### Abstract

Making use of the simplified static-geometric analogy associated with the introduction of the two mentioned effects, two second order coupled differential equations, involving two dependent variables which are static-geometric analogues of each other, are derived for rotationally symmetric deformation of orthotropic conical shells, wherein both the above mentioned effects are included. By an asymptotic procedure, the general solutions of these equations are obtained. A comparison of the results thus obtained, with those published earlier, and a discussion are presented.

Original language | English |
---|---|

Pages | 53-69 |

Number of pages | 17 |

State | Published - 1975 |

Event | Midwest Mech Conf, 14th, Proc, Pap and Lect - Norman, OK, USA Duration: Mar 24 1975 → Mar 26 1975 |

### Conference

Conference | Midwest Mech Conf, 14th, Proc, Pap and Lect |
---|---|

City | Norman, OK, USA |

Period | 03/24/75 → 03/26/75 |

## Fingerprint Dive into the research topics of 'ROTATIONALLY SYMMETRIC BENDING OF ORTHOTROPIC CONICAL SHELLS: TRAVERSE SHEAR AND COUPLE STRESS-STRESS COUPLE EFFECTS.'. Together they form a unique fingerprint.

## Cite this

Atluri, S. N. (1975).

*ROTATIONALLY SYMMETRIC BENDING OF ORTHOTROPIC CONICAL SHELLS: TRAVERSE SHEAR AND COUPLE STRESS-STRESS COUPLE EFFECTS.*. 53-69. Paper presented at Midwest Mech Conf, 14th, Proc, Pap and Lect, Norman, OK, USA, .