Solutions to some boundary-value problems of plane, linear elasticity in multiply-connected regions /
Asma Saleh Ahmed Aldeeb
Solutions to some boundary-value problems of plane, linear elasticity in multiply-connected regions / حلول بعض مسائل نظرية المرونة الخطية المستوية ذات الشروط الحدية في مناطق غير احادية الترابط Asma Saleh Ahmed Aldeeb ; Supervised A. F. Ghaleb , H. A Abdusalam , Nahed S. Hussien - Cairo : Asma Saleh Ahmed Aldeeb , 2012 - 106 P. : charts ; 25cm
Thesis (M.Sc.) - Cairo University - Faculty of Science - Department of Mathematics
A boundary fourier expansion method is used to solve the system of field equations of plane, linear elasticity in stresses for homogeneous, isotropic media occupying a doubly-connected domain under prescribed pressures on the boundaries. The boundary values of the relevant harmonic functions as well as the displacement components are obtained and the error in satisfying the boundary conditions is given when the pressures on both boundaries have equal values
Doubly-connected domain Plane elasticity Solution in stresses
Solutions to some boundary-value problems of plane, linear elasticity in multiply-connected regions / حلول بعض مسائل نظرية المرونة الخطية المستوية ذات الشروط الحدية في مناطق غير احادية الترابط Asma Saleh Ahmed Aldeeb ; Supervised A. F. Ghaleb , H. A Abdusalam , Nahed S. Hussien - Cairo : Asma Saleh Ahmed Aldeeb , 2012 - 106 P. : charts ; 25cm
Thesis (M.Sc.) - Cairo University - Faculty of Science - Department of Mathematics
A boundary fourier expansion method is used to solve the system of field equations of plane, linear elasticity in stresses for homogeneous, isotropic media occupying a doubly-connected domain under prescribed pressures on the boundaries. The boundary values of the relevant harmonic functions as well as the displacement components are obtained and the error in satisfying the boundary conditions is given when the pressures on both boundaries have equal values
Doubly-connected domain Plane elasticity Solution in stresses