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BEGIN:VEVENT
DTSTAMP:20260513T073603Z
DTSTART;VALUE=DATE-TIME:20180212T130000
DTEND;VALUE=DATE-TIME:20180212T140000
SUMMARY:Francesco Montomoli (Imperial)
TZID:Europe/London
UID:20180212-8a17841b60025f9101606a719ee10b0b@warwick.ac.uk
CREATED:20171218T162519Z
DESCRIPTION:Uncertainty Quantification in Aviation\, Using Non-Intrusive 
 Polynomial Chaos Methods There is a clear trend in aviation to increase 
 the turbine entry temperature of gas turbines and to reduce the size of 
 the core engine. This increased the impact of geometrical variations due
  to manufacturing or in service degradation. Microscopic changes in the 
 coolant channels of high pressure turbines can reduce the engine life by
  30%. At the same time it is important to have accurate predictions: the
  air flowing in the engine has a temperature at about ~2200K but an erro
 r of 20K of the metal temperature mis-predict the life of hot parts by 5
 0%. In general there are several possible mathematical approaches to qua
 ntify (and minimize) the impact of such random variations. However some 
 of them are impossible due to the high computational time (required to m
 odel the engine or an engine part). Non Intrusive Polynomial Chaos formu
 lations are the most common methods that are being explored to tackle th
 is challenge.
LOCATION:WCPM (D2.02)
CATEGORIES:
LAST-MODIFIED:20180201T115053Z
ORGANIZER;CN=Peter Brommer:
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