Elementary applied mechanics, by T. Alexander (and A.W. Thomson). |
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Side 1
... acting really on a part of the surface of a body , are considered to act at points on the surface , it is taken for granted that the matter of the body is infinitely strong at such points . But after considering the equilibrium of the ...
... acting really on a part of the surface of a body , are considered to act at points on the surface , it is taken for granted that the matter of the body is infinitely strong at such points . But after considering the equilibrium of the ...
Side 2
... acting at the points O , P , and Q , rigidly connected . We know that , by the triangle of forces , A , B , and C are proportional to the sides of a triangle DFE drawn with its sides parallel to their directions . Also that they are in ...
... acting at the points O , P , and Q , rigidly connected . We know that , by the triangle of forces , A , B , and C are proportional to the sides of a triangle DFE drawn with its sides parallel to their directions . Also that they are in ...
Side 3
... acting on its under and upper surfaces . It must be , m H n HHACH 的 Fig . 4 . SSSS Fig . 5 . however , infinitely thin , this layer of the solid ; otherwise its two surfaces would be different sections of the solid and 83 and to not ...
... acting on its under and upper surfaces . It must be , m H n HHACH 的 Fig . 4 . SSSS Fig . 5 . however , infinitely thin , this layer of the solid ; otherwise its two surfaces would be different sections of the solid and 83 and to not ...
Side 4
... acting in A B away from each other , and in CD towards each other . If P be uniformly distri- buted over the area A , the section of A B perpendicular to its length , the intensity of the stress on it is Ρ --- Р Α Let the prism be of ...
... acting in A B away from each other , and in CD towards each other . If P be uniformly distri- buted over the area A , the section of A B perpendicular to its length , the intensity of the stress on it is Ρ --- Р Α Let the prism be of ...
Side 13
... acting upon matter in motion . If a simple stress of a specific amount be applied to a body it produces a certain strain , and in doing so the stress does work , for it acts through a space in the direction of its action equal to the ...
... acting upon matter in motion . If a simple stress of a specific amount be applied to a body it produces a certain strain , and in doing so the stress does work , for it acts through a space in the direction of its action equal to the ...
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Vanlige uttrykk og setninger
amount of resilience amount of stress angle of repose augmentation axis Cambridge chain component stresses cos² Crown 8vo dead load direction and intensity earth Edition ellipse elongation equal Equating equilibrium Eton College Extra fcap feet long find the intensity find the stress ft.-lbs greater greatest principal stress Hence Hooke's law horizontal inch in section instant internal stress J. P. MAHAFFY LATIN layer length live load modulus of elasticity normal component OM² Owens College pair of rectangular parallelopiped plane BB plane inclined plane of greatest planes of principal position of cc principal stresses Professor proof strain proof stress rectangular planes right angles School shearing shearing stress sin² sloping solid square inch stress on cc stretched surface tangential component tangential stress thrust total stress velocity wall weight
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