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F⋅n = F(P,Q,R)⋅n(cosα,cosβ,cosγ) = P cosα Qcosβ Rcosγ Consequently, the surface integral can be written as ∬ S (F⋅n)dS = ∬ S (P cosα Qcosβ Rcosγ)dS As cosα ⋅dS = dydz (Figure 1 ), and, similarly, cosβ ⋅dS = dzdx, cosγ ⋅dS = dxdy, we obtain the following formula for calculating the surface integral Figure 1¬15 N4 30 úN y f x y g o @ f m ^ j e u b d \ m g ^ a u @ d m s e j w o p m c f o p g i u o f e m g \ e s j n a c { f w ²
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X d y r I s ÆMelissa C Southey 1 , David E Goldgar 2 , Robert Winqvist 3 , Katri Pylkäs 3 , Fergus Couch 4 , Marc Tischkowitz 5 , William D Foulkes 6 , Joe Dennis 7 , Kyriaki Michailidou 7 , Elizabeth J van Rensburg 8 , Tuomas Heikkinen 9 , Heli Nevanlinna 9 , John L Hopper 10 , Thilo Dörk 11 , Kathleen Bm Claes 12 , Jorge ReisFilho 13 , Zhi Ling Teo 1= 6 b B ö
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