Thermal Tests Analysis of transient response Elena Daskalaki
- Slides: 11
Thermal Tests Analysis of transient response Elena Daskalaki Alex Vamvakas Athanasios Zelios 29. 10. 2014
Aim To find the time constant of each component as a function of: • • Power applied Water flow Component geometry Ambient conditions 2
Theory 62. 3% of ΔΤ ΔΤ τ 3
Tests plan P 1 F 1 T 1 P 1 F 2 T 1 P 1 F 3 T 1 P 2 F 1 T 1 P 2 F 2 T 1 P 2 F 3 T 1 P 3 F 1 T 1 P 3 F 2 T 1 P 3 F 3 T 1 P 1 F 1 T 2 P 1 F 2 T 2 P 1 F 3 T 2 P 2 F 1 T 2 P 2 F 2 T 2 P 2 F 3 T 2 P 3 F 1 T 2 P 3 F 2 T 2 P 3 F 3 T 2 P 1 F 1 T 3 P 1 F 2 T 3 P 1 F 3 T 3 P 2 F 1 T 3 P 2 F 2 T 3 P 2 F 3 T 3 P 3 F 1 T 3 P 3 F 2 T 3 P 3 F 3 T 3 4
Time constants SAS Tamb= 20 o. C Tamb= 30 o. C 5
Time constants PETS Tamb= 20 o. C Tamb= 30 o. C 6
Theoretical analysis pper To co To water To ai r geometry water flow 7
Theoretical analysis Comparison of SAS temperature profile: Experimental vs theoretical data 8
Conclusions • Time constant of SAS ranges between 4 -11 minutes. • Time constant of PETS ranges between 15 -30 minutes. • In both cases, the time constant depends highly on water flow. • The time constant does not depend on applied power and ambient temperature. • Theoretical analysis matches very well with experimental data. This allows us to use this model for the prediction of the transient and steady-state response of the components. • The time constant of the components can be controlled as desired through the regulation of the water flow. 9
Comments • The PETS cannot be heated independently of the DBQs • DBQs are very slow compared to PETS and SAS (~ 3 hours to reach steady-state) • PETS are strongly coupled to DBQs because of o Their proximity o The heating of the cooling channel which connects the two PETS units • The conclusions reached from the analysis of PETS cannot be as accurate as those of the SAS. 10
Next steps • Improvement of DB heating system for more accurate analysis How accurate do we want to be? • Repetition of representative cases with both temperature and alignment measurement • Analysis of failure modes 11
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