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Tabla de función de Airy en coordenadas polares.
Componentes de tensión.
| f | srr | srq | sqq |
| (k=0) | |||
| r2 | 2 | 0 | 2 |
| r2lnr | 2lnr + 1 | 0 | 2lnr + 3 |
| lnr | 1/r2 | 0 | -1/r2 |
| q | 0 | 1/r2 | 0 |
| (k=1) | |||
| r3cosq | 2r cosq | 2r senq | 6r cosq |
| rq senq | 2r-1 cosq | 0 | 0 |
| r lnr cosq | r-1 cosq | r-1 senq | r-1 cosq |
| r-1cosq | -2r-3 cosq | -2r-3 senq | 2r-3 cosq |
| r3senq | 2r senq | -2r cosq | 6r senq |
| rq cosq | -2r-1 senq | 0 | 0 |
| r lnr senq | r-1 senq | -r-1 cosq | r-1 senq |
| r-1senq | -2r-3 senq | 2r-3 cosq | 2r-3 senq |
| (k=n) | |||
| rn+2 cosnq | -(n+1)(n-2)rncosnq | n(n+1)rnsennq | (n+1)(n+2)rncosnq |
| r-n+2 cosnq | -(n+2)(n-1)r-ncosnq | -n(n-1)r-nsennq | (n-1)(n-2)r-ncosnq |
| rn cosnq | -n(n-1)rn-2cosnq | n(n-1)rn-2sennq | n(n-1)rn-2cosnq |
| r-n cosnq | -n(n+1)r-n-2cosnq | -n(n+1)r-n-2sennq | n(n+1)r-n-2cosnq |
| rn+2 sennq | -(n+1)(n-2)rnsennq | -n(n+1)rncosnq | (n+1)(n+2)rnsennq |
| r-n+2 sennq | -(n+2)(n-1)r-nsennq | n(n-1)r-ncosnq | (n-1)(n-2)r-nsennq |
| rn sennq | -n(n-1)rn-2sennq | -n(n-1)rn-2cosnq | n(n-1)rn-2sennq |
| r-n sennq | -n(n+1)r-n-2sennq | n(n+1)r-n-2cosnq | n(n+1)r-n-2sennq |
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