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From the stress states in a Cartesian coordinate system, the following tensors are obtained: σxy = [100-100-100-800)]. Determine and graph the principal stresses and the directions associated with them using the mohr's circle. determine and graph the maximum shear stresses graph the possible failure planes finally, what is the value of the maximum tangential stress and in what orientations does it take place

From the stress states in a Cartesian coordinate system, the following tensors are obtained: σxy = [100-100-100-800)]. Determine and graph the principal stresses and the directions associated with them using the mohr's circle. determine and graph the maximum shear stresses graph the possible failure planes finally, what is the value of the maximum tangential stress and in what orientations does it take place

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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From the stress states in a Cartesian coordinate system, the following tensors are obtained:
σxy = [100-100-100-800)].

Determine and graph the principal stresses and the directions associated with them using the mohr's circle.

determine and graph the maximum shear stresses

graph the possible failure planes

finally, what is the value of the maximum tangential stress and in what orientations does it take place?

Ejercicio Propuesto N° 01 De los estados de esfuerzos en un sistema coordenado cartesiano, se obtienen los tensores siguientes: -1001 [o]xy = 100 -800 -100 -800] > Determine y grafique mediante el círculo de Mohr los esfuerzos principales y las direcciones asociadas a estos. > Determine y grafique los esfuerzos cortantes máximos. > Grafique los posibles planos de falla. Por último, ¿cuál es el valor de la tensión tangencial máxima y en qué orientaciones tiene lugar?
Transcribed Image Text:Ejercicio Propuesto N° 01 De los estados de esfuerzos en un sistema coordenado cartesiano, se obtienen los tensores siguientes: -1001 [o]xy = 100 -800 -100 -800] > Determine y grafique mediante el círculo de Mohr los esfuerzos principales y las direcciones asociadas a estos. > Determine y grafique los esfuerzos cortantes máximos. > Grafique los posibles planos de falla. Por último, ¿cuál es el valor de la tensión tangencial máxima y en qué orientaciones tiene lugar?
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