CICULO DE MOHR 2D ESTADO ORIGINAL DE ESFUERZOS | Exámenes de Análisis Estructural

UNIDADES

1. Definición del tensor original

[A]

8 13.45

13.45 10 ksi

Se reportan los invariantes:_

I1 18 ksi

I2 -100.9025

2. Se arma el Eigenproblem y se reportan los eigenvalues

Semilla -0.0000025

Delta_Av 0.000000025

1 -0.0000025 -100.90245

2 -0.000002475 -100.90246

3 -0.00000245 -100.90246

4 -0.000002425 -100.90246

5 -0.0000024 -100.90246

6 -0.000002375 -100.90246

7 -0.00000235 -100.90246

8 -0.000002325 -100.90246

9 -0.0000023 -100.90246

10 -0.000002275 -100.90246

11 -0.00000225 -100.90246

12 -0.000002225 -100.90246

13 -0.0000022 -100.90246

14 -0.000002175 -100.90246

15 -0.00000215 -100.90246

16 -0.000002125 -100.90246

17 -0.0000021 -100.90246

18 -0.000002075 -100.90246

19 -0.00000205 -100.90246

20 -0.000002025 -100.90246

21 -0.000002 -100.90246

22 -0.000001975 -100.90246

λiF(λi)

+λ^2−𝐼_1 λ+𝐼_2=0

-0.0001 0 0.0001 0.0002 0.0003 0.0004 0.0005

-100.912

-100.91

-100.908

-100.906

-100.904

-100.902

-100.9

-100.898

481; -100.90267099991

16324; -100.909800185509

Solución al Eigenproblem

Vista previa parcial del texto

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1. Definición del tensor original UNIDADES

ksi Se reportan los invariantes:_

 - 8 13. [A] - 13.45 - I2 -100. I1 18 ksi

Semilla -0. 2. Se arma el Eigenproblem y se reportan los eigenvalues
Delta_Av 0. - 1 -0.0000025 -100. No - 2 -0.000002475 -100. - 3 -0.00000245 -100. - 4 -0.000002425 -100. - 5 -0.0000024 -100. - 6 -0.000002375 -100. - 7 -0.00000235 -100. - 8 -0.000002325 -100. - 9 -0.0000023 -100.
- 10 -0.000002275 -100.
- 11 -0.00000225 -100.
- 12 -0.000002225 -100.
- 13 -0.0000022 -100.
- 14 -0.000002175 -100.
- 15 -0.00000215 -100.
- 16 -0.000002125 -100.
- 17 -0.0000021 -100.
- 18 -0.000002075 -100.
- 19 -0.00000205 -100.
- 20 -0.000002025 -100.
- 21 -0.000002 -100.
- 22 -0.000001975 -100. - +λ^2−𝐼_1 λ+𝐼_2= λi F(λi) - -0.0001 - -100. - -100. - -100. - -100. - -100. - -100. - -100. - -100.
23 -0.00000195 -100.
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CICULO DE MOHR 2D ESTADO ORIGINAL DE ESFUERZOS, Exámenes de Análisis Estructural

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1. Definición del tensor original UNIDADES