简介:Let■Ω=Γ=Γ1+Γ2(seeFig.1),meas(Γ1)>0,V={v|v∈H1(Ω),v|Γ1=0},andV0={ω|Δω=hinΩ,ω|Γ=0,(?)h∈V}.LetV0′=thedualspaceofV0,a(u,v)=∫Ω▽u·▽Δvdx,andF(v)=∫Ωfvdx+∫Γ2g1Δvds-∫Γg2(?)ds,f∈V′0,g1∈H-(1/2)(Γ2),g2∈H-(3/2)(Γ).Considerthevariationalproblem:findu∈Vsuchthata(u,v)=F(v),(?)v∈V0.(1)UsingTartar’slemma,weprovethatforproblem(1)thereexistsauniqueu∈Vsatisfying■
简介:China'sNationalFitnessPlanExercisingone'swaytogoodhealth:thisisanewconceptinChina,atleastfortheaverageperson.Thegovernmentisa...