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Bimodal modelling of HIP of superalloys
A model of HIP of a bimodal distribution of powder which predicts observed stress differences on powder particles is presented. Densification by the mechanisms of yield, power law creep, superplasticity, diffusional creep and diffusion is considered, and material parameters of Rene 95 are used. Calculated densification kinetics are compared with experimental data. Variable pressure during HIP in order to maintain densification by a particular deformation mechanism is proposed as a method to improve as-HIP superalloy morphology, with promising results. Extension of the model of new material systems and composites is discussed.
Bimodal modelling of HIP of superalloys
A model of HIP of a bimodal distribution of powder which predicts observed stress differences on powder particles is presented. Densification by the mechanisms of yield, power law creep, superplasticity, diffusional creep and diffusion is considered, and material parameters of Rene 95 are used. Calculated densification kinetics are compared with experimental data. Variable pressure during HIP in order to maintain densification by a particular deformation mechanism is proposed as a method to improve as-HIP superalloy morphology, with promising results. Extension of the model of new material systems and composites is discussed.
Bimodal modelling of HIP of superalloys
Bimodales Modellieren von Hip von Superlegierungen
Tien, J.K. (author) / Borofka, J.C. (author)
1988
10 Seiten, 12 Bilder, 3 Tabellen, 16 Quellen
Conference paper
English
ISOSTATISCHES HEISSPRESSEN , SUPERLEGIERUNG , MODELLMETHODE , METALLPULVER , VERDICHTEN , KINETIK , MODALANALYSE , FLIESSBILD , SPANNUNGSVERLAUF (MECHANISCH) , KRIECHEN (WERKSTOFF) , DIFFUSION , SUPERPLASTIZITAET , RECHENVERFAHREN , DRUCKKRAFT , VERBUNDWERKSTOFF , MORPHOLOGIE (KOERPER) , DEFORMATION , PARTIKEL
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