have defined E (T), density is considered as constant,...flow curves are defined for elevated temperatures, etc
Thank you in advance! with best regards. Matej
Does anyone have any ideas of why this is happening? Any suggestion, help, a push in the right direction is more than welcome.
Best regards,
The „inner“ part of the disk (up to D=100m) is clamped (for this purpose i tried various options, such as: fixed support, frictional support, compression only support, …). Material properties (temperature dependent) are set for Steel – meaning E (at 20C) =200GPa, Density= 8750kg/m3.
For the step No.1 – at normal „room temperature“ conditions - the calculated eigenfrequencies (e.g. modes 1 to 6) are about 40% higher than the measured ones. Why is there such a big difference?
Playing around with values for density and E (reducing both) resulted with slight decrease of frequencies, but, they are still about 30% to high.
For step No.2 (separate simulation model with the same CAD geometry) – I performed the transient thermal analysis (heat-loading only over a certain area of the disk), follwed by the static structural analysis (to calculate the structural response i.e residual stresses – at 750Mpa). In the last phase the Modal analysis was performed to evaluate changes in Eigenfrequencies (compared to results from a step No.1) due thermal effects.
Results of step No.2 show that modes 1 and 2 increased (slightly in addition to allready 30% too high values compared to No.1) due to the influence of residual stresses, whereas, higher modes (3, 4…) decreased due to same effects. Unfortunatelly, in reality or as meassured, it is the other way around – modes 1 and 2 tend to decrease, whereas, higher modes – 3 and 4- tend to increase.
The solution to my problem might be hiding in my material model - as I mentioned I have defined E (T), density is considered as constant,...flow curves are defined for elevated temperatures, etc
Thank you in advance! with best regards. Matej
Does anyone have any ideas of why this is happening? Any suggestion, help, a push in the right direction is more than welcome.
Best regards,