Clémentine Metzger, Jenifer Yaï, Oriane Nassany, Sandrine Randriamampianina, Michel Vernay
Factors associated with compliance with barrier gestures and social distancing measures in France
Journal of epidemiology and population health
7r28 thin plates shells theory analysis applications e ventsel eng sci mech dept penn state univ park pa 16802 krauthammer protective tech center penn state univ park pa 16802 marcel dekker new york 2001 666 pp isbn 0824705750 17500 reviewed e carrera dept aerospace eng politecnico di torino corso duca degli abruzzi 24 torino 10129 italythin plates thin shells thin plates shells classical subjects books eminent scientists vlasov flugge novozhilov timoschenko washizu kraus goldenveizer cicala librescu donnell vekua leissa among others written milestone books topic books doubt excellent sources analysis twodimensional structures classical books appeared middle last century case book states point view scientist plate shell theories books plates shells known published recent past among book ventsel krauthammer one useful exhaustive includes plate shell geometries well theories solutions practical problems ventsel krauthammer present several topics manner results brilliant selection different possible ways see plates shells known classical books mentioned book good synthesis west east schools knowledge plates shells clearly written self complete rich examples well applications practical problems authors shown ability writing book plates shells avoiding vectorial tensorial notations could introduce difficulties beginners editorial form quite well done figures plots formulas texts well balanced chapter page book divided two parts deal thin plates thin shells respectively part quotes introduction fundamentals membrane bending response buckling vibrations brief description books layout given part first considered chapter 1 offers interesting historical note plates theories fundamentals elasticity relations recalled cartesian reference system kirchhoffs thin plate theory described chapter 2 governing equations derived using elasticity relations variational statements bending rectangular plates treated chapter 3 large variety practical problems solved considering different geometries boundary conditions applied loadings chapter 4 devoted circular plates polar coordinates preferred case geometries elliptical triangular plates solved chapter 5 approximated solution methods applications discussed chapter 6 finite difference finite element boundary element methods introduced applied twodimensional flat structures advanced topics addressed chapter 7 thermoelastic problems stiffened plates orthotropic behavior refined theories accounting transverse shear deformation effects geometrically nonlinear behavior layered sandwich plates considered buckling plates considered chapter 8 introductory concepts first introduced buckling rectangular circular plates solved application equilibrium energy methods results also given stiffened orthotropic sandwich plates large deflection postbuckling response also treated chapter dynamic problems considered chapter 9 thin shells theory analysis begin chapter 10 chapter introduces shell structure makes historical note main shell theory contributions developments concepts related differential geometry surfaces given chapter 11 first second fundamental forms derived particularized several geometrical shell configurations shell revolution cylindrical conical linear elasticity relations curvilinear coordinates framework kirchhofflove postulates presented chapter 12 membrane shell theories applications considered chapters 13 14 respectively methods solution techniques results presented large variety problems roof shell structures liquid storage facilities pressurized vessels called moment theory addressed chapter 15 circular cylindrical cases asymptotic integration method used solve differential equations cylindrical shell subjected general loadings solutions particular cases presented chapter extension shells revolution given chapter 16 well known approximated shell theories discussed applied chapter 17 advanced topic already discussed chapter 8 plate cases extended shells chapter 18 addition chapter 18 gives details application newtons method solve nonlinear problems buckling vibration problems shells discussed chapters 19 20 respectively five appendices close book first one quotes useful data others detail derivations explicitly given previous chapters reviewers opinion thin plates shells theory analysis applications ventsel krauthammer contains basics advanced arguments known engineer scientist supposed work plate shell structures