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1

exact MCh

0.8

probability distribution function Fu(u)

probability distribution function Fu(u)

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0.64

0.66

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1

exact MCh

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p=8

0.54

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0.62

0.64

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MCh: mean MCh: variance MCh: distribution PM: mean PM: variance

0

−2

10

−4

10

−6

0

−2

10

−4

10

10

MCh: mean MCh: variance MCh: distribution PM: mean PM: variance

0

10

L1 error

L1 error

10

−6

2

4 6 polynomial order p

8

10

10

‚ •?ƒf‡‰ˆ†8:;Ÿi‡q0:A‹ œ69hŒJ‹S3'‘Ï•2œ ‹OŠ–‰>Š

0

2

−2

L1 error −4

10

−4

−6

2

4 6 polynomial order p

8

L1 error

−2

10

−4

2

4 6 8 10 work [# deterministic solves]

12

MCh: mean MCh: variance MCh: distr. NIPC: mean NIPC: variance NIPC: distr.

0

10

−2

10

−4

10

10

−6

0

0

‚ –Mƒf‡‰ˆ†8:;Ÿoˆ£0…5:‹S3)AO-J’•’‘À‹OŒ•2œ™¡‹ Š4¢

MCh: mean MCh: variance MCh: distr. NIPC: mean NIPC: variance NIPC: distr.

0

10

10

10

L1 error

0

‚ 5Dƒf‡‰ˆ†8:;Ÿoˆ£0:A‹ œ69hŒJ‹S3'‘Ï•2œ ‹ Š¸–‰>Š

10

−2

10

10

−6

10

MCh: mean MCh: variance MCh: distribution PC: mean PC: variance PC: distribution

0

10

L1 error

MCh: mean MCh: variance MCh: distr. PC: mean PC: variance PC: distr.

10

10

‚ „…ƒf‡'ˆ†8:; Ÿ†‡q0M5a‹S3)AO-’¸•’?‘P‹ Œ†•2œ™¡e‹OŠ¢

0

10

4 6 8 work [# deterministic solves]

−6

2

4 6 polynomial order p

8

‚ ‰cƒf‡‰ˆ†8:;¤[¥(Ÿoˆ£0:A‹ œ69hŒJ‹S3'‘Ï•2œ ‹OŠ–‰>Š

10

10

0

2

4 6 8 work [# deterministic solves]

10

‚ 74ƒ‡'ˆ†8:; ¤¥(Ÿoˆ£0M5a‹S3)AO-’¸•’‘À‹OŒ•2œ™¡‹ Š4¢

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L1 error

−2

10

−4

10

−6

−6

2

4 6 polynomial order p

8

‚ •ƒf§†‡‰ˆ†8:;‡‰ˆ†8¬0A†‹Oœ,9hŒJ‹3'‘P• œ ‹ Š¸–‰aŠ

L1 error

−2

10

−6

4 6 polynomial order p

8

−2

10

0

2

4 6 8 10 work [# deterministic solves]

12

‚ –Mƒf§†‡‰ˆ†8:;Ÿoˆ£0O5a‹S3)AO-’¸•’?‘P‹ Œ†•2œ¨¡‹ Š4¢

EMCh: mean EMCh: variance EMCh: distribution NIPC: mean NIPC: variance NIPC: distribution

0

10

10

−4

EMCh: mean EMCh: variance EMCh: distribution NIPC: mean NIPC: variance NIPC: distribution

0

10

L1 error

2

10

L1 error

−2

10

−4

‚ 5ƒf§†‡‰ˆ†8:;Ÿoˆ£0:A‹ œ69$Œ‹S3'‘P• œ ‹ Š¸–‰aŠ

−2

10

−4

10

10

−6

0

10

10

−6

10

4 6 8 work [# deterministic solves]

EMCh: mean EMCh: variance EMCh: distribution PC: mean PC: variance PC: distribution

0

−4

0

2

10

10

10

0

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EMCh: mean EMCh: variance EMCh: distribution PC: mean PC: variance PC: distribution

0

10

10

10

L1 error

0

−2

10

−4

10

10

EMCh: mean EMCh: variance EMCh: distribution MCh: mean MCh: variance MCh: distribution PM: mean PM: variance

0

10

L1 error

EMCh: mean EMCh: variance EMCh: distribution MCh: mean MCh: variance MCh: distribution PM: mean PM: variance

0

10

−6

2

4 6 polynomial order p

8

‚ ‰Dƒf§i‡'ˆ†8:; ¤¥(Ÿoˆ£0:A‹ œ69hŒJ‹S3'‘Ï•2œ ‹ Š¸–‰>Š

10

10

0

2

4 6 8 work [# deterministic solves]

10

‚ 7Uƒ§i‡‰ˆ†8O; ¤¥(Ÿoˆ£0O5:‹3)AO-’•2’?‘P‹ Œ• œ¨¡e‹OŠ¢

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4 6 polynomial order p

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ear equ at ion sc an st i ll be c om put at iona lly in te ...

ĸey words: Uncertainty quantification, Computational fluid dynamics, Polynomial chaos. Abstract. A monomia l ch ao s a ppr oa ch i s pr o p o sed f o r effic i e n t u n cert ain ty qu an - t ific a t ion in non lin e a r c om put a t iona l pr o ble m s. Pr o p a g a t in g u n cert ain ty thr o ugh non lin - e a r equ a t ion s c an st i ll be c om ...

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