Structural Analysis of Combustor Casing for Safe Operation of a Low Bypass Turbofan Engine

Mishra, R. K.; Barathan, Venugopal

doi:10.1007/s11668-023-01624-9

Cited by 1 publication

(1 citation statement)

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“…To illustrate this, a semi-elliptical shell having fixed bottom and subjected to uniform external pressure is considered as shown in figure 12. The eigenmode obtained through linear buckling analysis is imposed on the perfect semi-ellipsoidal shell as shown in figure 13 [21]. An illustration of eigen affine imperfection is already explained in the section 'geometric imperfection'.…”

Section: Effect Of Imperfection On a Semi-ellipsoidal Shellmentioning

confidence: 99%

Augmenting Material Characterisation via Numerical Analysis to Improve Robustness in Mechanical Property Evaluation

Mishra,

Venugopal,

Mathew

2024

AMM

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Experimental evaluation of mechanical properties of materials is often standardised by pre-defining the test specimen in terms of its geometrical features and random errors if any need to be screened out during experimentation. However, eliminating the systematic biases is a formidable task. This study presents the efforts taken to address three important systematic biases possible in the case of mechanical property evaluation of materials. For a simple tensile strength characterization, misalignment of the specimen with respect to the axis of loading, turning effect in the load application system and geometrical imperfection are considered in the test specimen. These concepts are illustrated using numerical analysis for SAE 1045 steel material. Sheet specimens as per the ASTM standards are modelled and the stress-strain behaviour of the material is bench marked with experimental results. Subsequently, pre-defined cases of (a) specimen misalignment, (b) twisting and (c) geometric imperfections are introduced to study the variations in stress-strain behaviour. It is observed that an inadvertent twisting force coupled with an axial load increases the Von-Mises stress at the mid-section of the specimen increased by about 33% and reduces its fatigue life by 96%. The study clearly brings out the implications of such inadvertent systematic biases occurring in a typical experimental or usage scenario on the component life. It also shows how the numerical computations can offer a robust methodology to assess the bounds of possible deviations.

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Section: Effect Of Imperfection On a Semi-ellipsoidal Shellmentioning

confidence: 99%