shell theory

Ashkan Vaziri's picture

Localized and extended deformations of elastic shells - Ashkan Vaziri & L. Mahadevan, Early Edition PNAS

The dried raisin, the crushed soda can, and the collapsed bicycle inner tube exemplify the nonlinear mechanical response of naturally curved elastic surfaces with different intrinsic curvatures to a variety of different external loads. To understand the formation and evolution of these features in a minimal setting, we consider a simple assay: the response of curved surfaces to point indentation.


Ying Li's picture

著名力学家叶开沅先生逝世

我国著名力学家、中国力学学会原常务理事、甘肃省力学学会原理事长、甘肃省政协原常委
、甘肃省科协原常委、兰州大学力学专业和学科的创始人、兰州大学力学系首任主任、名誉
主任叶开沅先生因病医治无效,于2007年10月20日15时30分在北京不幸逝世,享年82岁。
  叶开沅,男,汉族,1926年5月19日出生于浙江省衢州市。1938年至1943年,在浙江省
立衢州中学学习。1944年,到北京灯市口育英中学学习。1945年考入北京大学土木工程系,
旋即转入燕京大学数学系学习。1946年,进入唐山工程学院学习,1947年转入清华大学电机


Amit Acharya's picture

Does a radially expanding cylinder bend?

 The Koiter-Sanders-Budiansky bending strain measure and a nonlinear generalization

 We know from strength of materials that non-uniform stretching of fibers along the cross section of a beam produces bending moments. But does this situation necessarily correspond to a 'bending' deformation? For that matter, what do we exactly mean kinematically when we talk about a bending deformation?

To make the question more concrete, consider a cylinder that expands uniformly along all radial rays. Does this deformation of the cylinder correspond to bending? I think it is fair to say that most would say that this is purely a stretching deformation with no bending. But then, what is precisely a bending deformation?


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